<?xml version="1.0" encoding="UTF-8"?>
<rss xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:dc="http://purl.org/dc/elements/1.1/" xmlns:rdf="http://www.w3.org/1999/02/22-rdf-syntax-ns#" xmlns:taxo="http://purl.org/rss/1.0/modules/taxonomy/" version="2.0">
  <channel>
    <title>topic Re: over current  in S12 / MagniV Microcontrollers</title>
    <link>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975476#M16844</link>
    <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;you would need to use the MCAT control page (open the FreeMASTER project) and set the Imax on the Parameters tab as shown below. This parameter is not synced with the real-time app, so you need to click "Store Data" and then go to Output File tab and click "Generate Configuration File". Then you would need to rebuild your project in CodeWarrior and flash it. More info can be found in&amp;nbsp;AN4642 or&amp;nbsp;AN4912.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="CurrentScale.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/92591iFC8E6DFBA7E75095/image-size/large?v=v2&amp;amp;px=999" role="button" title="CurrentScale.png" alt="CurrentScale.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;If you would like to know more about 1.15 fixed point (frac16) calculation, please follow some books or internet resources. This is more generic topic than can be discussed/explained here.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I hope it helps,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Matej&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
    <pubDate>Fri, 15 Nov 2019 08:38:08 GMT</pubDate>
    <dc:creator>pachamatej</dc:creator>
    <dc:date>2019-11-15T08:38:08Z</dc:date>
    <item>
      <title>over current</title>
      <link>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975473#M16841</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;hello,&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;Where do I go to modify the maximum current value, the maximum voltage value...&lt;/P&gt;&lt;P&gt;&amp;nbsp;&amp;nbsp; why frac16(0.7)&amp;lt;frac16（0.68）?&lt;/P&gt;&lt;P&gt;&lt;IMG /&gt;&lt;/P&gt;&lt;P&gt;&lt;IMG /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Mon, 28 Oct 2019 13:20:50 GMT</pubDate>
      <guid>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975473#M16841</guid>
      <dc:creator>443115228</dc:creator>
      <dc:date>2019-10-28T13:20:50Z</dc:date>
    </item>
    <item>
      <title>Re: over current</title>
      <link>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975474#M16842</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;it is not clear what you are talking about. There is no additional what you use,......&lt;/P&gt;&lt;P&gt;Best regards,&lt;/P&gt;&lt;P&gt;Ladislav&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 08 Nov 2019 13:11:17 GMT</pubDate>
      <guid>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975474#M16842</guid>
      <dc:creator>lama</dc:creator>
      <dc:date>2019-11-08T13:11:17Z</dc:date>
    </item>
    <item>
      <title>Re: over current</title>
      <link>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975475#M16843</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi lama:&lt;/P&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; I'm using &lt;SPAN style="display: inline !important; float: none; background-color: #ffffff; color: #51626f; font-family: inherit; font-size: 100%; font-style: inherit; font-variant: normal; font-weight: inherit; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;"&gt; &lt;SPAN style="display: inline !important; float: none; background-color: #ffffff; color: #51626f; font-family: inherit; font-size: 100%; font-style: inherit; font-variant: normal; font-weight: inherit; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;"&gt;3-phase Sensorless Dual-Shunt PMSM S12ZVM Application – FOC driving&lt;/SPAN&gt; example project.&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; I_PH_OVER = 0.465*20?&lt;/P&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; U_DCB_OVERVOLTAGE = 0.8*25?&lt;/P&gt;&lt;P&gt;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; Both I_PH_OVER&amp;nbsp; and&amp;nbsp;&lt;SPAN style="display: inline !important; float: none; background-color: #ffffff; color: #3d3d3d; font-family: Helvetica Neue,Helvetica,Arial,Lucida Grande,sans-serif; font-size: 15px; font-style: normal; font-variant: normal; font-weight: 400; letter-spacing: normal; orphans: 2; overflow-wrap: break-word; text-align: left; text-decoration: none; text-indent: 0px; text-transform: none; -webkit-text-stroke-width: 0px; white-space: normal; word-spacing: 0px;"&gt;U_DCB_OVERVOLTAGE are defined as FRAC16(), &amp;nbsp;How do they know what to multiply by?&lt;/SPAN&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Actually,I changed the magnification on my own board,but I don't know how to modify the AD sample code&lt;IMG src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAroAAAEiCAYAAAAWIHGqAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAG+OSURBVHhe7b0PlBtZfef77c3Z+O3bfbwkx/glno0NGcl59ihZSMKcIJkh+LBMpCakQzxy8IE07AYpM/G6RUKTLGkYQxoW6GQtOcZESrLQDMfEmgY6ZFpiBo7DDJbgeSBhE9E+sTQBO2uT9fiRLNlsxrtvV+/+bt2SrkolqaRW/3H7+5lzx1W3frp1q1r1q59+93d/d6KpwIjcunULO3bsMHuGm4/hzaev4R0n0thjqnwJKkcIIYQQQsgI/CPz79iofH4JOPSagcZrUDlCCCGEEEJGYbyG7s3H8JHaS/HG+77PVPQgqBwhhBBCCCEjMlZD9+rqRe2ljZn9XgSVI4QQQgghZFTGH6NLCCGEEELIFmDsMbqEEEIIIYRsBWjoEkIIIYSQbQkNXUIIIYQQsi1hjO4W4U+/8pzZur158Y/+b2aLEEIIIWRzoUeXEEIIIYRsS2joEkIIIYSQbcn4Dd3G01iaSGKpfF1tL+OMu00IIYQQQsgGsg4e3Wu4of5/47KzJ9jbvhiD+ISU2DJumurhuY5L6VmnHVPOxE7hqYY57FI+5RxPP20qCCGEbDnKaUyky2bHolFGLhbDxMSELrF0Dl4179LIxRALIBeUcbZXTqs2cmvtESGkH+M3dOtXtaGrsbc3gJu5kzhXuGL2HG5UL+BG3exsdSrH8CM/9k98y3sqRiYQz+DsvzKf/Ven8VemVvNXp/FGt933Pq6rWrKtcqzzM4oL720ff+PHnzG1j+M91mcumFpCCFk7DaQTBaSm4mbfRdWHEygm5yBzqZvNOuZQRDjWbXSKUTqNRVS0XBOLB4qYXoNhGaQ9kXENcN9iGe7x2SyQWYCPKU8IGRPjz7og3tLEBURKRRyGte3VVV1cx1OxDM7jKI5VprDT1A7DpXRSGboHcah+HPeFTOVtgjfrwl99/BV4B34PH3nd3aZmWMQIfR8+gS/hZ3P/gF836y1Luz/9WeCH8bP4yH845lQaxJg9jmX1V5vCky9vf8bF+ezP4k/sz4lxPgOc+vJpHFS7zLpACBkHYjCGi0nUKzPoUOfi5V2eQjPf+VLJxSawOtdEu1oZxBMLmGrm0ZZsKLkF7KvYdUEJ3p7u+6oyxD199Ou79LuYrKMyc5u9tAi5TRijR1cM1aQ2bIVawrOdfrojJOGmMohb4QoTs1jKXfT1/mo5adcNRUgv45LnB/nNnBOucK4gexdwPmzJ56z4YDtEQopfmIQb1qDKUm4ZS61zqz76xBoH6d/mcQ/e+is/jk/8/mmz/wy+8Nkv4YdD95h9m2fw5CeBn335/Tj48n+NTzzpeHttvv91v4e3Yrbt0RXv8MzX8NZPOUYuIYSMi5ViFdHkZKeRK8Tz3QakH40V1FJTHoM2hH2RApZHcaGOuz3DZDKKanGlyxtNCBkPm5J1QQzT08oIbhu2V1DLnEWtanYNLTmr/kbhLM6FT+GS2V9POvuk+pg42RHvu9n9C8Kegz+LH/6zT+CsxCJUTuI3/+xf4xfe8H87B23UsU/gX+PnxYsb+yn87Cf/yCcU4W4c/Q/LCP9WBO+pPIOzD88Cv/J7OPr95jAhhIyDRg7KzkVkX0AvZzmNDLKYta3Q+io8r5S1MWp7dpyxj5EemkwiWi1ihZYuIevCGA3d3bivUsSx7F61vReH6p3bJ/IvccIRGssoZiSO1tQ3pWRxJCUHLVy56FEcacmpNktHsUuZYOesiWQ7Zxb0MaeNgzhiZKU8NLNby2hCU3hI12dxKGrqvMSP40TJ+Cetcx/TdcrYXTFe3SH6t6l8/zH8wmu/hN985HFcePL3gdf+lK/31T3m2Kz34+Wv/X38XisW1+Z+/PqnFlCfieA3Q8trCK0ghJAeaKMyigNhs98PZRTH5oHSoifEYbMpJJyY3IQeauxNaB8i6mpXb5e5JITcZmy4R/fmSkV7ciOlBSuOdjf252fVw97GlUNVPKTt0IDTibNOfe3aGrIzBCMyN4X9po87w3uUAdtmK/QvKBKKgE9O4bgJTejir07j9z7543jrG9rH5DN/9ln/8bi/uvAJ/Jls+Hp9CSFkHEQw0KErRu50EXOLecS3lJWrSJWcyXIlrxeHELKRjM/QNfGvp7W39oqOk7W3B+fSvQu7enlZ/ahexbNmc0uylfoXO423/rBsmNAED47h+iX85s+0Myv8yMzvA27Ig40yit/xW8BbP/UPOPXa38dxk7mBEELGSw2X+w3nl9PKyF1VRm7F38gNH0C0Nii35RCM2l7QmGJCyLqw4R7dnZMx7RmtzduTtq7jUu4kzlsBUK4cUkdxzAoNaJfj2K8lN4et3j8vR//DP+BPvnzahCZ0oieo/UpNHReZdvnDXwGeuGCHLzyO9/zMLMK5P9ZxuQffXsNbG1NWujFCCBkDYlT2Gc5viJE7D8xJtoNentzQJCJY9aTuamC5kEJXxrIgjLs9l8ZlZdIHDNMghAzN2NOLuSm+jihDD9a2bfQ5MmbHF4nfXcDzF2aVnHiF/Wi326+9dmozWbFtQSmUXpj2THo0F/358DLOhE1IgpCa1THHsjhFkP4FYX3Si/0RXm7SfnUg2RIehpNeTLZ/5hN41acc47UDI/cbSk4OXTDpx/7k7Xb4g5xnCjApzJhejBAyDnql3dK5bItJLHrSjsniC8tTdnoxhTKI05dnkTdttPLg+qXyEuM5UdCxwdl6Bb7ZvgK21zO9mA9a1i+NGiFkLIzZo3sdz4olGd2D53dsd7I/n8WR7EEr5nUvItnZrgli+/MLehKYHRsrsruiB3GodHjTPaZj75+1YMRP/9aX8Ge/FWntD7VghBioyvj8BH4fx+XzrfACs5DEz8ziz/5s1mlbtt2wBSsMQYxaV+6nf+wY3iNG7ifVgU9O6UUoHBwj9xNq6xMzwy5qQQghvemVdqu+WkW1mkHYsxCD75yveB5Tq9MtmWllfK4pX22A9rThmqm2J6Op0m/1s55p1AghY2HMHl170Yd7sbrGBSDuJLwe3dsVenQJIeNBFmgIAyWPl3Y7IZPpwquY61iEghAyTtYnRjdyV9uwtbcJIYSQQISQL6VQW8tqDFuc8kIGyM7SyCVkHRn/EsBkJOjRJYQQQggZLxuedYEQQgghhJCNgB7dLUIgj67OkCCTxwbzsyYLwkZDjy4hhBBCtgo0dAkhhBBCyLaEoQuEEEIIIWRbQkOXEEIIIYRsS8Zv6DZkBbIklsrX1fYyzrjbhBBCCCGEbCDr4NG9ppfKvXHZ2RPsbV+MQXxCSmwZN0318FzXy/Lqdkw5EzuFp7yL0sgyv3I8/bSpIIQQsuUopzGR9smj2ygjF4u1Vx5L57pWUBNkWWBXplVi/rJBkZXPYqatXucNivSv36pphJC1M35Dt35VG7oae3sDuJk7iXOFK2bP4Ub1Am7Uzc4WplMhx6B1nyj5Vp0qfgq/J2Wk7c+2Sgzpso9iVS+OtPXimIilUZa6CfWvHFbKvbMdt/Rory8NvY69/rz3pSMrBbltm+ttybZKuuvlYt+/9ovDvgfOdRBCbhcaSCcKSE15l1NQ9eEEisk5yFzqZrOOORQR7mHApkoiY5XKzMjL7YoenMYiKqatxQNFTHsM1d660hRLj8dns0BmgbqJkPVEPawj89xzz5kti1Ku+TAeaD5a8mwP5FrzyegDzYejn2o+a2qGZTWlPo9c88m6qbjNqGejzWi2u/O96oOQjUabnR+tqzo0lfJvU882o9FUs1SyBOuOnHpNNFuiWi5rdhzqJVWnvkYd7QWi1EwhKhk/Oj4r1wrVZ+95hFJK9UcJy79+53M+6/lcKdV5DYSQ2wL3ee7SfPJM+yiALr2m6KUrRqOudJZXl4ie7NYvuu9+J/bpu/R7VP1OCBnMGD261/FULIkTiQt6r5bwbKef7ghJuFk+1Q5XmJjFUu6ir/dXy0m7bihCehmXPD/bb+accIVzBdm7gPNhSz5nxQfbIRJS/MIk3LAGVZZyy1hqnVv10SfWOEj/thYhzFRKQKLtFS0vFJFczCMet/wcIUcuZXZ7EYrPYE4J1S6PctERZJWWL8znzH4DK8UqopGI2bdpYFn9fcW7E59KoeCzLGhoZhFZZNoeXfEOJ2rI1rmOPCG3G1oXJCe7va/xPJr5TXiiGyuopaY8uiSEfZEC1rJK8WQyimpxxdcbTQhZO5uSdUEM09PKCG4btldQy5xFrWp2DS05q/5G4SzOhU/hktlfTzr7pPqYONkR77vZ/RudOKZSBSxo5VxWBmQE+3zH8uLIN/sbiY1yDvOFKJKTow0G7ptMIlotmlCNBWSqKczNHnAO2qhjBWV2z0pn4lNIFZZ9hvsc4zySCetwity0rCO/iJlRxykJIZuD+pGq7FxE/BVTN+W0+ombdfSDh0LCChuIpR1dMwr1VXheUcGw44x9jPSQ0YErtHQJWRfGaOjuxn2VIo5l96rtvThU79w+kX8JdopYYxnFjMTRmvqmlCyOeF2Hrlz0KI605FSbpaPYhQs4Z00k2zmzoI85bRzEESMr5aGZ3VpGE5rCQ7o+i0NRU+clfhwnSgedbevcx3SdMnZXjFd3iP5tVbQXtnEZteiB4B7PaqYj3iycWKMxGRKPcBUZZXWXHZetb1/cY85pHEN93veNpYzzelb9KAkjEymhQiuXkNsPbVRGcSBs9vshIzfzQGmxO/Y2nvfE5y5OYXXazIFYbwoJR08m9FBjb0L7EFFXu3obzCUh5HZkwz26N1cq2pMbKS3gvpZW2o39+Vn1sLdx5VAVD2k7NOB04qxTX7u2huwMwYjMTWG/6ePO8B5lwLbZCv3bFKLZzhdHvY5kMTzkRLlOJBRBXgryPuieeKJQLzLxGmctd418Rob7/GisFB3Pi6/XlxBye9BrpMlCjNzpIuYk9CrIb9pQHLNJoLgR7tNUydGRpUEBYISQ9WR8hq6Jfz2tvbVXdJysvT04l+5d2NXLy+pH9SqeNZtbkq3eP4UeFhRvQnV1dINQx/LWkSrMj+4lieeR1X97E5rgwTFcq8iE255k7SVxQx5s1ItPRyzUmyilCkiswQAnhGwmNfQN/S+nlZG7qozcSjAjd62EDyBaG5Qr04fNiikmhGg23KO7czKmPaO1eXvS1nVcyp3EeSsAypVD6iiOWaEB7XIc+7Xk5rAe/Qvti6DqM35VX60Gj1ULhMTlpuA4TyUMoLamyRTCgWF+pPgwUxEPcb574olCT0rJ1js9yarUs17PTBnpcAaRUkWHUsTzdWRrCeapJOR2Q4zKPsP5DTFy54G5SkBProXo05EITSICr1NAJsm6unREJHwsaJgGIWRoJpTBICmeRuLWrVvYsWOH2XO4lJbsBxInexywtm2jz5ExO75I/O4Cnr8w25UXt0273X7tRUpFHNZKSFZsW1AKpRemPcm6YLJFCPrz4WWcCZuQBCE1q2OOZXGKIP0LjuSXDWN1ro680d6i0MMJpZx7GIGDkKTqWHQMP01DJmlNq3NU1DlMnRiI+q2x2Dqv9KWcW8B80bxMdJUMEwKVyoyWcCnnYkgUk6gPlZ9SctwuY8pvspt9HtkOF5GsW9fgYuQWzXkll24CJY/3RM6jbmCpaV0vIWSrI/mzi8l6V5y9zmWr9I373LvI87881X7ORS5cjKC0OKuMYUdS66qMqvPTO2I8JwrKvI4i66dvBCWTvjyLvDnYyqvr08fw6lwgT67Tz2H1JyEkKGP26F7Hs2JJRvfg+R3bnezPZ3Eke9CKed2LSHa2a4LY/vyCngRmx8aK7K7oQRwqHd5Uj64w/v6FMLNYAubDrSH66eUDqNdHMXKdxRIyVc+QvzJyHYPWiGniyFcWMbU83ZabCGN+dUq9TJwXgijjiXAGVc9kNCkJ/TIZQkmLgaqMz4L6LyFttMILzEIS9nlk2w1bsMIQ9AIRRi48oV4+YuTKjx2ZABJz05U5Rq5TPQFGMRBy+9Ar7ZZ4ZJ3nXukAq3jnfIVmKqjPHcDydFufziuDsrSWdIPxPKZW23pyWhmzvkZuptqejKZKv1GlnmnUCCFjYcweXcmlm8F5HMWxyr1YbW1PORkXCCGEkEA01A/V8PYejdEjVquYG5DGkRAyOusToxu5q23Y2tuEEEJIIELIl1KorXUCwRamvCAzZ2dp5BKyjow9RpcQQgghhJCtwIZnXSCEEEIIIWQjoKF7O6EncbUnX/QrmzLxaqv3jxBCCCF3FAxdIIQQQggh2xJ6dAkhhBBCyLaEhi4hhBBCCNmWjN/QbcgKZEksla+r7WWccbcJIYQQQgjZQNbBo3tNL5V747KzJ9jbvhiD+ISU2DJumurhua6X5dXtmHImdgpPeRelkWV+5Xj6aVNBCCFky1FOd6yI2I1ZTXEiDT8pvYKidzJsLNe12pogK5q5k2ljaX8ZIahcUMbZnlxvv1XYCLkTGb+hW7+qDV2Nvb0B3MydxLnCFbPncKN6ATfqZmcL01bIMbT0lCh5owB1CZyqwFX+qniVup0ZwbTXkm2VdJeytV8YbUXqLDPsfoaJFAgh46OBdKKA1FSf5RTKC8ggqv7rTarUhMy5bpVK93LlYmxOYxEVI7N4oIhpH4MxqFxQgrQnMm3d7FOs90J8NgtkFqiLCbFRD9fIPPfcc2bLopRrPowHmo+WPNsDudZ8MvpA8+Hop5rPmpphWU2pzyPXfLJuKm4z6tloMxqNNhHNmhoHXZ8d9qJKzRRUW+pPrBR9C2kL6hxRzzmEUgpNeSvIv/ZnXJzPej5XSqlzpNTZCCFkfLj6prfmqysdp3RVNtuM9tBBvXRZJ9KO9/P1ZjbaXRdMLijB29P3wu9CRP966rNRjPC+IGT7MkaP7nU8FUviROKC3qslPNvppztCEm6WT7XDFSZmsZS76Ov91XLSrhuKkF7GJc8P6Js5J1zhXEH2LuB82JLPWfHBdoiEFL8wCTesQZWl3DKWWudWffSJNQ7Sv6FIJpGqZsaUZzaCrNJ6hfmc2W9gpVhFNBIx+zYNLKv7J96T+FQKBZ9lN0Mzi8gi0/boinc4UUO2znXaCSHjReuq5GSX99WlkZtGIZpFftJUjEpjBbXUlEeHhbAvUkCHGgwqF5Rxt2eYTEZRLa50jcoRcqeyKVkXxDA9rYzgtmF7BbXMWdSqZtfQkrPqbxTO4lz4FC6Z/fWks0+qj4mTHfG+69O/Scwa43QcimrfZBLRatEJh5BhvmoKc7MHnIM26lgBKcyK1o1PIVVY9hn+CmGmUkIkE1aGeAO5aVmnfREzvd5EhBAyCupHtLJzEdnXS7mUsaDVz4zZ700hYQ3zx9Lt0DCX+io8rx5/gsoFZdT27LjleB7NvMdUNjp/hZYuIZoxGrq7cV+liGPZvWp7Lw7VO7dP5F+CnSLWWEYxI3G0pr4pJYsjKTlo4cpFj+JIS061WTqKXbiAc9ZEsp0zC/qY08ZBHDGyUh6a2a1lNKEpPKTrszjUK6grfhwnSgedbevcx3SdMnZXjFd3iP4Ni3hOxau7sIZf9S1CM5hLVZFRjZUdl62v99U95rxW4phKFTDvG3sWR76eVUZ/GJlICRVauYSQcaONwCgOhM2+h3I6gUJqbuCP7HjexOW6ZXEKq9PWPIjbiULCMdYTeuiyN6F9iKi7t3obzE0hZCPYcI/uzZWK9uRGSgu4r6WkdmN/flY9nG1cOVTFQ9oODTidOOvU166tITtDMCJzU9hv+rgzvEcZsG3Wt38h5EupsXl1JRRBlKToR9+JHY0c5gtRZLU710E+I8NffjRWio4nwtfrSwgh4yACX4euj74KTCiO2SRQvB3dnamSY6yrdwMhJDjjM3RN/Otp7a29ouNk7e3BuXTvwq5+U2e9VK/iWbO5JVlr/+KzOh52LTN6W8TzyOp7a0ITPDiGaxWZsDXEJ1axG/Jgo14yOmKh3kQpVUBiPMHEhBDioYbLfupPe3stfRXOqD2li0bN/BI+gGhtUA5MRVC5oIzank+4AiGkNxvu0d05GdOe0dq8PWnrOi7lTuK8FbDkyiF1FMes0IB2OY79WnJzWP/+hTAzl0I1s4BxjEDNVGToLm9CEzrRkz6y9c4hPlXqWa/no4y0eqlEShU9ZBjP15GtJZi3kRAyXsQIVOar7/C7GHq2rlKKKqp+xJeUfgti/tVXPZGxoUlEsOoxkmVybgodA2BB5YIy7vZcGpfVT4TeYR+E3GlMKEUhKahG4tatW9ixY4fZc7iUluwHEid7HLC2baPPkTE7vkj87gKevzDblRe3Tbvdfu1FSkUc1kpDVmxbUAqgF6Y9ybpgskUI+vPhZZwJm5AEITWrY45lcYog/QtKK6eiFXgmOW6LkiUy2Vk/GMlxu4wpP+Uv2RKmgUplxtkOF5GsO8ZrB0Zu0eSdlFy6CZQ83gQ5TwLqLQM6GQgh40LrvmR9sN7TOmwVcx5dJ/o0XIygtDiLeMhpo6zqEhlV59WL5TTSl2eRN+fy08WaoHKCko0lCspcjyLrp1+FgO3pa1mdC+TJda47ibpPvmBC7kTG7NG9jmfFkozuwfM7tjvZn8/iSPagFfO6F5HsbNcEsf35BT0JzI6NFdld0YM4VDq8qR5dYZz9EyMynKmimgnr4Tg3IkB7datDzs0Vxa+Mz4IezpuwEoqbhSRkqK+asYb9zDCgFYagF4gwcuEJpYzFyJUfEzIhIuamK3OMXKe63WdCCFkrQdJktfSZT+hCaKaC+twBLE87OlXKvDIAS37pEON5TK1Ot+SmlVHpa7wGlQtKgPa04areDa3JaKr0G0UblJaNkDuNMXt0JZduBudxFMcq92K1tT3lZFwghBBCAtFQP6TDHC0ahh7ebULuZNYnRjdyV9uwtbcJIYSQQDjZZ2prWT3hDqOskwvP0sglxGLsMbqEEEIIIYRsBTY86wIhhBBCCCEbAQ3d2wk9ycyZjDCocGIYIYQQQu50GLpACCGEEEK2JfToEkIIIYSQbQkNXUIIIYQQsi0Zv6HbkBXIklgqX1fbyzjjbhNCCCGEELKBrINH95peKvfGZWdPsLd9MQbxCSmxZdw01cNzXS/Lq9sx5UzsFJ7yLiIjy/zK8fTTpoIQQsiWo5zuWLHRplHOIS0ro/WdedtALh1rTdKNKVn/NcWCyrmYVSY9q7GNQrnjvLn+522U1TVb8rnRzi4rX/ZbXY2Q7cT4Dd36VW3oauztDeBm7iTOFa6YPYcb1Qu4UTc7WxhHabrFKE9R8q06o5g8dd7S0vm+GRpiGE23uUpdlZhHEdvnMSfvvBYp6S7lrZcYNsfbCleWFG5/Zq0vEELI7UwD6UQBqSnP8geic5Sxt3J5H2bnUqbSn1xsGqtTi5A511IWD8xj2kcJBpVrUV5ABlH139qQ5X0TtSTqdXPe2X1Y6GW4K90fm57Hgbl2Pysz7XsjbbV1rk+x2o3PZoHMAnUsuTNQD8vIPPfcc2bLopRrPowHmo+WPNsDudZ8MvpA8+Hop5rPmpphWU2pzyPXfLJuKm4n6tlmNJo1Ox5KqSZS1k2UfR/ZUgpNW8yh1Ewhpf6/VqSdqGTo6DhHPavqolHfvkt/pN/+/XI/6/mcXNtY+ksIuZ1x9UNfde7VjTa+OtXRhx1tBpVrUVfHlE7Lqs+tSVfVm1mlO7Oek9Szqa463Z/o4HPpe+Z3P3zuUzaKZrT7RIRsO8bo0b2Op2JJnEhc0Hu1hGc7/XRHSMLN8ql2uMLELJZyF329v1pO2nVDEdLLuOT5oX0z54QrnCvI3gWcD1vyOSs+2A6RkOIXJuGGNaiylFvGUuvcqo8+scZB+heI0D5EqqvmF7as8d75C3xrEEFWacfCfM7sN7BSrCIaiZh9mwaW1d9DvDHxqRQKPst4hmYWkUWm7dEVT02ihmyd67QTcqejdUtyEiGzv1Vo5KZRiGaRnzQVI1PHajWCfV0XWENxpfMl0sjNA3Pj1YuTySiqxZWu0TZCthubknVBDNPTyghuG7ZXUMucRa1qdg0tOav+RuEszoVP4ZLZX086+6T6mDjZEe873v6FcSBaw2Vpv7GiVJ2i5gQ3Ny7XED0Q1ttd6GE8x/CM55vIr7OFuG8yiWi16IRAyPBdNYW52QPOQRt1rIAUZqU/8SmkCss+w2QhzFRKiGTCSJcbyE3LOu2LmNlqbzZCyMai9JqycxHptgKDE5rBXMToKpfyMlCa7TSeg8ppyljQamrG7K8FS+d7qK52xtutFIEDYTuOOIZ0v9AKwY5vjufR9LwcQkaXe2xqQrYdYzR0d+O+ShHHsnvV9l4cqndun8i/BDtFrLGMYkbiaE19U0oWR7yhVq5c9CiOtORUm6Wj2IULOGdNJNs5s6CPOW0cxBEjK+Whmd1aRhOawkO6PotDvYKr4sdxonTQ2bbOfUzXKWN3xXh1h+hfMNoqtaG0WjWVRcoYlPXVarfCr2YchRfOwPP7YH2Rl0KqisxCWb0LtMvW18vgHnN6HcdUqoB5X8UcR76eVT8iwshESqjQyiWE1FeVXosq487sj0h8dg6r0zE9j0DiemPzB9SP724dE1SunE6gkJob04/xEJSticx0Dg1Rjep/YshOZ7wa3dGbxelpFDGHuo7PXcTU6oL/CpiFhPNuSOghzt7IKKK6yx6bmpBtx4Z7dG+uVLQnN1JawH0tZbEb+/Oz6qFr48qhKh7SdmjA6cRZp752bQ3ZGYIRmZvCftPHneE9yoBtsx792xdxlI4YtqmpGWUc9lFC0awzIUEZiWudEDEsEoogylT0aNdEEaGRw3whiqx25zrIZ2SYzA9t2MuGr9eXEHJn4jesPwwNpKeXMVWpoCITt+TfuVWEu6zDgHI+em2thGYqKEWKCIfFaRHWhuxiyev1kRCHqtKRSSzm48Z5EEI8PwX4hIQhVXLeDV3tEHJnMj5D18S/ntbe2is6TtbeHpxL9y7sGsZiq17Fs2ZzSzJC/8IHoqhdLmNZKVPxZDj7DVyu9fFshGaUYjbDaDJUZcIYBpGLjZqBQRHPI6v/ViY0wYNjuFaREeWth9mMd8ENebBRLw8dsVBvopQqILHl4pIJIZuD/7B+YHQI2IHOESe/MKqgctrLbOk1PZqmdNYaM8TE8xXHMBUjW8ILukLVnO2ueOXGZdRMeJsvPuEKhNyJbLhHd+dkTHtGa/P2pK3ruJQ7ifPWiI0rh9RRHLNCA9rlOPZryc1hvfpXLc6jFk1iUmk0iaFCcbrHhIXNZaYiijnfqXgNehJJtt5S3m6pZ9XldASElZFWL4tIqaKHAuP5OrK1hJVujBByRxI+gKgyI9c8rB7ZZzZc4jjg51AJIieGo63T9GhaCiWlB8dnTpaxUIxgriM2IoTZrLobfjejq99DIIbyGMJDCNnqjM/QNfGvdpysvX04bmJlldwrpL5jyD+Dc9r769SfnpjFUxC5vUBB7VuhAe3SnvB1Ke3UuVkXzllyS62f2s6KbU59xjGq9bncOtOeZF2wskXoz4u3OuyEJNzIZJyFJvR1BOtfUEL7IqpPVVSV8tJqTmdiEJ+B+5v+NkBPIokiKZa6B8dwb8/ydeLdStYEOntymqkihNx5hGaQVIamjGiNTGgSydp8xyhSo5xGMeKZVxBUblgk760e0eozeqaDcw16MQj/7AqhmTmkCgk9aVcjstNFRPxCxwKiR96MU4WQ7cyYPbrX8aykC4juwfM7tjvZn8/iSPagFfO6F5HsbNcEsf35BT0JzI6NFdld0YM4VDq8qR5dYez9014MO+5VJnGpf6IH2p5TCU/QYQBmMppd7MkHyuB0lKwyJvXwWqds13yHfui2rHZaVqhZSEKG8Domx5nhPcta1QtEGLnwRBppta+7KxMnWuEWsmCEnEeqrcUvCCF3HD3TX7V0myqiRNzJV6p06gz54TwHTLcXUphentJxrp0ElWvT0ntaJ44auiCZZsKtc8YWLmN2sdIjc45M2i0B80Y+rAzi5GKHrCwYERbFbt2PfqNjWzV9GyHjZqIpYzAjcuvWLezYscPsCZJLN4PzOIpjlXux2tqecjIuEEIIIYGQfOJhoLT+aRPvOOTHQngVc2MNuyBka7I+MbqRu9qGrb1NCCGEBCKEfCmFml9mAbImyjoZ8CyNXHJHMGaPLiGEEEIIIVuDDc+6QAghhBBCyEZAQ/dOxp7UMaBwYhghhBBCbjcYukAIIYQQQrYl9OgSQgghhJBtCQ1dQgghhBCyLRm/odtwViBbKl9X28s4424TQgghhBCygayDR/eas1TuZWdPsLd9MQaxXjo3toybpnp4ruNSerZjKd4zsVN4yrs4jCzzK8dlKV9CCCFbE1kJssdM2EY5h7SsUBZopqxZxXHkVcy8jKc9WTGy3+plhJC1M35Dt35VG7oae3sDuJk7iXOFK2bP4Ub1Am7Uzc5WRhS6T7YDtwyX9cBVwqrEcmrPws60YBptybZKuvMzCr2ErzneVsyyZG/7M+N5gRBCiNBAOlGwlkQ3iA6LxbByeR9m52SN9ACUF5BBVC+xPhb6tCdL8bZ1qU+xlHl8NgtkFqg7CVlH1i1Gd9e+3Warc9uX0BQeamZxaI1a6NlVMXIP4lC9iBPNdjnsXf4lftw5ln+JqdgCxPNolpTSjmYhiTDsItXDIWu3l5ASNVzNYMHSoo2VIqpRpaDlPGZdzZmKdZ5USf1b6PiMEM83Uc+q9tTnKjPu6uhxvXKR+hBKXEqSEDJGGrlpFJS+mfUqltAMKpUKZmbiStMFwRjMyaTZXyv92wvNVBxdqXSpV5drHW+jriUZLWCeXl1C1o0xGrrX8VQsiROJC3qvlvBsp5/uCEm4WT7VDleYmMVS7qKv91fLSbtuKEJ6GZc8OuFmzglXOFeQvQs4H7bkc1Z8sB0iIcUvTMINa1BlKbeMpda5VR99Yo2D9G/ziCCrFG5hPmf2G1gpVhGNRMy+TQPL6v6J9yQ+lULBZ9nN0Mwissi0PbriWUnUkK3TyCWEjBetq5KTAY3Z3rgGc37SVKyRcbc3mYyiWlxRGpgQsh6sm0e3H2KYnlZGcNuwvYJa5ixqVbNraMlZ9TcKZ3EufAqXzP560tkn1cfEyY5433Xtnx6ecwxU8aYa5+vQ7JtMIlotQtumMtxWTWFu9oBz0EYdKyDleE/iU0gVln2G0xxPcSQTRrrcQG5a1ktfRMvBSwgh40DpP2XnIrJvrcqljAWtpmbM/loZoT07zlhG7jzKPGR09AotXULWhTEaurtxX6WIY9m9anuvDh+wtyVMYKeINZZRzEiIganX4QVZHPEOz7ty0aM4YoUiHCsdxS5cwDlrItnOmQV9zGnjII4YWSkPzVhhEzpEwjlfzzAJCWsoHXS2rXMf03XK2F0xXt0h+jcU1YwTxxXOwGP3j0ZoBnOpKjILZZQdl62v99U95rxW4phK9RpOiyNfzyqjP4xMpGSFMRBCyJioryr9F8WBsNkfkXI6gUJqbmw/xodqr5BwdHlCDzX2JrQPEXW1q7fDXBJCbkM23KN7c6WiPbmR0gLuaymL3difn1UPextXDlXxkLZDA04nzjr1tWtryM4QjMjcFPabPu4M71EGbJt165/EzkoslzIm1xiy3EJCEUTpir7tmtghNHKYL0SRtYLh5DMynOaHjvOVDV+vLyGEjIMI1uTQ9dFra2LY9twY3eEnWRBCxsj4DF0T/3pae2uv6DhZe3twLt27sGsYy656Fc+azS3JWvunJ1yY4TEZ+jJhDCMRz0PmRijN2z2xQ+EYrlVkwtbMYLGK3ZAHG6XsdcRCXSavFZAYLh0EIYQEpIbLaxnO115hS6/pUTKls0bNEDNqez7hCoSQjWPDPbo7J2PaM1qbtydtXcel3Emct8bqXTmkjuKYFRrQLsexX0tuDlu9f16czAp534kdetJHtt6eGWxKPQsUOwLHykgr5R4pVfTQXTxfR7aWYB5IQsh4CR9AVJmRaxrOFwPT1ml6lGwNGWLG3Z5L47Iy6dcepkEI8Wd8hq6Jf7XjZO3tw3ETK6vkXiH1HUP+GZzT3l+n/vTELJ6CyO0FCmrfCg1ol/aEr0tpp87NunDOkltq/dR2Vmxz6jOOUa3P5daZ9iTrgpUtQn9evNVhJyThRibjLDShryNY/7Y0etJHFMnJbhNYJkkoS7c1G9iJTytZE+PsyWmmihBC1opOu6V08JpcukNSTpsc47Hukax1xEn5mISPCiaEjIExe3Sv49ma+ie6B8/v2O5kfz6LI9mDVszrXkSys10TxPbnF/QkMDs2VmR3RQ/iUOnwpntMx9o/CU/Q4QJmMppdBk1m8KKM19iEMkr1sJr6fMsKNQtJyJBbx6Q3MxxnWat6gQgjF55II632dTdkgkUrjEIWjJDzSPWwi1oQQkhveqbd0vpN6SdXN7qTvlTppYNaem8toQsW/dqTBSPCmWpHv/qNeo0rjRohxJ+JpozBjMitW7ewY8cOsydILt0MzuMojlXuxWpre8rJuEAIIYQEoqF+SIeB0ujpFbc8YrSHVzHHBXcIWTfWJ0Y3clfbsLW3CSGEkECE9MqLNZ/Fa7YLZZ2Ud5ZGLiHryJg9uoQQQgghhGwNNjzrAiGEEEIIIRsBDd3bCXsSxoDCiWGEEEIIudNh6AIhhBBCCNmW0KNLCCGEEEK2JTR0CSGEEELItoSGLiGEEEII2ZbQ0CWEEEIIIdsSGrqEEEIIIWRbQkOXEEIIIYRsS2joEkIIIYSQbQkNXUIIIYQQsi2hoUsIIYQQQrYlNHQJIYQQQsi2hIYuIYQQQgjZltDQJYQQQggh2xIauoQQQgghZFtCQ5cQQgghhGxLaOgSQgghhJBtCQ1dQgghhBCyLaGhSwghhBBCtiU0dAkhhBBCyLaEhi4hhBBCCNmW0NAlhBBCCCHbEhq6hBBCCCFkW0JDlxBCCCGEbEs2wND9Jt574p34+E2z25OgcluTj595I9781DfN3tZjq/ePrA3+fQkhhJBu1t3QvfrUh/BEZAqv22kqehBUbmP4E2V0vxE/YQoNiO0G/76EEELIncBEU2G2u7j13/8Hvv13/4DL37iG//Ltv8f/+bx/in0vuAvP+z/+CXZ85z/GrVu3sGPHDiPtxzfx8TP/Fl9/xUfw9v2myhd/OfFS5W+YHc1L8dETaewxexvB1afeid/Ag/jd+77P1GwRbj6GNxeB333o1abi9kPu7c+fv2r2fIgcx+cP/4jZWR8G/n3HdZ+lndNLqJvdLnYdxudv478lIYQQshXp6dF9Thm5X2tcwze/9W288Af+OV528Ef0v9/81n/R9XJ8IJc+jTwODzByFT3kXvfQR/D5Ex/BeyJqRxk974l8ER+75Bwjtz977ns3PnpI/WwRg1b9nTvKkZcaqW2EGLPm+uQ7/aoj5lqPHUbYiBBCCCFkfPT06F579m/xzf/323jBC+4yNRNoqv8m1NY3vnEN/9d3/zPs+q5/2sejuzZvbhuJ3f23gDIK3q7M4Z/42ks6vHyVpTfi12tqQxlLH931NH7j/BeN12yPMiQeVG06nrqgcl76e/xkCPwUnjB74UP/ro/nV13n0oeQr7keTHXeQ3fh67W72t7Cm6q94jK+fuNqu2+HpvD6+37E8mJ3nrOTl+I9J9KImb2h+qfPrWRdD/ou1VZSteWGklxS9/7cFx1j7RXX8Ga1rfvolRsS7dW9MdXtuZXzuX/rIPfF7p+5n22P8R6kj73bNyym9993mPscAI9nWL6PT95jvvNer7F7LQoxhl+Px/Abf7yEuvrbdP4Ng/99r6o2f8P6m6XV3wxFZ8TE/lxQucrSO9Xz1PbGhyOH8Y6feDX22Pc48HUo1D14b3Gp9f0Lq+f0EE7h6+49IoQQQkZBDF0/yhf+vPm1a3/T/Ma3/0fzyrf/u/q3XWrX/lYff+6554y0D6u/03z5B/+oecXs9mSQnBx/+HfM8a8036O2L+htCy0z3fwFaedZU9e83rzw6Duav/DkdbOvCCpnceXJ3sds+stJv9V5n/yKdZ3qvOozcu1trlv9crjw6HTz5Y9+xexZPPtH+jqC0rd/ui11X+1zP6v6/MF3NM921ImcaseSlXbbf5/h0Z93r0/+Pn7XGvS+9LgnZ73XYTHw7zvkfe6Jpx3p/3tWzU6Pc4iMvt+Pus/H9Z7X0u869D1W7bfu4bNOO9K23dYwcr+g7r39N7+yKtfg82wqBl/HdfV8vEPdD6v/6tzv+aB1jwghhJAR6Bm6cPNv/yv+K74Tj35sGcWP/aH6t13+Hv9YH+/Hx//4i3jVK15teSL9GSRX+doXgchLzPEfwcsjX8RHfCcPvRTveMj2KH0fYoen8MLzn0ZnFGhQufFx9allfF17sGzPrDrvfe/2xGV+X6dHTBH7icMI37hu9taHyucv4pDXK7vzR/D2V9yF/Of/xFQYbqBDds99DyK96xoqa8mWUTvlTAwz3r9uNue+jJWdr+4d59vvWORB/O5h9/n4PrzuIX/PdG++iY+dvwvvsb/zO1U7yXv137LNEHK1u/COw/Z3WX0P9qtreAV6PJuKvtfhfOaFz7c8vOrcb3+I3lxCCCFro6eh+38+73/Hd/z3/4afemASrzblp5LOv1Ivx3ty8zGcv/FSvH7QS2qQnDr+kdoepH+iPawdu+elqNe+YvYsWsawzY/ghV4jLKjcGPmrG1c7X+I9kfCGd7ayAehSvGiG69eLP8GTynDxGpKa/S/Bq2pPo2J2Nbvu9RhaQa5rAG6Mbs+43M24L1uDYN+bPtz8Cr6+667uMAtlXB/aZbaFYeRufBE/b/8t3CIhDzf8Dd3+16F+VB2bwteLblvvxJvP5NfteSSEEHLn0NPQ/aHQP8c/fPvb+M7vAHZ8x4T+9zuV9A7173/79t/p472ofH4JOPQaH4Oyk0FyV1fFmLmK/OnOlyluXLxt8+32xolVPo8pfNRMWNLlFffeOROV9qd9sizwvmw5dh3u/FvYpevvFxAZQTCTTz9/4t343eRL8GTxnTR2CSGErImehu7O7/qnmPhf/xN/fe2buPX3f49//I+auPXf/h7/+dpf4x/9r/9PH/dFe2Ffinf0mBTTIoBcpXZVT1rxvkw/egg4v+rxHNWe9gk9+BN8/cZdnUPyQeXGyPfv2oMnvuYJAfBy8yvKmDuM3/UMCeP55t91wwkHedIvm8Wlp/FE5CXDTboaN2u+L/K3NZt3Ijt/FC+8ca3TKy/o0RSzLQwhdwgX198AVYbvy3ddxUe8zzkhhBAyBD0N3X/2T3bgRT+4F9///O/Gf7p6HV/+f/4c/+nKN9X+d+l6Oe7HuLy5zgt2Dw4d6DaE9xy4VxmsX+k0WHddw2+ceQxXWy/gb6KytAwc8eTdDSo3RvbcN4VX1U7hvZesl/ZNdd6n8njzCTNEu3O3MjQu4uMtGXO8X+5V27Mt7enh/fzQscYS7/r1P/YMFUumgz++1hE2sikMc19cWXMdVy89pu5vr8wJQzCm+7w5fB9ef+gaPiLfeVPjZLG4qJ4Fs68JLvc6id0+/U7rbyLI30Xdl6UBP+h8kMwXP7H0WNf378ma//NPCCGEBKXvghGD6FowQhmnbz59DW8clHppkJyVlkgjMZxmSLSVJkxj0jyJ/Ndego/e83Q7NZIyW7vShgWU6zyHh5598WDJadSL++PFZeRvuGbEHoQjU52TelT/Wmm7FE7KJuA3tFHXndKqIxWU254yTN1422H7Fyi9mMbtS2d6K0khNczkoXb6rza+KbKGuC9XlRHcSh3nSY/l9m+o+6IYdJ+HoXsRlO5r7tk/z6ISw1yHf9qwdwLJzsltQeXkGbbTgWGXeo7UfXn7fe1zBr0OJ8XbFA7dWMb5mkkhp9pLv+JBvK5H2j9CCCEkCGM1dHvnJO0kqFxgxAjz5Nf1JagcIXcAHz/jY8D6EFSOEEII2Wr0DF0YBVnpKojxGlSOELI+iOc2j3sHxqUHlSOEEEK2IuMNXdgEuoZHfYaehaByhGxLZDSjFXqi8IamuASVI4QQQm4DbntDlxBCCCGEED/GGrpACCGEEELIVoGGLiGEEEII2ZbQ0CWEEEIIIdsSGrqEEEIIIWRbsgGG7jfx3hPvbK8s1ZOgcoQQQgghhAxm3Q3dq099CE9EpgYmmw8qRwghhBBCSBDW2dD9Jiq1q3jVPYPy1QaVI4QQQgghJBjra+he+jTyOIy37zf7vQgqRwghhBBCSEDW0dD9Jj7+x1/Eq17xarPfi6ByhBBCCCGEBGf9DF3jpX19QG/uQDlCCCGEEEKGYN0MXddLu8fs9yKoHCGEEEIIIcMw0VSY7aG5desWduzYYfYsbj6GN5++hnecSPc3YAfIVZbeiF+vmR0vkeP4/GFn8hrlLCjnD+X8oZw/lPOHcv5Qzh/K+UM5f9ZJbl0MXTnxR3b9O/zufd9navwJKkcIIYQQQsiwjD904eZj+EjtpXjHIOM1qBwhhBBCCCEjMHZDt/L5JeDQawbG3AaVI4QQQgghZBTGa+gaL+0bA3pzB8oRQgghhBAyImM1dK+uXtRe2pjZ70VQOUIIIYQQQkZlfbIuEEIIIYQQssmsWx5dQgghhBBCNhMauoQQQgghZFtCQ5cQQgghhGxLaOgSQgghhJBtCQ1dQgghhBCyLaGhSwghhBBCtiXjN3QbT2NpIoml8nW1vYwz7jYhhBBCCCEbyDp4dK/hhvr/jcvOnmBv+2IM4hNSYsu4aaqH5zoupWeddkw5EzuFpxrmsEv5lHM8/bSpIIQQQgbTKOeQjk1gIl02NX1olJVsDBMTSl6VWG7AZ8rpnu02cjHE3HbSOXhfayMRuH8N5OSaJ9LoKRGwf5TrppxWx3K9WiBrZfyGbv2qNnQ19vYGcDN3EucKV8yew43qBdyom50tjHzR5UFwSgz6Oy9Kr1WnShDF2kIpMPuzrRJDuuzzQHkU3kRMKTSpM4pNHtbOdtzSo71BNHKth9+3xHJGrMd5pX9awsJ7v6xi37pebfZTVoSQ9aW3jjFFPcTD6APHMLNLuvfzPUD/aURnKZmVy/swO5cylX1Q+ig2PY8Dc4uQdZmkVGbi5qAfDaQTBaSmumXkuqexiIppZ/FAEdNrNYyG6V95ARlE1X/+BO0f5fzl4rNZILPQ/U4j40Hd/JF57rnnzJZFKdd8GA80Hy15tgdyrflk9IHmw9FPNZ81NcOymlKfR675ZN1U3GbUs9FmNNvd+V71QchGo83Oj9ZVHZop+29Szzaj0VSzVLIE644coOpNlSOXNTsO9ZKqU1+jjvaC4GmrlLLa8J6nlGrCc95SKqrret2VgfdM2vR0up5NdV0fIWTjkOfW+1xq7Od1SH0gukU+26FjbILqPxsf/dFJqZmSNs1eEPS1+15DvZnq6of0b7j2Oxmmf3J+de+youv9PhO0f5Tzl3OQ79uo73nSnzF6dK/jqVgSJxIX9F4t4dlOP90RknCzfKodrjAxi6XcRV/vr5aTdt1QhPQyLnl+EN3MOeEK5wqydwHnw5Z8zooPtkMkpPiFSbhhDaos5Zax1Dq36qNPrHGQ/m0tQpiplIBE27tRXigiuZhHPB4yNYqQIzfIbxGKz0CcG7XLG3vR8fwisihiZYynDc3kkVRt+vzgJoRsYXrrgwaW1XtBvKTxqRQKy90+s7Xov140cvPAnGrT7AdhpVhFNDmpNLSHxgpqqSlPWyHsixTgczmBGKZ/jdw0CtEs8pOmwkvQ/lFO4SNnmExGUS2ucFRxHdiUrAtimJ5WRnDbsL2CWuYsalWza2jJWfU3CmdxLnwKl8z+etLZJ9XHxMmOeN/N7t/oxDGVKmBBP2xl9SKIYF+XdhXiyDf7K0OJV5svRJGc9G3gNoMqhpAtgx2vGs+jme+niXpQXkBBmauz8tH4FFKFZc/w8Nr0Xy9WisCBcAO5tBsOEUO63y/oRg7KzkXEryP1VXhejWsmeP/KWMgA2cUZs+9D0P5Rri+hySSi1fE6b4jDGA3d3bivUsSx7F61vReH6p3bJ/IvwU4RayyjmJE4WlPflJLFEe9PZ1cuehRHWnKqzdJR7MIFnLMmku2cWdDHnDYO4oiRlfLQzG4towlN4SFdn8WhXsFG8eM4UTrobFvnPqbrlLG7Yry6Q/Rvq6K9sI3LqEUPBFfm1YxRjE4JJ7QWxMywdm5oBpVKD+XZ75jQkIkRYWQic8Oftw+N3MLY2ySEDEkh4eiXhB6iG0wffVB23Llwqp0f+PO2QTes/guE035xehpFzKGu4zMXMbW60DFXoANtFEWV8Wn215Xg/SunEyikqBM3hNA+RNS3YPU2mFN0u7HhHt2bKxXtyY2UFnBf6+HZjf35WfVHbuPKoSoe0nZowOnEWae+dm0N2RmCEZmbwn7Tx53hPcqAbbMV+rcpRLM6qL5V6nUki+EhJ8qNgG1gh8MoJkujeXhs3BeqKdOrU6ivtU1CyNpIqWdbdEupT+BAEH3QcEabstqd6yDhCzI8vL7UsVqtKpMliUXVJ+cVEkI8PwXfMesWvTzL4yZg/3zuHyG3I+MzdE3862ntrb2i42Tt7cG5dO/Crl5eVj+qV/Gs2dySbPX+KfQwmfyKrK6OPttTx7LVkSrMr29sq2Vg17Pqi1L0DkGOgPtCNaXSUvqEkE2nX7hCAH3QWCkqY66KTLj9Y1Z7iatWHP5a9Z8vjlu2K95WvMe1frk2a/Cd6hA+gGjfzw1LwP5pL7N1/8IZtVdAwptiLGj/KEc2iQ336O6cjGnPaG3enrR1HZdyJ3HeCmhx5ZA6imNWaEC7HMd+Lbk5rEf/QvsiqPqMW9RXq/6xWyMjcWkpOFlsZDiv1t/REIADw/xIWSOhmQoWkzUkYkwHRsidTi99oCd3ZesdP2Ydw1jZxa1AyPHov05CmFXGt58uV4rcbHgQo0iZkb7D1qFJROA1xmWSnavDhyVg/+SHhn3v1I2LIoWSN245aP8op/CRc5EfGhsWvnJnMT5D18S/2nGy9vbhuImVVXKvkPqOIf8Mzmnvr1N/emIWT0Hk9gIFtW+FBrRLe8LXpbRT52ZdOGfJLbW+Zc6KbU59xjGq9bncOtOeZF2wskXoz4u3OuyEJNzIZJyFJvR1BOtfYOKzyNYSHXlpG+U0EurBGNvokY5nmwdKbWUVz88B8958uA2Uc2nE/PLVeijnppFBEhs5H01ebqVIxjcnISHkzqJLH+jJXf6TZGXSj7J0lYZzWKv+8yM0M4dUwdLlkpN3uoiIr4WjCM0gGVXvHF+XbgjSxWVL10kmhFp21j+2WPLjag+2ycfuw9D960vQ/lHOX85Bj0BEN/Y9esegfqmNTHceXTsXbr+8uNeaq9lc84OQvLdS3tp8NHvRkTf7bi7cZ0u2nHPsg9Fc88nSNUdA4eTP9S/tHL4Xm4/6HG+XXHNVxEzuX7foz9c/1dmH1EWR1ATp31DUJb+h5G90SjSVlZSOI6DaMW10FMmra+eLbFF3clFastFUSdWao5Lj0TrWUSQv4Eh9dHIHetuzcwl6z9uRZ1DyX0q9m1NTcltasnaxU176XQvzFxKyuQR5LgPpA2+xHn6dU7d1zM5n2l//aXq1r4pvSt0OXR5tpgboGH1tPXIBC3b/pG89UXrQ6ac3h7qHIfrXqaf988AG7R/l/JF7zPfQ+jAh/1N/gJG4desWduzYYfYEyaWbwXkcxbHKvVhtbU85GRcIIYQQ4kMD6YkwUGqiV2gy2abIqnvhVcyNmM6O9Gd9YnQjd7UNW3ubEEIIIT6EkC+lUBtvwDC5DSjrZMX+IQ1k7YzZo0sIIYQQQsjWYMOzLhBCCCGEELIR0NC9nZA4Hjcf5ICy3us3+LLV+0cIIYSQOwqGLhBCCCGEkG0JPbqEEEIIIWRbQkOXEEIIIYRsS8Zv6DacFciWytfV9jLOuNuEEEIIIYRsIOvg0b3mLJV72dkT7G1fjEGsl86NLeOmqR6e67iUnu1YivdM7BSeaq/A5yDL/MpxWcqXEEIICUijnEM6NoGJIDNqZWndWKw1CTeWG/CZcrpnu41crDXZN5bOtZYwHgnVr1za6lev9kTO7n+f8wbtH+W6KafVMWupYDJexm/o1q9qQ1djb28AN3Mnca5wxew53KhewI262dnCyBddHgSnmDXKRem16lQZKlWBUrD2Z1vFu6a7waOQJ2SNd6mbcNZ6l4e1sx239GhvAEGvty1nrdvue18CXq/3s57i3uKe1+tZ+z4nL7zWsZyp9fbF+kyj0fGCkfY69Jtv5gqfNesHZbho9cXTR13SPZWy+z2IuZ+R/qkXe8xtL+D9I2RYeusYU9SXK+hzKYzyve9oz9J/GnnmlMzK5X2YnUuZyj6oZyU2PY8Dc4uy1L4ulZl+SwI0kE4UkJrqlpHrnsYiKqadxQNFTHcphYDIdYXnsTrl9quOOWQQtnSGg+pPOIFics6SK2q5bnUUrH+U85eLz2aBzELXd5iMCXXzR+a5554zWxalXPNhPNB8VJZ0trcHcq35ZPSB5sPRTzWfNTXDsppSn0eu+eRtuly0rHXut9Z1r/ogZKPe9c7rek3tjiW3ZQ33aKpZKlmCdUeuY11zLZc1Ow71krP+e58lvHsS9Hr1vroOWQfexu/zga63lOpqS5B18AfJ6XXLPevRd33OIP3r/HypqV6Per1z9/N1sy599+dF1n9NeY3nb9HRB5+/k6DX+VdCvfrrfK77/kkfO64j6P0jZEj0M+P3JZLvnFsf8Ll0Cfa9D6D/bOz++KKeX2nT7AXB1Rfd11D30QXSv+Ha74+cw/Ps97jGLn0auH+U85dzkPs66nue9GeMHt3reCqWxInEBb1XS3i20093hCTcLJ9qhytMzGIpd9HX+6vlpF03FCG9jEueH0Q3c064wrmC7F3A+bAln7Pig+0QCSl+YRJuWIMqS7llLLXOrfroE2scpH9bixBmKiUg0fZulBeKSC7mEY+HTI0i5MgN8luE4jMQ50bt8jpfdDKJVDUzgsew+3rXQjy/iCyKWLEai0+lUPBZtnOlWEU0OWn2xMGTQCFVQiUfV71yCMXzqKg3cGFM/etNA8vq+RBvUa/+yjKUkbkKZqyvgdw/6WOzMmP2Cdl6+D2XDkG+96Prv140cvPAnGrT7AfB1Rcdj5/QWEEtNeVpK4R9kQLWdbVgee6VrhpI0P5RTuEjZ5hMRlEtrqzze+DOZFOyLohheloZwW3D9gpqmbOoVc2uoSVn1d8onMW58ClcMvvrSWefVB8TJzvifTe7f6MTx1SqgAX9sJXViyCCfV3aVYgj3+yvrCVebb4QRXLSt4ExMolZ9ZO3MN87Fqo39vV60MORzpBdPN9EEL3eRXwWqcJ8VwhCsWrfF7nPKZT8TqBeKNloj/6Ni/ICCuq1PSunj0+p/i57hsmc/vmMmvZnHPePED8kTMb9ZRvU6PIS6Hs/uv7rxUoROBC2w5RiSPsMWbfQ+gKI+HWkvgrPq3HslHPT6kf4nOdHrg/qb5JRPyn0/XQJ2j/K9SU0mUS06vdjjayVMRq6u3FfpYhj2b1qey8O1Tu3T+Rfgp0i1lhGMSNxtKa+KSWLI96fzq5c9CiOtORUm6Wj2IULOGdNJNs5s6CPOW0cxBEjK+Whmd1aRhOawkO6PotDUVPnJX4cJ0oHnW3r3Md0nTJ2V4xXd4j+bVW0F7ZxGbXogeDKvJppx7GpEk5kgOziYAU5BkIzi9qrO6pB2OF1dq8jnAmujCS+NhZGJuJ9IYSUEQ4ULQ3VUG+6ajTZlhtwn+XX/FBe8dAMKr28rD7Hyo5bS/VUcAz/efvFO+r3YJj7R0gQCgnnu5XQQ3SD6flcrsP3PhBO+8XpaRQxh7qOz1zE1OpC7xEpbRRFlXFs9jcIN445UUyiPuiHhPyonQdKizPmfpKxEtqHiPoWrN4Gc4puNzbco3tzpaI9uZHSAu5rPS27sT8/q/7IbVw5VMVD2g4NOJ0469TXrq0hO0MwInNT2G/6uDO8RxmwbbZC/zaFaFYH1bdKvY5kMTzkRLlRCSEvw/wjeXU9uNdRz6rXSx9swz4cRjFZ8vUsya9xZemafjW6whY2FfWCEq971nLDyDCuDJP1xjuhzjMrOOj9I2RYUuoZk++WetZ7EuS5HOl7Pw7qWK1WlcmSxKLqk/MKCSGen4LvmHWLXp7l9WOmInq8jlKyiGmfSWYtxMidVmb7Yh52hAchtwPjM3RN/Otp7a29ouNk7e3BuXTvwq5h3pjVq3jWbG5Jtnr/FHqYTH5FVlc9w3lDoGPZ6t1D9+tFfBZZZHxnrg7Cd1jQ9n7KUKl35rFl2Nez6gta9A59GlQ7STdGsLGCYjWFOdu9NOA+i2Hs2z8Pkupn2EvX3mX1XyZsGa7iLasW22119U+GbZ3r1sasug8VP7f9oPtHyKj0C1cI8FyO9r0fB45btiveVrzHtX65NmvwHdQJH0C07+fWijLCZyqYi/TQqzp7xKoyciv+Rm7Q/lGObBIb7tHdORnTntHavD1p6zou5U7ivDUG6sohdRTHrNCAdjmO/Vpyc1iP/oX2RVD1GbeorwYzgoJjx2PKcF6tv6MhAAdGcOuNdr3KsJ5LoZpZQPARnhHjTz2E1MtgMVlDoofnY2YugsxC2XnBdk1CcIZNE36eb4l7U4ZxR9zbGNHe5Wy9ZRi0DQQ73CKu/ob+kyQI2cr0ei6Dfu/Hof86kVCmqK9uU4rNbHgQo0gZ5b7D1qFJROA1xmWS3dp12iAaYuTKvLpKH09u0P5RTuEj5yI/hDYhfOVOYHyGrol/teNk7e3D8d2yo+VeIfUdQ/4ZnNPeX6f+9MQsnoLI7QUKat8KDWiX9oSvS2mnzs26cM6SW2p9y5wV25z6jGNU63O5daY9ybpgZYvQnxdvddgJSbiRyTgLTejrCNa/wIi3spboyPsqiiahHoyxGUE6nk0CrdqTLOL5OWDemw+3gXJOKTmf/JReZCJDBkkMPR9t1Os1k7fmi2a/Hz7XuxbkpVrq5fkwk12m1QvWLxdmPF9SxxOIKWPX/bR+kUjuTNW/cf6UaaEnufhPFuwMt1CG+mJW/QCV/KGmwtAYclIFIRtN13M5xPd+rfrPj9DMnH7WW21K7trpIiK+Fo5CRoSi6p3j69INQbq4bOmchtK5teysv04TnaI92P6jP5Lb1ckT3D5YVnWid+1RKJ0Ddv4AFsXINXWC5Dbv/L0etH+U85dzcOd1rPu87jsR9Qt3ZLrz6Nq5cPvlxb3WXM3mmh+E5L2V8tbmo9mLjrzZd3PhPluy5ZxjH4zmmk+WrjkCCid/rn9p5/C92HzU53i75JqrImZy/7pFf77+qc4+pC6KpCZI/4aiLvkXJX+jU6KprKR0HAEnZ6vbTqtInlQ7X2SLelPnorRkO/K9So5H61hHkbyAI/VRMeB6dQ5M61yt/I2S41HkW3kHA16v+VzPYvJzeq+3I7+h5N20ZG2c/vrnSdRIfk77Pqt715E60W27Z+nMdSm5F70yrb56r9VKftl5X63+ev4eUjr+JgHvHyHD4qdjOp47RaDn0luCfO8H6D9Nn2fTOkWbjmcp2kx5rsWLvrYeuYAFu3/St56oZ9Tppzcndhud/9x+zn10uFf32sXv9EH7Rzl/RJd7v+9kPEzI/9QfYCRu3bqFHTt2mD1BculmcB5HcaxyL1Zb21NOxgVCCCGE+NBAeiIMlJim745DJvuFVzE3Yjo70p/1idGN3NU2bO1tQgghhPgQ0lllagyUv+OQxXrQI6SBrJ0xe3QJIYQQQgjZGmx41gVCCCGEEEI2Ahq6txMSx+PmgxxQNmT9Bi9bvX+EEEIIuaNg6AIhhBBCCNmW0KNLCCGEEEK2JTR0CSGEEELItmT8hm7DWYFsqXxdbS/jjLtNCCGEEELIBrIOHt1rzlK5l509wd72xRjEeunc2DJumurhuY5L6dmOpXjPxE7hqfYKfA6yzK8cl6V8CSGEkIA0yjmkYxOYCDKjVpb+jcVak3BjuQGfKad7titL8rqTfWPpXGsJ4zUxsH8N5NLWcdW3XucN2j/KdSPLKsespYLJeBm/oVu/qg1djb29AdzMncS5whWz53CjegE36mZnCyNfdHkQnGLWKBel16pTZahUBUqB2Z9tFe+a7gaPwnPWQpc2nLXe5WHtbMctPdoLSqNTkcp57ec9Jy+U1rGcqfVem+qj9155invrel6HZ037wOc1RwZdhzpxS9m1i89a9IMyV7T64umjLumeytb9+8bcz0j/1As75rYX8P4Rsl701jGmiJEV8PkVRnk+Otqz9J9Gnk0ls3J5H2bnUqayD+qZik3P48Dcoiy1r0tlpt+SAA2kEwWkprpl5LqnsYiKaWfxQBHTazWMAvQvF5vG6lT7+OKBed/zBu0f5fzl4rNZILPQ9R0mY0Ld/JF57rnnzJZFKdd8GA80H5Ulne3tgVxrPhl9oPlw9FPNZ03NsKym1OeRaz55my4XLWud+6113as+CNmod73zul5Tu2PJbVnDXdY6txc7rztyHevBa7ms2XHQa6arr1GfJbz7UGqq14Ve/9s9c92s0263J2uu+7Xvrg3fQn22Y9/Q9XkfOb0euWed+cDnDXgdDiJrr7HvwXOPO/rgc/8FkZH1/Hv11/lc9/dA+jjS/SNkndDPlt+XTb6bbn3A59cl2PMRQP/Z2P3xRT3n0qbZC4KrV7qvoe6jM6R/w7XfSYD++eobR3919jFo/yjnL+cg37dR3/OkP2P06F7HU7EkTiQu6L1awrOdfrojJOFm+VQ7XGFiFku5i77eXy0n7bqhCOllXPL8ILqZc8IVzhVk7wLOhy35nBUfbIdISPELk3DDGlRZyi1jqXVu1UefWOMg/dtahDBTKQGJtnejvFBEcjGPeDxkahQhR26Q3yIUn4E4N2qXh7/ocjqBQqqESj6ueuUQiudRUW+kgtW/+JTa91kWc6VYRTQ5afbWRjy/iCyKWLEuI+h5g17H+tDAsvreixeoV39lecnIXAUz1p9XvgfSx2ZlxuwTcvvi9/w6BHk+Rtd/vWjk5oE51abZD4KrVzoeU6GxglpqytNWCPsiBYy6WvAo/etJ0P5RTuEjZ5hMRlEtrqzz++LOZFOyLohheloZwW3D9gpqmbOoVc2uoSVn1d8onMW58ClcMvvrSWefVB8TJzvifTe7f6MTx1SqgAX9sJXViyCCfV3aVYgj3+yvDCVebb4QRXLSt4E+yHlTKCnjsAtlgGWjbv9kfxapwnxXKECx2ue8epjRGZaP55vwO81AAp13iOtYD8oLKKjX8aycPj6l+rvsGf5y+uczGtqfcdw/QtaChNO4MTPyo2yUL2Gg52N0/deLlSJwIGyHM8WQ9hmybqH1ChDx60h9FZ5X45oJ1L/QDOYixU79V14GSrPKXLMI2j/K9SU0mUS06vdjjayVMRq6u3FfpYhj2b1qey8O1Tu3T+Rfgp0i1lhGMSNxtKa+KSWLI96fzq5c9CiOtORUm6Wj2IULOGdNJNs5s6CPOW0cxBEjK+Whmd1aRhOawkO6PotDUVPnJX4cJ0oHnW3r3Md0nTJ2V4xXd4j+bVW0F7ZxGbXogeDKvJoxitEp4UQGyC56vIUBGHBe+XXb9hKHICFMRUsDNJSmrkaT3ed1+xfOBFcyEl8bCyMTmevyeg4871DXEQD1cqn08rL6HCs77irz4nF+wMzbb6ZR/77D3D9Cxkkh4XwHE3qIbjA9n991eD4C4bRfnJ5GEXOo6/jMRUytLvSOdddGUVQZn2Z/XQnev/jsHFannclUEp8cmz+gfjR4bjIZD6F9iKhvweptMKfodmPDPbo3VyrakxspLeC+1vOyG/vzs+qP3MaVQ1U8pO3QgNOJs0597doasjMEIzI3hf2mjzvDe5QB22Yr9G9TiGZ1UH2r1OtIFsNDTpQbHvm1qyxOo6IbvcMW3P7Vs+q10QfbYA+HUUyWfD1Ggc+7GTQcb3pWu6scZHhWhr96451Q55ntG/T+EbJepNSzKN/BUp/AgSDP70jPxzioY7VaVSZLEouqT84rJIR4fgq+Y9YtenmWx03Q/jWQnl7GVKWiJ1NV5N+5VYTXWdcTMm7GZ+ia+NfT2lt7RcfJ2tuDc+nehV3DvFmrV/Gs2dySbPX+KfQwmfyKrK56hvOGQMey1buH+Acx4LxiUHYM44VmlFo2wzqNFRSrKcz1cyPb3k8ZArWyFWgsg72eVV+8ondI0zDovMNeRw9yMZ8MDAPQ3mX1XyZsGa7iBataw41d/ZPhWOe6tTGr7kPF7z4Oun+ErDf9whUCPL+jPR/jwHHLdsXbive41i/XZg2+gz/hA4j2/dywBOyfxJjC4+32C/8I2j/KkU1iwz26Oydj2jNam7cnbV3HpdxJnLfGSl05pI7imBUa0C7HsV9Lbg7r0b/QvgiqPuMW9dVgxlJw7LhNGc6r9Xc0BODA0O4/Zxgx4ecdUIZVRhmUliNGMzMXQWah7LzAuoL8Ryc0U8FisoaEMub83jP9zzv8dYwL7V3O1lsv/PaLX5zQ7pXE1d/Gf/IDIduBXs9v0OdjHPqvEwl5ivrqcqXIzYYHMYqUUe47bB2aRAReY1wm2Y0Qe68Zon9d/RV9YjZdgvaPcgofORf5obFh4St3FuMzdE38qx0na28fju+WHS33CqnvGPLP4Jz2/jr1pydm8RREbi9QUPtWaEC7tCd8XUo7dW7WhXOW3FLrW+as2ObUZxyjWp/LrTPtSdYFK1uE/rx4q8NOSMKNTMZZaEJfR7D+BSY+i2wt0ZGXtqGMpYR6MMZmLOl4tnmg1J5kEc/PAfPefLgNlHNpxHzyU3op56aRQRLDzkeL50tIFRKwk5DL9cYkl6TqX1dzxpswrV5gfrkm14K8LEuRjG+Ow0HnHfo6xkHXpLg2neEWylBfzKoflpIX1FQYGkNOliBkq9L1/A7xfKxV//kRmpnTOqHVpuTknS4i0ktvyciRMiD94/lDkC4uW7qpoXRuLTvb0uEdiO7RHuzeo0SB+qcMtWStc6RO9Fox0p1JIFj/KOcv5+DO/xj2PUoCoH7hjkx3Hl07F26/vLjXmqvZXPODkLy3Ut7afDR70ZE3+24u3GdLtpxz7IPRXPPJ0jVHQOHkz/Uv7Ry+F5uP+hxvl1xzVcRM7l+36M/XP9XZh9RFkdQE6d9Q1CW/oeRvdEo0lZWUjiMg+Q7b7bSK5FO180W2qDu5KC3ZjrywkuPROtZRJC/gSH1USL5K+7yqrX6pBHVOzK7chArJa2n3yVtMPkjvdXTkLZS8kZasTc/zugy6DrftnqUzz63kVPTKtPrqvVYrn6fTT7dY/fV8r6R0fLcC3j9C1gs/HePNKxro+fWWIM/HAP2n6fMM+6bU7Xjmos2U51q86GvzzaPrYPdP+tYT9Sw7/fTmzvYQqH8lpYs6z7vW/lHOH9H53u87GQ8T8j/1BxiJW7duYceOHWZPkFy6GZzHURyr3IvV1vaUk3GBEEIIIT40kJ4IAyWm87vjaOQQC69ibsR0dqQ/6xOjG7mrbdja24QQQgjxIYR8KYUaA+rvOGRRH/QIaSBrZ8weXUIIIYQQQrYGG551gRBCCCGEkI2Ahu7thMTxuPkgB5RNyem91ftHCCGEkDsKhi5sEb72ta+ZLbKe3HPPPWaLEEIIIdsdenQJIYQQQsi2hIYuIYQQQgjZlozf0G04K5Atla+r7WWccbcJIYQQQgjZQNbBo3vNWSr3srMn2Nu+GINYL50bW8ZNUz0813EpPduxFO+Z2Ck81V6Bz0GW+ZXjspQvIYQQEpBGOYd0bAITQWbUytK6sVhrEm4sN+Az5XTPdhu5WGuybyyday1hvDZkSXhpc8BSxwOuo5x26jtKzL+PQa/jTpKT+xezlgom42X8hm79qjZ0Nfb2BnAzdxLnClfMnsON6gXcqJudrc4X3oVIJOJb3vUFIzMEVx95vW9br3/XI7hqZNRJ8a7WsdfjETlw9RG8vlX3LiUxAlev4pF3Wed//buctg2PvN5tX449YmrtvkhR5+5zT6S496XXtcp5R+o/IWRDEYNAjIGeRRmAPWVi3YaaY8DZJd3TGPEacro9qbMNQMkqo2RWLu/D7FzKVPZBGa2x6XkcmFuUpfZ1qcz0WxKggXSigNRUt4xc9zQWUTHtLB4oYnochlF5ARlE1X99CHgdqZJzrFUqMwiZYy5Br+NOk4vPZoHMQv8fG2Rkxp91QbyliQuIlIo4DGt74JIf9vLBoy0ZfCmdVIbuQRyqH8d93idsi+PNuiCG29vxXnzsDXtMzYiIoXj+EGoPv8xUSNvvwtsf/wF87GNvMDViYJ7HodrDaEv51QVFPvsg6g98CO9V55UruKr68fYHH0X4QzW4XfnCuyI4f6i97yLXnnj8ftTc/sk15H+gvW/o+ryP3BeUsf1g/X6UVJ30g1kXCNm6iGEQXp1D07sGrng6l6ecetmeP6ANKZdyOoZELYm6j3El3rIESuq/BJanfJbXFQN2ehVzc7OIx82nGw3kpsPIVFMo+S3LavfHFzGclzFVCb6kq772ot81yNLAC5jq6Id4Yhewb4j2uzFLDmezqGV6LT8b7DrkHvve2w6CXsedJucgP8yKybr6EXGbGS+3AWP06IqhmtSGrVBLeLbTT3eEJNxUBnErXGFiFku5i77eXy0n7bqhCOllXPL8ILqZc8IVzhVk7wLOhy35nBUfbIdISPELk3DDGlRZyi1jqXVu1UefWOMg/dtq7HnDw7gfj3d4WMfJF971IB5VRu7HjJEr7HnZw/jYhx7Aow++q+VNftkhtX++29/65ONfxYvuf7nZWxsve/i9+FV1rU+u07USQjafeH4RWRSx0qV7G1hW7wXxksanUij4LK9bXigiuagMD9fIFUIhzFRKCOC39aWRmwfmuo2ZfqwUq4gmJ7sMdTRWUEtNedoKYV+kgLWsFtzITaMQzSI/aSp8GOU6ehL0Ou40OcNkMopqcUV9Y8m42ZSsC2KYnlZGcNuwvaJ+UZ5FrWp2DS05q/5G4SzOhU/hktlfTzr7pPqYONkR77vZ/Rud9bT6voDzjz6AD3ndtIIydn/1RY/iw65t+7I34YFH850G99VH8PhXX4T7X97Dky1hFSbU4WUPd3uDCSHbBPGauvGq8Xwf72kfygsoKHN1Vj4an0KqsOwZHi4rQziCfb5OtDjyHd644KwUgQPhBnJpNxwihrTPkHWLRg7KzkXEryP1VXhejWOgjIUMkF1se8X9GOY6CgkT9mFCP7rEgl7HnSZnCE0mEa36/Vgja2WMhu5u3Fcp4lh2r9rei0P1zu0T+Zc44QiNZRQzEkdr6ptSsjji/ensykWP4khLTrVZOopduIBz1kSynTML+pjTxkEcMbJSHprZrWU0oSk8pOuzONQrKCl+HCdKB51t69zHdJ0ydleMV3eI/m01rj7yYbw/nEZnVMSjeLAjvvVBVTMCV7+B+ot+oGe4w8vvfxHq33At2z14068Cj1vu1qtPPo6vvuh+T98UX32/06/E+/FVUzUQiRN+fcLnWgkhW5ZCwjGWEnqIbjASZhALIxOZg3fUt+y4c+FUxzGVKmDetsAal1GLHhjJmO2N035xehpFzKGu4zMXMbW60HtFSG0URZVRafbXmXI6gUKq+351Evw64nknBrVVFqewOh3rNnZJb0L7EFHfgtXbZU7RbcSGe3RvrlS0JzdSWrDiaHdjf35W/ZHbuHKoioe0HRpwOnHWqa9dW0N2hmBE5qaw3/RxZ3iPMmDbbIX+BebRBy0DNoK3/+UhlLpcoQ/gQ7Uaaq3yIVWz/ux5+f1i6Rof89XeYQsv+lWnX6VfxYtMlS+uQayN4gQev/9DHfHJhJAtTqrkGEulPoED1UzbexgOo5hUn/F6fBs5zBeiyGp3roOEL8jw8PpSx2q1qkyWJBZVn5xXSEgZg1PwHbNu0cuzPGZ87os/o16HIhTHbFIZyXRPki3A+AxdE/96Wntrr+g4WXt7cC7du7Cr79RPD9WreNZsbkm2Uv8eUMaeZcTasbMa8cKazTWz5wUIf/Uve2Y6EEM2/ALr7HveoOOFtVP36pN4/KsPIN3P/arkW5PoZPJZK2ODwTWIVSn9qjKJHz/fsy+EkC1Mv3CFaLblPaxn1Yuj6A1JUK+klaIy0qrIhI1B7HqJq8W2p1G8aNXVrs+uDcct2xVvK97jWr9cmzVc9rMLwwcQ7fu5IdHeY+u+hDNqr4BEV4qxUa+jB0Gv406TI+vOhnt0d07GtGe0Nm9P2rqOS7mTOG8FtLhySB3FMSs0oF2OY7+W3By2ev82j5fh0AOP4kG/fGjKMH2/MmTf5HGwviEdxvs//AUnbOGBQyNkefBnzxs+hvfeX8eDyhi2w4AJIduH0EwFi8kaEp68rXpyV7beHk5vGca2p1HCGWoDHZTDEcKsMr6rfmPQkX1mw4MYRcrc9B22Dk0iAq8xLpPsUvDJRDYY+QFh3xN1Q6Lwyy4xwnVY1Fc9EapBr+NOk3ORHxAbGL5yJzE+Q9fEv9pxsvb24biJlVVyr5D6jiH/DM5p769Tf3piFk9B5PYCBbVvhQa0S3vCl6QVkzo368I5S26p9S1zVmxz6jOOUa3P5daZ9kx6NEGyRejPi7c67IQk3MhknIUm9HUE69+dxsse/hAeePRBvF4Zu66BKenFXv/go3jgQw93epOFlx1S8ufx9se/igcOjTfMQIzdD4Xfj7evV4oJQsimI8ZuKZJp5yjVk7uiSE52xwLIpB9l6SqTwyGenwPmY0iXbTO5gXIujZhPft4ghGbmkCok2m1KTt7pIiK+Fo4iNINkVL1zfF26IUgXl62AV8mYUMvO+scWS95b7cFee4xskOuQtGhO3uH2ycqqLqEMurmOIOCg13GnyTnoEYhoEj5fWbJGxuzRvY5na+qf6B48v2O7k/35LI5kD1oxr3sRUX987wSx/fkFPQnMjo0V2V3RgzhUOrzpHtOx90+G4k18aeL9X8VX359o7Y+8YIQyLu0Y3dd7DT45p57gJZPR7AUjZDKaM0Ft+HO/DA+XSrgfeSTMeRN54P5SrywJjhf4q199AF12rvRPrsGOvXWL1Bta12rk7Ot8mcx4k3vpDXMghGwZdB7ZTLU9GU0V72pR2qjS4QdOjK593Em6H7aG483wvDVzSq/gJcfU58Otofo48pVFTC1Pt847MRHG/OoUFu18p5Jv1z0ufbD62T3JTLVZLykD2u3PPJBc7Jtntm96qXgeU6vt/k2vzo0l36peVKNn6IIw+DrkR0Z97gCWp42MKvPFJEp1n4wVQa/jTpNT9EwvR9bMmBeMsBd9uBera1wA4k7Cu2AEWR+4YAQhZGsiCwyEgdKghRfItkN+RIV7LdpB1sr6xOhG7mobtvY2IYQQQnwIIV9KoTbegGFyG1DWSY39QxrI2hn/EsBkJOjR3Rjo0SWEEELuHDY86wIhhBBCCCEbAT26W4RAHl2ZJBZwZbAHPjTG5XE367zrAD26hBBCyJ3D2Azd//x3IzdDCCGE3DE89Zkls9Wf+37ysNkidzL/4q7v0P/+x2v/U/9LhoOGLiGEELKBiKE7yIgNIkPuDGjorg3G6BJCCCGEkG3J+A3dZ57GZ593BJ994rraXsY5d5sQQgghhJANZB08utfwLfX/b1nLu9jbvhiD+ENSXrmMvzHVw3MdX595m9OOKede+dv4yjPmsMsTv+0cn3naVBBCCCGD+cYTOcy+8h/he2cC5Lt9pqxkY/je5yl5VV59ZsBnnvjFnu1+40wMr3bbmcnhG6Z+VAZdx/kZ51zd5Rdx3sjYDNe/Z1CQc/doSx+fse6b6mOv9s53yHWfN+h1rOv1DvgeyLlffcZrqJBxsQ4e3b/Shq7G3t4A/uZMFp/58BWz5/Ctixfwrdvh+/NMrvXQ+JZX5hw5UYR+x02ZfUKEXCWiivpcxwNon8coOHlg7TbcsiZl+kynovreV/4iCtbfodU/fcxcG5QycOt0UQom0PX2vgY5r78iJYRsJXo+w24RY2eI57xDx+jyi731mccQ0e1JnW3kiO5UMk809uGX3pYylX1QuuvV6XmE3/ZR/PW3/5cujz3Ub0mAZzB7uIA3THbLyHUfw0fxmGnn9A8WcWxUw2iI6/ix99VbfXfKCt5gjtkM3b8nFvBOvBQ/Zna9FF7586hPtu/b6R+c921Pznv0a0l86U+N3PF9+KCP4R70OtblegN8Dw4dPwn82gLfVevEusXofk9ot9nq3Pbl7ikc+fZJ3Huv2R+Rv/0LMXIP4t4/PYcHv90u//JVzvEWr/o3zrHcS0zFFuHek60H4eybgDcsmYftT0+2FcKrfgd/vaSUkyVrf8bhbqQ+Jw/oS4GLb8EHjTEofOPxIr58r1Iw8vmc87C94KGK0+abVjraO/2Dl3CsZYQOg3pBvDiMT2MOXzJtfeltwKdf3DZMU5+zrvFzM04l4lgQ2fepfuvr+x0cCnS91jV45M7e8+c46jX2CSFbDnmG9bPv0UO6yLNtZII+56Jj9DHRE6rNs28qdOjCFmL4pf8QccsQ+ev8LBrpSTxiRDR3z+Cxz1WQUkbKC0xVb5QO/ADwyyL/qrtNXX++cebn8Yi6rl/yvq+UAfzBX/sh/PJD7XZe8NBH8ZpPjmgYBbyOQzkxyDx9f+IP8cibfhqHzK7DsP0zBv1rk2bfg/p7fBpJLFj37QUPzWG/MgQ79fgzeOKTwLvzM3iBEX3B3XH80g/+YYdTJeh1rM/1BvweqL/Ja+4t4N/Tq7sujNHQvY6vvPIIPnT4gt5rHPZszzzdEZLwN0/8djtc4Xlvw2fPXPT1/mo5adcNRZhZxtc934W/OeOEK3zmw7J3ARdfbMmfseKD7RAJKX5hEm5YgyqfPbOMz7bOrfroE2scpH+bxw/h3erF8cgHXGNVFMMX8WP3/JDZ788LHvodvAbFDqURhPMz6gWhXiyPKUPaVaQvUAbrY+oF9cjhtlfl0KTaX+n+9a37+NpXm721cSj3UbxbXcMT1B+EbFt6P+fPoKzeC+Il7aVvzp8q4jV5+VFtGSJ3u86C0fjGmXngbapNsx8EV+91GZ/PPIZLXcbW3QjdU0DZz3BfR86v+Hich+yfa9Av3G8qRuYy6hd/CKEu+/HP8enH+yt83+vwYa3XO8z34FWvfSm+/MnH6JRZB9bNo9sPMUz/QBnBbcP2Chq/9nE0LppdQ0vOqv/Whz+Oz7z4t/F1s7+edPZJ9fFwtiPed7P7p9HDUI4hK79IFzzegND9SfzYRWOsynDRxRR++fh+5+BARrEOy+rFksJZ4y3uQBm771a/WltelVfN4g0fnu80pOXX/MWX4jX39/j1O+B6CSHbBDteVUZ2/HTKIJTOewQpx0v6qp9W+uYPPV430Vd+xpIgI0zDGasu4mkM322Hb8Uw289bp/UesN+vI89cwpfN5uYiPxpeqq7L7LoM1b8yPvhrjhe2J3fP4Jfv8ThYnvhDYGnW8yNgH8L3/jkaPrf1y39x2Wz50eM6ulj79Q7zPXiBeVfTKTN+xmjo7saPfu4cfu59e9X2Xh0+YG9LmMB3i9gzy3ji1yTEwNTr8IKT+ElrGFrjyt37OvykFYrwc0uvw/fgAj5jTST77oc+oI85bRzETxpZKUce2q1lNDpEwjlfzzAJCWtYOuhsW+f+OV2njN3HjVd3iP4FQg8n9Xj4/Y5dfIvz4Lz4Lf0fOlEab/oi3nmqrH+douuXaG++cUYZxvfMITVQIVg8cxmX7t3f8xzyq/VSSzPdjV96Hzp+fTuhFcnucwa9XhuJE35lePhrIIRsHh+edJ71w0pfBaHPc+7qPMdAiiP+Js/w8AB9NRpO+59O/7wVvvVRxP9ioRW61YU2noIYX5uI/Gjw081D4Iz2DdbHh47PoZ52JntJPPGrP7Bf/Vjxfuhu9T4B3pnO4Rtyy828kGO/9kXncC+CXsear3fI78Hd+7AfX0Td+nqS8bDhHt2/ebyqPbmhpQ/gR1tfoN14Ye6tCJk9wZXDRfGQtkMD/uDwx536r11bQ3aGYITeNoUXmj5+993frwzYNpvePzdGzY7f7YEM2cnL46gZwuuJ+4Ix5dhf/DS+NIoXZQjkVyxawzUmtMIvbCHo9boGsRSJE37tymieIELI5uDG6Jq4XF+CPOfP5PDvP/xSvPt4u150oQwPry8ypP5FZbgmcVr1yTGy78ah3E8DPqETbXp5lrcG32j8+dpCynz+Hv48g1mJmf5cRU/2knjix952CT/uM8lMYrbP3lPEj7/YfA+UQXm63/dGEfQ61ny9I38PyLgZn6Fr4l//QHtrr+g4WXt7cC7du/A9w0xGu/hX+FuzuSXZqP7Z3l4Z6vObPKZDBmTDDOH1wjMJxI6xDYz8Kr14qeckCTFkO4bnVP8lDlgP1zzzGD4toRXeCQE2g67XmqSiJ7Z80jtUSQi5LegXrhDgOdejQ/gi3ilGkGsUi5fYDeUSBuir0din/98Vbyve46/1G1L3H4bH3fvxY30/tzHIMLxvSFnQ/mmvtfX30KNzBRz1pu+SGFh4vOy+YScOh3KV1ndB3lkQA/UHnb+BHz2vw8Oar3fk7wEZNxvu0f3u+6PaM9r4gD1p6zq+fiaLi1asqyuHN70OP2eFBrTLv8ELteTmsNX758WZgfw7wxuuQ+MMDx71+fUthqnECHuN7dTbfkiHVugX0xChFYOQX/unX8usC4RsZ3o953p0qCtdlBjGdriU6Ks/H/OkLgnJeql/nOg9PQwwMZ56DVvf/Wpl9nmNcYkfTSG+UXMUnnEyIfgmDgjaP/nhYv8t9OhcCmf94qC77lMc4UCOsDI++MnOjAgd9LsOm3Fc77DfAzGAt3r4ym3K+AxdE/9qx8na2//yVSZWVsndK/UdQ/5vwWe099ep/4PnvQ1fgcjtBT6s9q3QgHZpT/j6+oxT52Zd+Iwl99mWAnNWbHPq3+IY1fpcbp1pT7IuWNki9OfFW/1iJyThW7/2FmehCX0dwfp3p3Eot6J+fU92JPn+huQSlJQySz7Gtvm1fky9mILMhB0GZ2jrLaPnnCSEbHm6nnMxVHpMau0MlxJ9NQd8IIbZjllAz+D8GaWzRszDLemwRAe22pScvOki9vfSbzKypQy59vwFm7ux8DZlwlk6TDIXXHrfrL9TQHSt9mDHhs6Y0wvthFDGmb+jZMj+DUIZkq/5WuckZXl/fPoeHyfIM5aQzoXcP8tB/+toM67rHeZ7oM95bwAjnAzNmD261/Gtr6l/7v1+fFfHdicvzJ3ET77voOMR1exF6H1v7Zog9sLcB/QkMDs2VmS/596DuHfpZzfdY7oe/XOTnEs87SOHne2OFVNkuF4Pv1kxam5xJ28oJf/q50kOSBkWUvUt76pM2lD7MmSkP+8ocZ2EXT5rxeiubZWWOBb+tI7XYB4/btr78Q8Ar/nTXlkSHC/wly/6eCiCXK+idQ1Gzu6/k4w77B/WQQjZEsgz/OMykaiPHgr0nMtn9bC4GSa3Rpf06ldG//14a8hc6avPfRTxlZ9vnfd7nxfGv/+Ln8bpz1lGk9ar5rhHX3ZPLhIduKIMaLc/ygB77Uf7Zonpm17qVb+D+F+0+3fsL+a6c74GZajrcPjLvxjghBiyf633kF/ogjIkU59TPz7SbqYC1d6K+lt0hbGo91na3F9VXn3qMn4pX+l7jwdeh2F81xv8e9AzvRxZMxNNhdkemlu3bmHHjh16+z//nTQjuXTfgot4HX7uc/fiL1vbU07GBUIIIeQO56nPLOG+nzxs9lyewawysLHkOAT8Zci2RH58vPgSfrlHOrt/cdd36H//47X/qf8lw7E+Mbr33NU2bO1tQgghhPhwNxaWUrjEGfl3HOdPvQUYNdSDDGTMHl1CCCGE9COIt5YeXeJCj+7a2PCsC4QQQgghhGwE9OiSwej4IZk4MJg3mPgyQggh/oi3Ngj06BKBHt21MTZDlxBCCCGEkK0EQxcIIYQQQsi2hIYuIYQQQgjZltDQJYQQQggh2xIauoQQQgghZFtCQ5cQQgghhGxLaOgSQgghhJBtCQ1dQgghhBCyLaGhSwghhBBCtiU0dAkhhBBCyLaEhi4hhBBCCNmW0NAlhBBCCCHbEhq6hBBCCCFkW0JDlxBCCCGEbEto6BJCCCGEkG0JDV1CCCGEELItoaFLCCGEEEK2JTR0CSGEEELItoSGLiGEEEII2ZbQ0CWEEEIIIdsSGrqEEEIIIWRbQkOXEEIIIYRsQ4D/H8zmdqkU7DVdAAAAAElFTkSuQmCC" /&gt;&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 15 Nov 2019 06:30:47 GMT</pubDate>
      <guid>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975475#M16843</guid>
      <dc:creator>443115228</dc:creator>
      <dc:date>2019-11-15T06:30:47Z</dc:date>
    </item>
    <item>
      <title>Re: over current</title>
      <link>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975476#M16844</link>
      <description>&lt;HTML&gt;&lt;HEAD&gt;&lt;/HEAD&gt;&lt;BODY&gt;&lt;P&gt;Hi,&lt;/P&gt;&lt;P&gt;you would need to use the MCAT control page (open the FreeMASTER project) and set the Imax on the Parameters tab as shown below. This parameter is not synced with the real-time app, so you need to click "Store Data" and then go to Output File tab and click "Generate Configuration File". Then you would need to rebuild your project in CodeWarrior and flash it. More info can be found in&amp;nbsp;AN4642 or&amp;nbsp;AN4912.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;&lt;span class="lia-inline-image-display-wrapper" image-alt="CurrentScale.png"&gt;&lt;img src="https://community.nxp.com/t5/image/serverpage/image-id/92591iFC8E6DFBA7E75095/image-size/large?v=v2&amp;amp;px=999" role="button" title="CurrentScale.png" alt="CurrentScale.png" /&gt;&lt;/span&gt;&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;If you would like to know more about 1.15 fixed point (frac16) calculation, please follow some books or internet resources. This is more generic topic than can be discussed/explained here.&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;I hope it helps,&lt;/P&gt;&lt;P&gt;&lt;/P&gt;&lt;P&gt;Matej&lt;/P&gt;&lt;/BODY&gt;&lt;/HTML&gt;</description>
      <pubDate>Fri, 15 Nov 2019 08:38:08 GMT</pubDate>
      <guid>https://community.nxp.com/t5/S12-MagniV-Microcontrollers/over-current/m-p/975476#M16844</guid>
      <dc:creator>pachamatej</dc:creator>
      <dc:date>2019-11-15T08:38:08Z</dc:date>
    </item>
  </channel>
</rss>

