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  <channel>
    <title>MaplePrimes - Newest Questions and Posts</title>
    <link>http://www.mapleprimes.com</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Mon, 19 Oct 2026 03:20:41 GMT</lastBuildDate>
    <pubDate>Mon, 19 Oct 2026 03:20:41 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest questions and posts added to MaplePrimes</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - Newest Questions and Posts</title>
      <link>http://www.mapleprimes.com</link>
    </image>
    <item>
      <title>Does Maple work with a VPN?</title>
      <link>http://www.mapleprimes.com/questions/244817-Does-Maple-Work-With-A-VPN?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;Does Maple natively work while using a VPN? If not, where do I go to learn how to configure it so it will work using a VPN? In Maple 2025 and Maple 2026, Maple will soft-lock when when attempting to execute any worksheet or attempting to read any help section when using a VPN under the default configuration configuration of Maple.&amp;nbsp;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Does Maple natively work while using a VPN? If not, where do I go to learn how to configure it so it will work using a VPN? In Maple 2025 and Maple 2026, Maple will soft-lock when when attempting to execute any worksheet or attempting to read any help section when using a VPN under the default configuration configuration of Maple.&amp;nbsp;&lt;/p&gt;
</description>
      <guid>244817</guid>
      <pubDate>Sat, 17 Oct 2026 16:13:47 Z</pubDate>
      <itunes:author>nmacsai</itunes:author>
      <author>nmacsai</author>
    </item>
    <item>
      <title>How to solve functional equations?</title>
      <link>http://www.mapleprimes.com/questions/244816-How-To-Solve-Functional-Equations?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;...like the following&amp;nbsp;without AI assistance ? Looking for differentiable solutions! The solution is not to be found in the books by Aczel or Small:&amp;nbsp;L(x)*L(y) = L(2*x*y + x + y). (I know the stressful&amp;nbsp;solution from my notes - the ones made with pen and paper.)&lt;/p&gt;

&lt;p&gt;Is there a way in Maple to categorize functional equations into specific classes (e.g., Cauchy type)&amp;nbsp;- and thereby identify corresponding solution methods - much like how Maple handles the solving of ordinary differential equations?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;...like the following&amp;nbsp;without AI assistance ? Looking for differentiable solutions! The solution is not to be found in the books by Aczel or Small:&amp;nbsp;L(x)*L(y) = L(2*x*y + x + y). (I know the stressful&amp;nbsp;solution from my notes - the ones made with pen and paper.)&lt;/p&gt;

&lt;p&gt;Is there a way in Maple to categorize functional equations into specific classes (e.g., Cauchy type)&amp;nbsp;- and thereby identify corresponding solution methods - much like how Maple handles the solving of ordinary differential equations?&lt;/p&gt;
</description>
      <guid>244816</guid>
      <pubDate>Sat, 17 Oct 2026 10:46:41 Z</pubDate>
      <itunes:author>Alfred_F</itunes:author>
      <author>Alfred_F</author>
    </item>
    <item>
      <title>Recurrence relation for partial sequence?</title>
      <link>http://www.mapleprimes.com/questions/244815-Recurrence-Relation-For-Partial-Sequence?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;Given the sequence L = [1,3,5,7,9,11,13,15,17,19],&lt;/p&gt;

&lt;p&gt;how can I find a recurrence relation using only the values:&lt;/p&gt;

&lt;p&gt;L[2] = 3, L[5] = 9, L[7] = 13, L[8] = 15, L[9] = 17, L[10] = 19 ?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Given the sequence L = [1,3,5,7,9,11,13,15,17,19],&lt;/p&gt;

&lt;p&gt;how can I find a recurrence relation using only the values:&lt;/p&gt;

&lt;p&gt;L[2] = 3, L[5] = 9, L[7] = 13, L[8] = 15, L[9] = 17, L[10] = 19 ?&lt;/p&gt;
</description>
      <guid>244815</guid>
      <pubDate>Sat, 17 Oct 2026 03:55:49 Z</pubDate>
      <itunes:author>Geoff</itunes:author>
      <author>Geoff</author>
    </item>
    <item>
      <title>OpenMaple installation</title>
      <link>http://www.mapleprimes.com/questions/244814-OpenMaple-Installation?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;I&amp;#39;m trying to play around using Maple from other programs (Python, Grasshopper, etc.).&lt;/p&gt;

&lt;p&gt;As far as I can see the options are cmaple.exe (command line) and OpenMaple.&lt;/p&gt;

&lt;p&gt;Regarding OpenMaple I&amp;#39;m stuck with getting it to work. As far as I can see, I need to define the MAPLE variable, and extend the path, right?&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve added 2 things to the user environment variable in Windows.&lt;/p&gt;

&lt;p&gt;MAPLE=C:\Program Files\Maple 2026&lt;br&gt;
Path=.....;C:\Program Files\Maple 2026\bin.X86_64_WINDOWS&lt;/p&gt;

&lt;p&gt;To test I&amp;#39;ve used the program provided in the help file.&lt;/p&gt;

&lt;p&gt;import maplesoft.maple.namespace as msymbol&lt;/p&gt;

&lt;p&gt;Unfortunately I get:&amp;nbsp;ModuleNotFoundError: No module named &amp;#39;maplesoft&amp;#39;&lt;/p&gt;

&lt;p&gt;Any hints?&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;I&amp;#39;m trying to play around using Maple from other programs (Python, Grasshopper, etc.).&lt;/p&gt;

&lt;p&gt;As far as I can see the options are cmaple.exe (command line) and OpenMaple.&lt;/p&gt;

&lt;p&gt;Regarding OpenMaple I&amp;#39;m stuck with getting it to work. As far as I can see, I need to define the MAPLE variable, and extend the path, right?&lt;/p&gt;

&lt;p&gt;I&amp;#39;ve added 2 things to the user environment variable in Windows.&lt;/p&gt;

&lt;p&gt;MAPLE=C:\Program Files\Maple 2026&lt;br /&gt;
Path=.....;C:\Program Files\Maple 2026\bin.X86_64_WINDOWS&lt;/p&gt;

&lt;p&gt;To test I&amp;#39;ve used the program provided in the help file.&lt;/p&gt;

&lt;p&gt;import maplesoft.maple.namespace as msymbol&lt;/p&gt;

&lt;p&gt;Unfortunately I get:&amp;nbsp;ModuleNotFoundError: No module named &amp;#39;maplesoft&amp;#39;&lt;/p&gt;

&lt;p&gt;Any hints?&lt;/p&gt;
</description>
      <guid>244814</guid>
      <pubDate>Thu, 15 Oct 2026 18:42:34 Z</pubDate>
      <itunes:author>Anthrazit</itunes:author>
      <author>Anthrazit</author>
    </item>
    <item>
      <title>Maple Flow MCP documentation</title>
      <link>http://www.mapleprimes.com/questions/244813-Maple-Flow-MCP-Documentation?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;Where is this documented?&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href="http://www.maplesoft.com/products/MapleMCP/"&gt;This site says&lt;/a&gt;:&lt;/p&gt;

&lt;p&gt;Maple MCP is available to every Maple user who has an active membership in the Maplesoft Elite Maintenance Program. You&amp;#39;ll find everything you need in the My Maple menu inside Maple.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Where is &amp;quot;my maple&amp;quot;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img 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"&gt;&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;Where is this documented?&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;a href="http://www.maplesoft.com/products/MapleMCP/"&gt;This site says&lt;/a&gt;:&lt;/p&gt;

&lt;p&gt;Maple MCP is available to every Maple user who has an active membership in the Maplesoft Elite Maintenance Program. You&amp;#39;ll find everything you need in the My Maple menu inside Maple.&amp;nbsp;&lt;/p&gt;

&lt;p&gt;Where is &amp;quot;my maple&amp;quot;&amp;nbsp;&lt;/p&gt;

&lt;p&gt;&lt;img 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jh5py+FyRIZteiofUjl43myw2bVOVHLMsoiQ86DGG/kvYjj53EG8bnLpmuBSUuqTxsakjJpS98P6Xmpnn3vpqHS/PhEj5SO9C752rUS5HjldwDUnzLsMURGHydLZPBOPk/HIXaoFYSv1NhHeZU6OKGD9cXJw0phkgZY7tR9ddlbpPLxPEVhcw4nZJdREAMeYyS9KxW1O8W7KD4DJ0jfrePRk2s/4dOUU6rLRDhWr1Kb8PeIkMRI2ntSbX6kdKT8iPlOaau8FBUvKIYy7DFERh8nU2QInTyR1vlx45HW0UhheV6kMFL6YgcndLCE1BlXk64UDw9TK6Ty+dLT7SbsvMmptoy8rnSaQv589a/Di6LE3YFVyiMP0xuCd5zSdevRDrOeNgnTx5rH9SqKMKHMvA5934de50dqA0GQieFYvql9zHwoqV0kxHhTygrqSxn2GCKjj5MlMgjeyft+yfrC+zoasYMW4pbi44ZQxyd1cEKHLwknKX950hXTFDr1xDM5zqmQkNKS8lQJucooiAEexhdX2ntFOMZXqDuevtRW1SK9C1nwd4qXm5dBSkOqP1/YLOz8SM9L9cXzTNhtlfe7yZHeUSl90BiUYY8hMvo4plPgHWciDOtweCfK4YbD10HxeA3cMEkdotRJ5+3guNHS4YTyS+Xg6UqdOsHLYOcx7UjvNKTy+fKelzxllMJJaeYJw+FlktLmdSyFqQYeb154+jwe/q7z9833/eHx5MXJD6tTnh/CaSsujDzvGk+LI31XpfRBY1CGPYbI6KME7tbkoV5pp5LanZLXgHbsUOsny52T7mz0aaRxJ+UTGabDozzOpsPX2KmmUZiO5YlTP30dI4W1dzzkaeYVIkFc7omqUtjAvbzDcqvHe1j46i8N7RoX8iOllRcp394yCgYwcXaJ82verVMJO940Y2TiTwtTCUF7uGXPwpc+r0s6mC96h610vM/XOD9ue9jfAe4ZcuPwfZd8IsN896X3KUg/+d0HjUEZ9hgiow/COyBOmtEV7wkGKA27U0vLizaek3c4naIUj86H0DHSr2l7gyqOaFCFeBLPSJ2yJ4/8uUoFRlr9+PAZApuqyqjneWTnRzqFNY1IQKR4PqL3LyVMJVRj0HUehfffYM9hkKB3jddpkflJM/rR8548ST8ApHeimnxzrwmoH2XYY4iMPkiW4ZI6LiMkJAPWG5Gh88M23LqYJr1Zv5J1GnqYIQ5DhiyPODBGidKwT6HUaXh+/UvxJOIUOltTD2aPDzs8eWJ4efKS1VYSUhtxqi2jfjZcbsx/DUttkgdj0NIEmHnH0sLkJavsaWQZSOkdkN7neuaH4BvfSSQmfnrECERGc1OGPSZNceTIEYgM0PxInXWtfvkCAECrUYY9hsgALQNEBgAA5KcMewyRAVoGiAwAAMhPGfYYIgO0DBAZAACQnzLsMUQGaBlEkYFJZgAAIFKGPYbIAC1B2j4D9n4OAAAAAsqwxxAZoOmRPBgSeZZ2AgBAX6EMewyRAQAAAPRByrDHEBkAAABAH6QMe2xExrFjx9Tx48chMgAAAIC+QBn2GCIDAAAA6IOUYY8hMgAAAIA+SBn2GCIDAAAA6IOUYY8hMkBu9h3q0ezuOqjZsbtLbduxKxMKZ57p6j6q4+BxAwAAKJcy7DFEBnDoPvZRJCa279yjtnZuV5s7ttQcipdEiBEflC7PCwAAgGIowx5DZAANiYqde/epzm07HDFQJpQ+5QPeDgAAKJYy7DFERh+GvAc0lNGxtdMx9o0A5YvyR/nkeTdMX7xWbes64lwHAACQThn2GCKjj3Hg6AfaU1CLIZCOLZ1q1649mVA4/mylbNu+Ux378GNdBhIVI8ZMVmece606+SsD9P+8nAAAANIpwx5DZPQRaPiB5j9w452FERIHug+rI0d71PEPPlInPv6z+vjP/1/F0HP0PMVD8eUVIPsOdEdxvDbvXfW3F92ixYXhn6+40ykvAACAdMqwxxAZLc7eA4cr8lqQ0e/at18LgQ//8LEjFIqA0qH0KN3O7fGcEPqfRAmF6T72ofq3Ox5PiAsbDJkAAEBllGGPITJaFJrHkFdckDEnb8EHJ/7oCIB6QPkgT4fxmLw+f5X6zLnXq5PPvFyd/BXCFRm/X7zWqQMAAAB+yrDHEBktxv4j7+caFjEei0YRFhLdPR+p29smqn7/+mPV76s/ViefeUWMFhux4Hhh+kL1/on/UAePfujUCQAAAJcy7DFERotAe0zQhE4uJjjktaChiWrnVZTFqo7d6l+uvlv1+9rAgH+9MoDEhi04QrFx769f08/RPA9akYI9NwAAIJ0y7DFERgtAQyNZy1DJ+Jr5DY1O2+RZqt9ZV6t+X/9JyFWZYsOIDBr20Z6arZ1qz75DTl0BAAAIKMMeQ2Q0MfRrnXbk5IKiWcUFDY/86K6n1SlnX6PRQsMQiY1QcDCxcc19z+o4aC6HXX6qH3g1AADApQx7DJHRpNCS1LSJnWZYhBvyRmXVlj3qi5cNU6d847qQa9UpZxNMcBixYbwbodg476YHdTxcZBDk1cAOogAAkKQMewyR0YTQMAA3pDb2yoxmoO2Vuarft36q+n3zhpDrLbGRFByxdyMcSgk9G+fd/JCOSxIZBjojhdclAAD0VcqwxxAZTQS5/WlSIzeehu07d5e+WoSGOL78s1Gq7bX5zr0s9PDI3c+qU8/9mTrlnJ+pfuf8NMArOGyxEQqO0LNx3i2jdJy05wbVA68bA628wfAJAACUY48hMpoEMoxph5fRL3huxMtg5ItvqVP636KZ177Fue+Dwv7dlXerU867SXPquTeGBILjFEdwkNiwBAfzbBiRYUjzaFA90lJfXscAANCXKMMeQ2Q0AWQQffMvaL+Lek7s/OwPh6lTzh+kTj3/Vv1/d88JJwxn5PhYmATcrE49L0ASHI7YiLwbsWfjX66+10mHvDr2DqKJetvaCaEBAOjTlGGPITIaHDKEvuWpNCxQz7kX42asUJ+44OfqE9+OueS+551whlVbu9RXbnpEnXrBrVqUkDiJSBUcHrGRGEa5xkmPoPqhFTa87iA0AAB9nTLsMURGA5MmMGi3Tm5Qy4YExSe+fZv6xHduT3Dd4y8lwnXuO6Kv6bARPw8EygU/d0UHExx5xQbPnw3VF69DIzTSjpIHAIBWpQx7DJHRoKQJjHrNv7DpPn5CnfqdwerU7w5WnxD40jUPqJETZ6pL7n9Bf9ZhNZYgEUSHT3DkERs8jxxa0svr0gCPBgCgr1GGPXZExty5c51AtaSMQjU7aQKjUfa+GDfrXXXqhUPUqRcOVZ/IgMLosN8NiMTIdwhJdMSCI5fYCIUGz6OET2hg6AQA0Ncowx6TpjAio6enByKj3hw4+kHDCwzi0gdeVJ/83h2MOxns/oV3uOJDCw9BdBjBIYqN5DCK8WrwPPqgibI0YZbXL4QGAKAvUYY9hshoINKWqTaSwCD++2X3BkLiomH5kQSIJTwSno4cYuNULTZirwbPYxq08kQSGrSKB/toAAD6AmXYY4iMBsJ3DkmjCYx5a7epT140POD7NiMY1j0TXiMJj1hwGA9HwrshiQ02hMLzmYVv6ISEHoQGAKDVKcMeQ2Q0CL5j2qsRGEPGvFrRxliVMuS5N9UnfzDC4q4cWOGNAOGiwxIctnfDFRvhnA0zQTQUGp1dlU+I9QkN2lmVtxEAALQSZdhjiIwGgJZQciNHVLtMVc9V6H+zGjdjmXOvFpx5+9Pqv118V8gvchKE/yTBhQeJDltwpIoNaxiFeTWqFVa+3UH3HjjstBUAALQKZdhjiIw645voSRtIcWOYB/o1TxMj9VDC+YP0hlk8TG+gpav/7Ye/DLk7yb8x+H3znCU8YtFhBIfk3ZCGUWyvRiA05q2pTmQQ0j4amAgKAGhlyrDHEBl1hg7s4saNtsKudidP+jVvBEawG+dtauo7G5xw1TJ12XuhiLjH5Uf3JuH3NbYAsUUHExyRd0MQG2ZFCpurMW/NVie/eaH6lg5Wo/kZvM0AAKAVKMMeQ2TUEd+R7b05SVWfC3L+rZHAIEP8uUvuUqs6u5yw1XDD01NdMfGjkQGXMMx1J7wtQDyCQxIbZhjFXv5qzdW4b/zbTn4rgU5wlVac4Ih4AEArUoY9Jk1x+PBhiIyy8Q2TdB855hi/SvjyTY8kBAZNmCRj/KVrH9RDHTx8pfzDTU9qAfEXl9wXcClxv/qUB7qnw5jwkfjIEByO2OBzNlyvxpB/n+rkt1KOHf/AaRMCwyYAgFajDHsMkVEnpGGSaudhGDr3HY4EBm3fTcZXz2G4cKg2yhcMf9Z5phI6DxyzBMQD6lOXxfyF/vtgAroWXA+hZyLxEYiO2ONhC46k2AiGUSSvRiw0aJ7GV25+zMmzYdXWPWrImFfUF6+4S+8Oet7P/WH3CCt9MGwCAGg1yrDHEBl1gK8moTkYJDDIXc8NXiUkDixjAsNsnHXf7+Y4z+Vl/Ly1oXAgARHwqQEP5cJ+JhIeoeiIBEeq2OBejXj4JJ4UOljNW9OZyPO4GcvVl382OjjZlXYHPTfYHfT2p15xymeg+RnSsAkNb/G2BACAZqUMewyRUQc+ONE7McHp7jmhrnvsd5kCQxvnH4xQ89Zud+LIw4DHXouFw+UPqb+8fFSSK0apv7Lg9z9FOKIjFhx6aCXyblhiI49XIxQan7v0F2rczBWaL/3kPmcvDbMN+daMPTWkYRMa3sImXQCAVqEMewyRUTLHT/wpMmSrNu9Uc1duUnNXvhcx8jdT1b2/napGPk+8oUa+ME2NfGF6wDji92rki2+qkS++pSd59h/6lPrrfxvuERhm2+9wN84fjNAegb/5cXXzM/7ntW2WmBjNeFj91Y8ZdI2Fo2dj0ZEUHAnvhu3ZsL0a9lwNj9DQw0T2XhokNMIzT2gPkf63P+GUTYK8S1xo0KZpvE0BAKAZKcMeQ2QUzLauI2rsq3PUzQ8/r75xw73qb78/SJ38lQEhl6uTz7xC9fvqj1W/f71S9fvaVarf13+i+p11tTrl7GvUKd+4Tp3yzeuDo8zP+Wlw6ihttEXbaLNlqu4cDC4wws2zwv0tvn33845RTWP19oOxWLCExKevfCTBaSH8+qcT4sMSHUZwWB6O2LOR5tWwhk88QsPetMs+74TmZ/DySdDwFRcZBE3a5e0MAADNRhn2GCKjYM4491pLVNgEAuPkSGAMVP2+flUsMM6+VosMLTC+9VPt4tcHgVkCg3a75KtIoiGSFIFh9rS4f/J8x7D6ePqtVVooJMTEwEctHvNghbFEBxccxsPhejYEr4Y9fCIIDXvVie3RoDobPPZ1p2xp7DvQ7YgMbDkOAGgFyrDHEBkFQ94LV2Dk82L0Iy/Gt25Qp2gvBgmMm2KBQXth0G6XWmRIczDSBQYZbTLeq7cfcAyrxIUPTnIExelXGR6POCPEvmbCnUbYwsMWHOHQiis2Qq+GPVcjGj7JFhr2mSdfumqknr/Cy5aGbxIovBkAgGanDHtsRMbRo0chMopg+uK1XoHh9WJ8w/JiZAyTkAF1BQZN8kwRGJeM1EMRZLz/1y1Pq+7jf3CMq033+38MxIElKs74CfFEwNWGNkZ43YT7CRMdRnAkxEY8jEJzNv7CDKGEE0NThUZijoa1vDUUGXzlSV6ks00wNwMA0OyUYY8hMkpgxJjJosiQvRhGYJAXQx4mobM6zDwMPdGTBMaF7ioSv8AI9rkwS1B/9szvHcNqM3HhhlBY2KIiFBLX/CoftvAI4zGCwyc2uFdD78fhFRr2ZFC+j8ZgNeTf33DKlRfJm4GVJgCAZqcMewyRUQLHPvxY/b9XDo9FxpmXZ3gx3MmeemUEGyahLbWdiZ4VCoxgtchoNX7+ese4Gq58crosLK59Mua6p2TsMB7BwcWG6NXILTTYPhoX3lGT3U6luRmtum9Gd89yNXrAQHVx23LnHrF+8gh18YARanzHCedetQRp1jZOIm+8ecPZzG4bqH54+VWaQZPjzdq6F40Rr/uoNB5fePterdsHtCZl2GOIjBL48I9/Vt3HPlSf0ZNAe+vF8AyTmIme+jTT8Aj2HAIjMOQPq//jhidV+46DjnHddrBHFhZaRDytOZ243kMYJoBERyg8EoIjFhvBvA3Bq5ElNMLJoNE+Gtb8jHlrtznlqhRppcnWzu1OW7cCxuAOGuoaqkiA1NiIVWPk85A33rzhovAdU9T4RUFY+9ng/zFqdo/5Pz3OSuPxhafPJDC46AAgjTLsMURGwdAEQRrTJ0NF+2J85tzrA5Hh9WK4czHE1STiMIktMH6ZnOQZzsFwBEa4YoSM+tm/GK/nX9jGddSUZbG4CIVFLCrGBNxgGCsQhtHYoiNNbMhejVxCg00EHfLr9KGgSpC2G2/FM02M8RrdNsIxWvTr+uK2MZnGs1K4wawVeePNG06iu2eHGh8KsqB+Yg8QeX14HfqoNJ5EeMr/0ClqfU/l+Qd9lzLsMURGwZiTVo8c7dGG6oXpCy0vBokMaUVJlhcjxzCJOY49XEWSKjDCFSPkSbj5uZmRUW3feSgpLhLCwhISP30myc/+PflZFB1GcAhiw3g1soSG2UsjWt6anAh65s+fdoRCb5B2AW3F5ayxwY1/TQfXjVFLGmT6dT1oQOzCH81/aU+W3f72c4MmT3F+lZtnyNgGaQ+M4tbPkyHOMKyud8DKt3Dvxc3bK07H9jpwMcDFQhqVxpPwdkTiLxwuSckvAIYy7DFERsHQwVrGIJkj3NsmzajAixHOxWBeDHGYhAQGGyaJBcYDXoFxeigwgkmdbeqf73he3fzb2eoLg55NigvjrbDFhM2Nzybh97no8IkNW2iEwyepQkPvo+HOz1i1bZ8jFHoLnTNjiwyaAMrbvNmxjS8Z+0g0kCjQxosbZxaG3TPGURvCxBBA/JxvnkdCCDBDa+fNhyQk0kRGNenYwxR5xIGPSuOxwwd1mxRp3PMBAKcMewyRUSA0VJIwSFs6I6Fx7QPP1dCL4RkmMfMwwkPN6OwQmuRJczB8AsMeGgmGRZi4iESDERO/VqfdZPNcSHyNwjjCQxAb1QkNs2FXctjk/klzHYFQC6QJoHTgHW/7ZiZhcCNhEQsO577l7SCkcGnx8nv6szXp0RjPxC93+j/Hr3WfkEi7lzcd412xjXkeccCpNB4pPE+HfwZAogx7DJFRIGaoxIZc7sZg/WjEU2zCZ/VeDHGYxJ6HER5oRgaaD5G4AsP2XjBxkRAWz6nTbjb8JgVLeBjBwcWG7dXIEhpXPKzF0l/SPhr2/Ixw2OTMIc844qBWkEjkbdpqe2YkDW44RLIoFgWOWKixyLDjtOcdUDhjfLkR9uGKB09+2L2sdHi+ous55lL0Jp684flnACTKsMdaUxw6pEUG7foJkVFDtu3Y5XgybIPV3fOR+pdr7k0MlcS7e0peDHtFieTFkIZJ3HkYwZbgGQKDey9ufFYLhFhYhALilt+q0wYZnmeE1ynMLUxw2GIj8mpkCA2ao2HOQfEMm/zNVaNV5/5jjjioJXzIpNVWmXCDa7wKkWveMc58uMRdFZH1nD1cog2kETTW8EsU/9AxarRgaCUScbF5HfYQg5PXjHR8Rjyt/BKVxuMNn6hbd/4KABJl2GOIjIKgjZr4L15ancANFgmNz3731sRQySmWyIj2xbBXlNhbh3MvRrSaJB4mMXthJOZhXPVYtsCIvBeh58KICxIMCVHxQsCtDHPdFh0JsRF6NmjohXk19AoUj9DwDZtQmZ+cvtyp41ojDZm00jbj3DgGRsueACoYZDPh0CMqxM+JfSDiiZ/GSAYTGF1DT54S51c7G9IwIobP87DTtFfJ8LxJ6diQKDLxxGWI50eYawlBIwy7VBpPani7HTz5BsCmDHsMkVEQNE7PDZFZYcJZtWW3+syFt2UOlbheDBIZ+b0YSYHxeLBkNE1gJLwXXFwYMTFOnfZzmxdDrGsUJhIdgtiQvBpejwYfNgm3H7/sQfWdeyc4dVsE0iqTvQcOO+8AKAY+EZN/rhW1jLeWcQFQK8qwxxAZBbG766BjiGhDJ26wDFMWrQlFhm+oJJjwGe+LYa0o8XgxPjUg8GJ4h0nsSZ4+gRF5L5i4MALithfVabeNV6enoMMY4UGCwxYbodA4XU8QtYWGmQxqC43ksIntzfif1zyhOg8UO0xioG3Gedu24lLWRkSey5GcE1ILeDq9oag8AtBbyrDHEBkFwedj0Dg+N1ackeOmJ0QGHypJn/CZ5sVIGSZJrCLxCAzjvYjEBRMWt09Qpw8mJjImBPduN2JjvCU2jGfDeDWC4ZNIaFhzNPSqE2fYJLnaZPz8dU59Fsn2nbsT7dtq8zIaDTOEwoc/ak1Z6QDQCJRhjyEyCoL/0pXmY0icN7gt51CJNOEzXFFizcUQvRjOMAmf5MkFhuW9uO3FUFiMj4TFGcSQ38nYooMERyQ2mFfDJzTE+RnxahMq2+WPT3HqsWikeRk4MA0A0EyUYY8hMgqAtprmBshsLZ6Fngh68Z2JoRI6bTXXUMklI4M9I9jGW6leDDNMEgqMxBwMR2DYnotYWJw+5CV1+lBikjr9jhD6X197KQ4XeTdCzwZ5NSShoSeDJudnRHtoMG/G/3nDU85W6GVA82t4G+871OO8CwAA0KiUYY8hMgpAmvR5/IOPHEPlo+21+cn5GN8drPoPe0bd97tZaurSTfrAL+lU0dXbD6j563eqp95coY9v/9rw51O9GOIwiV5FYs3BCAVG7L2IPRdaRGhRMVmddifxcoLT75ys7wWig4kN49VICI1wjsZNzzneDGcSaDg3Y9rKrU49lIG0X0arnsoKAGhNyrDHRmQcOXIEIqNWSJM+abIgN1RpfO6Hw9R1j/1OTX1ng3OvEjoP9Kin316lzv7leI8XIx4mieZh6FUk1hwMW2BEnotJWkRoQTHsZfXpYa+oTw9nDHtF34sFRyw2kkLDzNEgbwYJjXDYRPJmWHMzhk9c4JS3THgbU7vzdwEAABqVMuwxREYB0EoDboC4gaoH7Tu71c2/meXOxYi8GGyYxJ6DYQuMOyYFngsSF1pQvBow4rUk5vpwS2w4QsOao2EPm2R4M/55yG/VoToMk9jwyZ802Ze/CwAA0KiUYY8hMgqAryzZtWuPY6DqCZ2uetEjUxJzMaLJngkvhhEYE5jACL0XJDCMoLjr9ZAp6tO/mGJ9fj0WHOTZkIQGHzYRvRnJlSYLN9W/TqldITIAAM1KGfYYIqMA7JNXeysyVm3tUuNmrVRDfj1NXTD8WXXmz58Sl67+j588ojej+s7IieqBVxer8fPXq9U7Djrx2YyZtS4w4PZcjIQXgw2TJDwYoeeCRASJil9MVZ/+JfFGSPjZCA5BaJxBooUPmxhvhmduBomMix5+zSlLPZBWmPB3AQAAGpUy7DFERgFww5N3ZYlhypJ1ej7Gl66+X51qbyWe2B9D2OWTLV01q0q+99DLatSUpeKv//Zdh9XnB48LhkrSvBg0ydMeIrEFBomKu4lp6tP3BJx2NxEKDhIgltCgOPQcDdGbkVxpok9wZctZF27a65SjHlC78rbm7wIAADQqZdhjiIwC4IYnj8igpasjX3xTfXHgPcHKEt8mXOJW4vYun9LS1XiHzy/c8qy6+fk5aoFlqLXQGDreWlESzsVwvBiywCBB8el7pqvT7iV+H3PP9EB0OELDGjaxvBnJuRnykMkXbn3Oqbt6AZEBAGhmyrDHEBkFwA1PmsjQ4uKF6epz3x+Sb6dPj8hw98cwu3wKS1fDvTH+acQENXHJZp0PLTTunBgNlZj9MPRmWkNfUqfRMlUzTMIEBokJLSpGvqlOG/lWCP3/JhMa4dBJ6M2goZfYm8GHTMxy1nBzrnCVyTdGTnbqsF7QsmTe1vxdaEbsg7YM0uFe1WAO+CrqHA9zMFoi7zl377RPm7X/5+F8ZYh3C7VPT03mxRcnAPWgDHvsiIw5c+Y4gWpJGYWqKz2u4ek+4j9T44sDRjjHu8siQ9jpk23C9alwK/G/umKUdeIqExl86eqNz6p//OVLauI7W9TEpVuSIsMaKiFBECxTDUXGL6fq4ZCEwLj/7ST3hWKDwpC3g+ZocG/GUJqb4RkyEedlPK0mLn7Pqcd60OoiIzoiPTS4tTjZ02egK8HkR4ojPn01aejNZx5eirfWIsMWaObZWtQlAL2lDHusNQVERu2gXR+54UnbiGtr12F13m1PCCIj2E7cKzJ+6IqM6LwScStxYX8MtnT1e796S33+zpes+RgpQyUkGMiLYQmM0x+YoU5/cGbAAzMCoUH37v190pvBhky8IiOal+FO/vzGPS+pUVOWqYUb99Rlx0+iz4gM87kGhtFnoCuBTjT1xcFFBTf8PLyPokQGzkYBjUQZ9hgio8ZUKjIM89q3qP6Df1WByJC2E0+KjMiToY91zxAZ4qRPj8gwkz1pgqcWGW+p00lkPDhTnfHQLHXGQ7P1/6fdPyPyZviGTJKrTMITW/VS1kBknO4RGckD04JTWS984CV14f2/U3e8OEc98Moi9cDLC9XU5R1q3vodat46YrtT772hz4gM+xc+G0qJDGoYxmAbZ2OUbchAc0POjTdPi8IZgRGlz4SPIzKYQEpLM82T4StDMu1skeGkyYZUeHkAKJIy7DFERo2pVmQYVm3dq657dKL66x8Nr05kXF6OyDiN5mMYkXEfiYzAi6EFxihJZEzPJTJOzysyEueYBIelfTo8kfVTl48K6oJOo73kvqCOaO4K1dnFdwXnvtAqne/dqf760rtV/2Fj1fl3jlXn3zFGDXlmiho5/i01ZfE6PV+Gt49Nq4sMyZhHRtv6Jc6HUyTDbe7ZXgifIdf3mNCx85fHk5HIu+XFSE3TIzLSypBMuzKRYUQTvBqgXpRhjyEyakxvRYYNbSl+yf0veERGBcMleUSG3iMjEBmnZ4kM2nAr4cmQhktmau+GngQaDpeQMIlFhjBcIngyfMMlkifDHPtOQssVGXdrkUGHygUiY5iuU6pbfcItCTo6jO6CW4MTcPvfrE4970Y1ZfFap10MrS4yuHH03eNG1/Ye8Hs+o87v2YaY54/Hmcgf92Sw4Ym0NCVhYXtPpDIk065MZNjl9JUVgCIpwx5DZNSYI++7B2elrS7JAx2G9uKsVerSByekTvyMRUYw8dOIDDpMTBQZzkZc7EC0aOInFxlm4me4soREBnksjNAg7ImfJDKiiZ8VzskQJn4mRUZwUBp5bajMJLBikXG/+otLRroig+owTWT0v0V97gd3qHFvL3PawgYio3iRwQ25lF4if8JEz7xpliEyeBh9LUyLoLC8TAAURRn2GCKjALjh6a3IsNGCY85qdebgMYHhrHQJq3S8u7DbZ7SE1dmIK7mENeHNIK8FCQuDPemTNuYye2VEO396lrAmVpckl7BykREc+c5ExoBYZJAAS4iMH7giQw9JGZFx/q3qyzc+rDq7stvs2PEPnLbm70IzIgmJtHtphtv2SBgDy426NAwhpWPwGXmdl5yeDDFNj8hIK0My7WyRYdLjXgs7LC8TAEVRhj2GyCgAbnhqKTJsnpy+LLEZV1JkyJtxRUe8i+eW8C3FJwQeBuvMEu7NiIRGYq+MQFwkBAZfvqrnY4QiQ9xa3Nonw3N+CQmnhMi44mFddq/IuPgXmSLjyzc9orp7Tjh1LdGqm3GlGXjfPfvXODeifLJmZNQtg62fGZoUD3xuiInTnnfBJ0pKczIScaak6RMZaWVIpi2LDPsZPv/CjpffA6BoyrDHEBkFwA0PnXHBDVStuOHpqcG24pcG24rLIuOx+Jh38QTWtMPRwnkZ4V4Zp9l7Zei5GYHQCHb9DMWG2YCLrhmBkZjwKeyR4czHCHb8jLYVJ5HBTmIN5mOQyHg0FBmjLZHxQCAyfjQynPRpi4zhoci4IyEyvnLzo7kFBtGqIgMA0Dcowx5DZBTA9h3JI8B7c0BaFqu37Y/PLqGJjpc9qP6fW8fqpZwPvrZEPfTaO+qh15fq/STGzmhXo6YuV6PeWKG3Fr/o0TfU529/3p2XwYdMuDcjITRo6CQ+HE1v0GXOLNHiIpyHYYZJorkY1lCJ7cVInY8RnF0iriyxRQZ5Megcl0vtlSWyyKBzYUhkfO5HI1TnviNO/abRtW9/op07tnY67wIAADQqZdhj0hTd3d0QGbWEH/W+fedux0DVkr8ZOFrdMOYN9caKDtV9/A/O/Sy2dR9X09bsVMNeWabOHv1GIDLM+SXMm0HiIBo2sU9iNUe82xhxYU5gNQKDH45mvBjSUEnKfAwSGaexlSUkMtyVJfLy1U9eSCJjiDr1O4PVyAkznHrJAke9AwCamTLsMURGAezam/yFS3AD1ch0f/Cxmrh0q7pp4mL1+eGTkwelmXNM7nw5HDrhYsOCro0gcWEd8e4IDI8Xgw+V0HwMe6iEz8fIsXxVFBnfJZFxe8VeDKJz+w4mJvc47wIAADQqZdhjiIwC2N110BEZH/7hY8dINQvT1u1WN720VH3hrlcsj0YwdKJXnERiIxQcETTBM5jk6QyRJASGmYuR9GLcNG6+uujxaZUNldjzMRIrS+RJnyQyvnT1/U6Z88DbmNqdvwsAANColGGPITIKYP9hd0MuWu7IjVQtWb39gBo/b62644XZ6jsjJ6rv3jdRG16zX8Y/Dn5OXfTQK+r7o17VZ35MXLRJte885MSTRfueo2rE1NXqnx6cpiduauFAE0JDwZGArtE9CkPHuksCIzFMEngxbhq/QG3rfl+LDHlViTVUYu30GQ2V5JyPYSZ9fuXmx5xyZiHtkbH3wGHnXQAAgEalDHsMkVEAB49+6BigIpaxrt62Tw397dvqH372hLwpV2K/DGspa7TKJNgz46JHp6qHpr2rj3vnaaRBgmPMwg71vWfmBiJCQ4IiFBWhsDDiIk1g/OO9r6gxczdqcUEHnn3v8enWXAzLi5FYVZJnqESYj8EmfdLS1UpWlRB0si5vY9rtlb8LAADQqJRhjyEyCqJjS2fCANVyhcm8tdvUBXc9F+/8Sb/UU/bL0N6MgY/qX/60Q2a0+6fZM8Nazvr5wS+om15coI9+736/siGeBVsOqFEz1qubJy1XF42dEwkLvTpFMyE8n2S8OvuR6XrOx5h5m9S27tjLM619p/r84HHxihKPF6OyoRJ7O3F3PgaJjPvGv+2UJw2+soTg70CzEm0M5Tmsizan6s2eDkH8+Z+X9psINsaqLJ68SOnxPTEkgn09wk2/UvLmuxdc9++xwTfwsrH327DD2fuX+PYu6U14g34nwr1T7K3SDbR3CH8G1J8y7DFERkHwFSYkOrihqhTa7fOC4c+GZ5gMF0RGcikr/bI3IkP0Znh2AI2XtD6nzh41VXsY2ndXPjHShrwe2w75h4zIg/G9J6azyZ7WipIML4Z/VYk0VGLmY1g7fV5wq5qyZJ2TLx980mfnNrfjbVaMEaSNqmRD2LtDvXxG1ocvvO96b+HxBuKhwqPiU/Lmu+eKDCsPpt4F4Uf5Gx9tNhY/54vPG94qJ78uhU/m292gzUCiQxImoP6UYY8dkTF79mwnUC0po1CNgDT584MTf3SMVV5WdXapL137oP4FHhyWRiJjhB4GkE9k9XszEtuMR5tzWeeZMKFhNumiIY2bJixW09bu0itQeB6rYcHmfXoOhj6kzREYfEVJlheDn1fiHypJ7vT5c72d+GcvvlOt2prtcaJJvLxtd+7d57wDzYoxJKPbXONAv3QvbhvjGJpKkAxVGr7wvuu9hcfLP+ch7RnfPZ8oiO7nEDvBrqOhONBtFYsSydjb4fl9/pmHt8ONnjxFDRJEhl0m+zpoDMqwx6QpSGQcPnwYIqOWSJM/aRyfG6w8jJu5Qn3ukruCg7ykE1kr9mZYO4AmhEY4bCIJDVrxobcdDzfruvUFddbD09Sw195VE5d1ak8Fz7cEeSymrdmlhr26TP3jPZODuCkNn8BwhkmCHT7FvTGiCZ/hLp+ercQ/Ga4qof0xyIvxiQt+rk9eNQejZZ1bcuSo27Zd3Uedd6BZiQ1c0kDEBiZpABNbY5sj4U0ci+KtwZPbgltG3No+3D44zM1P+nW+DbkZ4qD8xduKC8+IW5NbYSxj7dyzPvv+53kbNHlKSnlSREa4bXna0I0dBxcJXHRkheefeXj9Oaw//VcSGYvGOHGAxqEMewyRURCH33e3F69mXsbUJesDQ0i/uOmXtxYZdwQG0/FmBCIj1ZthH5rGh018QoO2HTfHwWuvhhEbseAIGKc+f+dL6ntPzrB4W33vVwFB+N+G+2AEe2FEG27lFhju5lvpXox8QyWByLhZnXLeTerLNzyouns+ctrCsGfvPqdtu4995LwDzYpt4BIGOjIkrgHkzwX/xy5033wFbkwlo2Tissf4g7NPeDwsr+aeLRIo/qGx8fQbUvtMEVtosfw6efD9H+fNN6fFNuA8neB+tsig9vKVTRIZdnh9P0o/SIvXTSK87TURRIbk9QCNRRn2GCKjQLbv2usYoxMf/9kxWml89ofD9C/tQGgM1r/A4yGTnN4M4TyTioTGz54NzjdJeDWMZ8MWHD5IWEjiIkNg2Btv/eRxNkxCJ66OSq4o4V4M34TPC4dEq0rMUAl5MU4972Z16rk3qlPO+Zn6l+sf8AoNPqm3leZjEAkDaRkPIzi4AbQnC0annQpGUnqeex9sb4iUH991aSghSi9RhtC7oj/LRpCn5xNIPKz3f2aAeRzJdLNEhvtcfC8pCtJEhhTePGPa0R4uk8Lb8fMyRteEOSSgcSjDHkNkFEjXQfcALXK1c6PlY8ridfoXNv3SNt4M/Qvc9mboCaD+uRl6COGyBxPejMSwiZmfIQoN16sRiQ3t2QgFRyQ6LPFh/jf3dVhBXOQQGLQiJiEwHC8GX1GS5cUYEnkx7KES8mKceu7PVL9zfqr6ffMG9dkLf65WbUluCS8d795qm3AljWVo2CLDLBjQxK9f18gGcca/wn3P83xI+fFdl+KJRY01zBOJizFqtmAYebxpeedhvf/XSmQIZYzzJ8TnmZPhC89x688WPJS/pDjU4sQqp56rkeJ1AfWnDHsMkVEgB466Bolc7VxM+Bj54lvBL+zzSWRU682Qh00ijwZNBNXLWpNzNAKhIXk1jNhggoMOM6OtwC0CUWHNuTDPcXERLlNNDJFEAoNN9HQERsqKEu7FsPfGsCZ8Gi9GJDK+FYiMU75xnfrsdwapKQvbozaR9sfYf+R9p+2bGW7gjKci/lVrGVAyZN4hEcu1nhAj3Bi7v6jT8iNdN/Ekh0tig6wNLBsmGd3mDs3weOO4TDqx4ND39BCDICyc/3s3XMLjSDwnDIPE+Xbj84V34jTtmie8I6RcYQIajzLsMURGwZArnRulvEMmU8mTQb+wzx+kPpHmzXDmZlj7ZniGTeL5GeH+GdyjYTbrkrwatuDQQyk2lqciEhVMWCTEhdkHg60iYQLDPw/DGiaRzinJ6cWIh0p+qvp96wbV75vXa5FxytnXqH5nXa3u/c3UhNAwQyZbO7c7bd7suAYu/OUv/BI3Rjf4FTtGjWaeDHK52/Mo+PP6szaG7uRRX3581+14uBG3hYL02Y3XnpPB4rKHh6yVNq6wsNJL7D+Rd+KnPw82ZojDxp5nYa7ZIkcKb6dpz0PxhU/k3REZcVl4fkHjUIY9hsgoGGnIpJJVJqu27lUjx7+lfjTyN+r8O55Wf/2jETm8GclJoLRBlxk28QkNMubOHI1QaERLXG2xIQoODwlhIYiLxPBIOMnTGiJxBIaZh6FXk/BhEr6ixJ6LYXsx3Amf9lBJIDCujURGv69fpc67+SG1dW+3bhcSiuSVarWhklrBjSwAoPEowx5DZBRNj3vGBW3kxMVEpcxb06mmvrNR3fe7WerSByeov7/u4eCXuzBs4giNy1OGTmyhIYkNW3CYoZRcxMJCFBdsFYk4RHLFKPWXocAw8zCcYRI+2dPaFyPbi2GGSpJejH5f/4nq97WBqt+/XqlO/uqP1b3Pvabb4I//8V9uewMNRAYAjU8Z9hgiowR27ulyhEYRB6bRjqBTl21SQ3/zljpz8Fjv/IxUoaFXnYTbj9teDSM2RMERi44zQug8lOGTlqgv3PqcNd/CCAtBXETDI+EyVS4wLucCg83DSBkmMVuIkwfImYvh82J8I+nFCETGj9XJZ16hTv7K5er/+sEgNWPpBqetQQBEBgCNTxn2mDTFwYMHtcg4evQoREYRSBtzVbNnRqWQ6HhxTrv69t0v5BcakleDezYcwRHwT3e+qIa/tFif7jp21prEvSi8eV4SF9bwCBcYZojEERiJeRjCMEnkxYiHSWh+S2VejKu0F6PfV2ORcfJXBmhufvh5p70BAKAZKMMeQ2SUBD/LhKDjwrkwKIrOA8fU/ZPnq68O/XViaWtijobHq5EUG0nB8Y17XlLDf7coOjZ+28Hj6sqn3nQFRSQqYmGRHBqJvRfB0e3uJE9ZYLB5GLmGSYQVJZlejCsDgXFmLDAMV96Nw58AAM1HGfYYIqMkpAmgZXgzJLqP/0G9saJDPfDKIjXgsVfVd0ZODIYjrkh6NWyxQV6Gs385QV300Ctq1JSlavrKTnXo/fgsFvqfrv/tTf9uiQkbLiyS4sLxXvBVJHwORqbAsFeTSJM9SWSQwPCvKMnyYhBnnHutGjFmstPeAADQ6JRhjyEySoK2Gd8qLGct05uRh/kbdgVsDFiwMbkZFWfbwR4tLr5w49jY25HACIpAVCSEhfFcWOLCHh6xBYY+wt4nMHzzMMLVJOY49/TJnvKKEp8X45+vuFONfXWO2tZ1xGlrAABoBsqwxxAZJbLv4BFHZNTLm9Ebut//o5qwYL26om1qKBjMsIqLuW9EhSMsmLgQh0f4MlU9B6MagZEy2VP0YgQCg7wYnzn3enXejfere3/9qlq8rtNpWwAAaDbKsMcQGSXi82ZUstV4rVm9/YAa+vxM9cbyDjV//U7nfueBHu3ZGD9/vRr24lz19REvJIdTrL+2kLCHQMxfSVjI4oIPj3CBYU3y5ALDmocRCYxv/1x9+aZH1Lw1W9S8dovVHWru6g7V9socNfKFaWrk82+okc9PVXNXbVZzV72n5q4MsOvjxJ/+02lXAABoRsqwxxAZJSPNzaB9M/LuAloE/3DTr4K9NMLVJ2ZSqJkYalahBPM2YnFg5m/40BM4I1HhERbWsEgsLsJdPI33gu2DkSUwPmFP9KTlqhfcqrp7Tjjlzgu1DQ1r0SZqtO8Jb1MAAGhGyrDHEBl1YMfO3Y7Q2Hcg2EmyHtzw9NTQmJPQoI27QrGhtyNPERzhZFFbeOgJm85nK7wtLAYE8ephEeO5CL0X375nnF4NM3X5ZjV12Xvq/snz1GWjXgr3wXAneSYFhjlhNZjoed7QJ50yZ2FvHW5oxS3EAQB9lzLssREZhw4dgsgoiwNH3ndEBlGvSaDf/uXz4VBEuEOoERvGs3FpIAIcwWEg0cDFhxEToaAwmOdjYWHExX06TUqbRA/Po6Fz/1F1/ZOvJQXGhbLAMPthnDekMpHxwYk/Om2jheChHqctAQCgWSnDHkNk1IndXfsdI1aPYRPasCs+7yTcITQSG+GW5Jfcp0XA//jJo+r/vuUpUXRkY4uKpNfCHhb5m4Gj9RJbnk9O574j6oLhz0YCI7EXBltJ0n/wr5zn09gueJq279zjtCEAADQzZdhjiIx60fOROAm0a99+x+gVyX0vzUkerKaJxQYZfRq2oM287Odon42fjp2mhUfk7RChewFGVMTCgs25+Ld71A1PTXHymMbUdzaoL13zgDXJM7mjJx1+1n9wm/OcjwPd7pyZjq2dqvsY5mIAAFqLMuwxREYdOXjkuGPQiDJXm/z3AfdFJ7jSclAtNkLBcdnoSbm8CuPnrtU7iRoBkWSkJSgsUWEJi2hJ6g9/qbdB5/FnQd6YkRNmRJM8bYFBS1X73/6E84wEDVfxtiD2HjjstB0AADQ7ZdhjiIw6s6frgGPUaMIhzQvgRrDWvDhrVTCvgeY30CoNfYprIDj+5scPaOPNn0lj3vodesJmQkg4goILi3jFCE3qnLduuxNvXjr3HdaTPJNbht+ozrstW2R8+IePnYmeBIZJAACtShn2GCKjzpAbftv2nYJx2134/Iy/v/ahcGXGnUmx8f0RehiFh88LrQb5hxufiMWEwRYVlrAINtQKVozwuKphyuJ16u9+/MtoR8/zbnvcCWND9SzNw8AwCQCglSnDHkNkNAC02kT+FZ2+pXdvoLkMp144RE+apOWfSbExrGIvhsT9k+aFgiIcgokwoiJciqr3uwiWpPI4esPIcdPVZy66XZ1322POPRuaB8PrnsBqEgBAK1OGPYbIaBCkLceJoiaCnn/n2GDbbdoZk5Z/kti4MBAb17e97ISvltXb9ql/uOFRWVTojbQMgbjhz/eW7p6P1LzVm53rBp/A2LPvkNNGAADQSpRhj0lTHDhwQIuMI0eOQGTUk117ZYNXa6Exb83WYBUGrcggIrEReDZoeSh/pjeQV+TShyaKoiLeTOtO9ffXjXKeLRJpJQmxY3eX0zYAANBqlGGPITIaCDrbpAyhcd2jE/U+ErQag4uN6x6f7ISvFde3vZIQFWanTrPXxfnDnnGeKQpawcPrmOjctsNpFwAAaEXKsMcQGQ0GTTQkQ8eNX62ExtZ9h4PlnecPUqeef2tSbHz7tpp7MTgvzloZ79AZor0o3x2izh821glfBGkCAxM9AQB9hTLsMURGQ3JCXHFSC6Fx3SMTgqPO9T4SSbFx/h1PO+GLYNysd4MdOr87ODyOfXDkTeFha41vDgadSwKBAQDoS5RhjyEyGha/0Nizd19Vy1tpEuTnvj8k2D/ivJsdsUFzNfgzRXHd45PiYZrQi/LXP6rt6hKOT2DQUtX9R94X2gAAAFqXMuwxREZD4xcatLyVNpDihjSNkS9M1/tGnHoucWMsNs67WZ03pLLzPWrBJfc9HwzVXBDs1Nl/6FNOmFrg2wcDAgMA0Jcpwx5DZDQ8fqFBe2tUcnLrZy68TfX71k9Vv3N+6oiNee1bnPBF091zQv3dVfcG24CfP0gNHvu6E6a30M6pdPAcrzsCczAAAH2ZMuwxREYTQIZw+w75lzhBSzG5ceWMe+sddco3rlP9vnm96vfNGyyx8VP1d1fc5YQvCxI35pwR2qmT3+8N3UeOOXUFgQEAAAFl2GNHZMyaNcsJVEvKKFQrope37tnnGEvDrl17UodPvnjpHeqUb1yrhUZSbNygxr211AlfJkPGvqa3AefXq4WGR2jeCq8jA+2DAYEBAOjrlGGPSVOQyOju7obIaAa6DsgbSBE0fEK/3rnRnbtqs+p31tXqlLOvCbDExhcH1H6XzWro7Mr2xuTh2PEPxC3aDbu7Djp1CgAAfZEy7DFERhOy/8hxPWGRG1ADeTXsU1zPu2WU6vf1n2ihkRAbZ1+rh1G4oW5GyItD5eZ1YaD66uo+6tQlAAD0VcqwxxAZTcuJ1HkaNNmRjO+qjl2q39cGqn5fu0r1+zoRi43PfucWx1g3GzQ04tsePKqLbTvUgaMfCHUIAAB9lzLsMURGk7N3/yFxeIB2tSQjfO39z6p+/3plABMb9/52qmO0mwUjLqSy22B4BAAAZMqwxxAZLQBffWK8GFv3dquTz7xC0++rP06Ijc9ccKPenIsb70Ynr7gg7wX2vwAAAD9l2GOIjBaCjounuQdmSevtj09QJ3/lcnXymYQtNn6sRv6m9ntSFAnNuaAdO7PEBZUfx7QDAEA2ZdhjiIxWo+cjdfyjj1X3sQ/VZ869Vp38lQEhSbFBXgzyCtBqlLSlr/WE8kfDPr7dOjlYmgoAAPkpwx5DZLQoo1+cbgkMm8vVtff9uzbi9mZVtDKjEQQHpU/5SNvngkPiAhM7AQCgMsqwx6Qp9u/fD5HRaowYM1kQGAE0V4MMune77e079NAEeRHspbBFQKKC0qH0fPnxAXEBAADVU4Y9hshoUXwi45r7ntHGnQw7N9ppkKeDhADN96ANr+jMlLxeDwpH4Ql6ft+Bbh1f1vwKCZpzQStGIC4AAKB3lGGPITJalAkzlibExRnnXqu+f/sjas3Wvarnoz+pPV0HHAPeyGzfuUftPXDYKScAAIDqKMMeQ2S0MNMXr9UsaN/i3NP0fKS6Dh5WO3fvdYx6I2CEBSZzAgBA7SnDHkNkAA0dwLav+6jatXe/2rZjl2Pwy4D2tti5d5/e/hvCAgAAiqUMewyRAUTIyO8/3KPnP+zc05W6hXk1kKAgTwXFv+9QD0QFAACUTBn2uC4ig18DTUTPR1oUELSlOYmELGhzLPMMxAQAADQGLSsyAAAAAFBfyCaXKTIOHz5cvMigAgEAAACgvnD7XASliwwAAAAA9A0gMgAAAABQCBAZAAAAACgEiAwAAAAAFAJEBgAAAAAKASIDAAAAAIUAkQEAAACAQoDIAAAAAEAhGJFx8OBBiAwAAAAA1A6IDAAAAAAUAkQGAAAAAAoBIgMAAAAAhQCRAQAAAIBCgMgAqezqOhRxsOeYw5qNe1w2dDhs3rHDYcE7Gxy2bN/tsHPfYYctu7sdVq3Z6PDetr0uO/Y5bNm+12Hrrv0OHbu6HLbtOeSwt7vHYe3GDoeNnbscFi5b5bLgHYeVHXscZi2Y7zB74RqHWQuWOixYvNxh0bJ2l6XvOixds9lhzXs7HRa8s9KhfeNWB/4eAgCaE4iMKujuWa5GDxihxnecSF7vmKIGCdfriS+veYHIgMhwgMgAAOTEERkzZ850AoEkvTXcZeLLq+86ByIDIsMBIgMAkBMSGfv27dMi49ChQxAZechroBsBX1591zkQGRAZDhAZAICcQGRUgc9A8+vdPTvU+KED1Q8vv0ozelF4XQ+rBNcvHjBGze45ET87eUwUftDkHRXHw68PmjzFyWuQVhzfxW3LnedMOhAZEBkOEBkAgJxAZFQBFxPSdSMMjFCQwujPi8boMMbwRwZ/0ZhYgND/4fW88Rghsn7yCHVxRl7jz/FzZn7J20s3RuzvOeIw/e0lDq+/OsXh1TnzHV56ZbbDnLnzHSa9Mcdh2aoNDosWL3WY8fYchzeXrHN49dVXHd5cuNphzrxZDq9Mm++w6r0dDstWrXXYuHW7w9zF7zq89fuZDr+fv9Rh7tLlDq+/Psth6qwlDi+/OtVhxrzFDnPmLXFYtHqTw7J3VztMf3uuw0tTZzm0b94VYb+3AIDmAiKjCriBlq4HRjr2LkRhmLfAeBJ4nG5cScHijYeuD52i1huvRo68xvEl8zu7bSBEBkSGAxcYEBkAAB8QGVXADbR0XTLaOozvOjf6QhrklTDDGN54IDIgMiAyAAANAkRGFXADLV1PHy7xXU8XGQQJDXtYRI6nVsMlYyAyIDIcuMCAyAAA+IDIqAJjkO2hitjwu4bbnkipr7OhjszhkkXxZFDfBE8Tj75uhZcmfhrIU5F4zorPCBOIDIgMDhcYEBkAAB8QGQBUwOrV7Q7zl6116Dp6woHHBQAArQ5pChIZBw4cgMgAIAsuMCAyAADAD0QGABXABQZEBgAA+IHIAKACuMCAyADVsKJ9g3rsybFq+N0j1Z2/uAc0EdRm1HbUhrxdgQtEBgAAlAgZp5GjHlHT3pqplixbqd5ZsRo0EdRm1HbUhhAa2UBkAABAiTz21Fj1xpsz1caObZrNnTtBE2HajdqQ2pK3L0gCkQGairXLl0W8taTdYeb8dxxWr17t8M7KjQ6zFq9yWLh0tcPS9jUOr0+Z7fDuxi0Oixa947ByyzYH5zyYjXvUsneWOMxbtcVh4fJ2h1XtaxyWr9vqsGjFWoe1HZsd5ixc4zB37gKXpasdlq3Z7MDbuZUZcc99asnyVWpTx3YNN2KgsTHtRm1IbcnbFySByCgYvleGtDFWb+D7a5QBP7DtYmuH0bxUm2+IDIiMZofG9Ze+2642bt6m4UYMNDam3agNqS15+4IkEBkFw42p3oGzCqPsg8dfNGbDLrOxmLk23vqch2rzDZEBkdHskGFatnINhkuaFNNu1IYQGdlAZBQMN6b8c2+pdXxpGA+GLTCqpdp8Q2RAZDQ7RmS0r9+sWbNBpn39y2rwOf3V2eeeHzH4pfeccLWkfc5T6rJzrlGPzCk2HUNQRje9svNRCabdIDLyQZqiq6sLIqMouDFNbBee497oNjp7JDzynQ1T6IPSzDOL4i3B7fNMzNbhie3DhXj09cS24p7D14Trbhg3bn6Pb3cupa2PuGdeH4gMiIxmhwzT8lVrVTsZrA2b1dqNHSJrNryiDfCjc4MwayaNUGedM0JNSHmmUngavaGauKp5pt6YdqM2hMjIBiKjYLiQsIdL+D1XZMQHoGUduBbFSYZZEAKJuClMKDik+/rzojFuWuyEV47JS1K0JMsjHdzmS1sSGSvmzYmYtnC1w+J3lju8PmORw/RZ8x3mL1rmMGP2Aoe3Fyx0mPrmEod329c6vP32LIe3lr7rwM+DIeYsXO4wa95Ch5enz3OYOX+Rw4LF7zj8fvYChxl0Bgxj/OQZDtOmT3Pg56MQS1dvcuDvUitDhmnF6nVq5ZoNmlUeVrZPUrefc7V6eOZ68XMtqGWc1cRVzTP1xrQbtSFERjYQGQVjjGs88dM64IwbV0dk8F/66eJB/Jw4XC2MO/Qa2CKCeyBsz0cyjJuHtPvkSYmOpvccQZ8nbQNEBkRGs1O1yJgwTJ115a/UW+3h55m/UpeFwylnnTNMjQuvjxsaD7GcNXSSFd9c9fCV8b3bxlP8ybAmzdEz5uiwt0+Ijb+dPk8jeM5N15dHXxl913neTb6k+KNnHxsWhb/ssbkVx2PnJ5E3iIyKgMgoGG700+7VWmTYzwSekGQ+yJtghjR88SfTSp+TIcWRX2Skp22AyIDIaHbIML3bvj6TFasnqdtswz1kErt3tRo1Y13wefwwdeljc4TngzArVs9Ro67snxqGf6Y47TSfH9Jf3TY+CCc9nxZXnjz6rufOexi/qTeTd12Oc4ap51e7ZUqLxw7jAyIjG4iMguEiIHkvabSDoQ6PyEgdLvGIDGu4wR66sJ8noREfU+/GzzGeET7XglaXmDiSwyVG5CTvucMlbtoYLoHIaEXIMJlfw2m82x4Yv9Ez16t39S/tYeoF+qVO96xf3rb3QN+bEP+CP8vzvJQG/xz8Hzyj/7/yV+pNk76UBo8rJY++9KXr3rx74udxunH1156NrHjstHxAZGQDkVEwXARwEsMZbWO8now4Ls/ET0lkWBM8Lx46Ro0OPRnJIRRr+IYNW/iGLJxwtofCusf3BLHTTZv4adKGyIDIaEXIMK1etymTVWsnB27/WRv157cfv1pd9vj84N6sJ9Vl5wxXL64N7kXPWNdXrZ2vHh4YPO8Nz9Lgn02avrQTafC4PGmmpS9d98Xjvc7zIaRB5SExcftEf/x5gMjIBiIDAABKhAwTXxYpwZd32p/N8tbLnliQfOalEeqsgU+pmevfSywDbV+/QD0yUAifkob+THEMHKEGDxyhxq8Pr3nTkOJy00xLX7qennffdZ4PN42ZT1yjn/XFkweIjGwckTFjxgwnEAAAgNpAhmndpi2ZrN34arC8c15HdG1W2zXqrIFPq1m0nHLe02qAPWfjzlfV2o2L1KMDwwmMA+9SgwfGzwfxxeEHTwquT7gzDK+fT6Zp4qN7cb78adhx6bBCHt0yJocqBrQtEvIh512KX342+Lx20l1x2HPuUhM2+uOx8+kDIiMb0hRGZHR3d0NkAABAkZBh2rC5E7QAEBnZQGQAAECJkGHatGU7aAEgMrKByAAAgBKhkzvf27pDdWzbBZoYakOcwpoNRAYAAJTI408/oxYsWa627tgDmhhqQ2pL3r4gCUQGAACUyIr2Der+0Y+pxctWamO1bVcXaCKozajtqA2pLXn7giQQGQ0M3xfD7I3Bw2Xh24irEmoRh41UNr4ZV1HwvUUaGfuAu8Q28Ik9R7LrrdJ4pPBmh1gb2meFpwWyIeP0xNPPqOF3j9Tj+qB5oDajtoPAyAdERgNTT2NYdNo8fiM6fBuA+Z6rhlrEUQZmJ1X9f2KTNfrf3kk1vSyVxuMLz+M1u8Xy6wAAYIDIaGDSOviiKTptKf48Z5hIz1VKLeIoG/vsGX6KbiXGvtJ4pDNvguuxQOFpAACAwYiM/fv3Q2Q0GpIx5GeYmK231x1bFoRdFG/PHYVxfr2OUKPb6OyQwEjYrnG9nbcOI12L88K3AY/OKzHhJstu+DxlM3HlyRfPiymTtCW5L22eTlY5+PP8c1p8VO8/uOxRNXpI8qC5tPzGzwdl42KAi4U0Ko3HJyYorNSuAABgA5HRwDhGNeHapv9jA2DCSgei2UbQhJMMhBtONqQmjuRBaMl7kXHVh74JRorFH1yTT3l105bzZdKjsqUZbf6MdD2tHPx5/jktvoQ4tAy6Oa2W59W+b8+NyBIHPiqNxw4fhfN4NwAAgAOR0cD4jJe+x05DlcJGx6w7xo4Z98SBaXK4RBzCsIaUFn8uq2zceOXKF/Oo2N4DH04cedJJqUPnc+74LNHiFUTu6bt5xAGn0nik8FE4qvOM9AAAgIDIaGC4YUrcyxAZtlcg1UAmjmO3xut5ODuOokSGnZe8+RLykoWvLKnppNVhFfERxshzYx/nU/YYcFHhe77aeHzh7XBpXhcAADBAZDQwkmGKr8vDJZE7PmHsUgykNazgDnt4DGmYVnK4xE2LP+eWgYez4qwoX+4vbvt5+zq/V1k65l5yWEfHYe7ljE8/R/eHjlGjPQadi4DEc576lqg0Hl94/UyGAAEAABuIjAbGGFB7KOCWSe8m3Nj0q9Ke+EkTC01YycvBjZIxmNq1zwyemcBIBsd5ThsoM9lSNsbSZ1/Z7DgqyRfPS5RfQWSYNJP5ldPh+XY+20MibWMcAZIVn4HK4jPo0r4UkYi00peEWW/iSQ2vy1GZ5wgA0HeByGgRfEYMNDZZEz4roZZxAQBALYDIaBEgMpqPYLjE9TxUAzwMAIBGBCKjRYDIaB7MkAofIgIAgFaDNMXevXu1yDh48CBEBgAAAABqA0QGAAAAAAoBIgMAAAAAhQCRAQAAAIBCgMgAAAAAQCFAZAAAAACgECAyAAAAAFAIEBkAAAAAKASIDAAAAAAUQt1Ehn2QFCEd7FQE9smY/F4iXC930NQHl3kOviLonAl+cqghOsjL87yOuxd5623ZfJjDtopuSzv/edozK0zW/Vrjqyd+9ojUTmknpPYGKa3e0GjvcNHbrgcn8Sbjtw+fs7/rvuu+eCrBHB7I4/al6Qtv3+tNOwFQF5FhTs1MdKgdU9T4BjrcKa0TS7un7+c4kyLtyGwT/yDhftR5p6SfRVb+q8HkSzr5lYftLUXGXTS8nhL3mIAw3xO78yfjzI2BG3/ldVPtcz4a7R0uSmREW8Trk3jj+IO2Cz7befX/L8dTCXYf6qYj5MUTnj6n/QgCoBJKFxnmyyR1so0E/9LlvUdkGYIoHs+vUhM/HdvO4wmeiY8W58/mISv/1cDj5J9rSZFxF01a3rk4pfdo9OQpapA50j5FmOaJP41qn/PRaO+wbWj5vVrA4+d9gPnM21j2XvU+n/a7wvsZnjcnPOUh40cSAHkpX2RYCp/fS4aJ3XjOr+NF8X39xRWEi/5iDZ2i1h1bFnV25IacFX6OjKGV1qDJU6J7/rToujXMw0SCZAj40FBUHo/HI+5Akx1OHHeyg7VdniY/vvwn43frwLhqU/PM2obXyS2T3kqtI46Uf05WO724eXvmOxCEd8uVVh+Jsptwk2XXsy+/vnrizyY7erut7V+h8fvA643HH70LYvsGZcnzvbDrIOteXJb6v8NuftiveU87Su8ILx+Htw035JHI4Mac5VW6Vg12PDwvXHTw8LEIDOtT6KMAyEt9REbKS2s6yqRRs7+UA6OXPnGPfXHMLwTzjNQ58bTscWInLWuslHdwbv55pyq7HnnY5PUgfvuXTlx3cvpS2cS6csJZnfWiMUFn6O2I0trGiseTxzR8z/B03XbK8w7IYXi6PC23jPE8A/udcONLi8Mto5jnsO1mt/nzLuff3w5R+4Z5zPO9cPMv3/PlqV7vsBuv/f2V2zHt+5qGHX9WnLYg4gKGx1Mt9nBHHpFhhw/yHtcnhk5Ab6iPyEj5Ekn3JWMh37M6EdMx8Q7I7pyY4EntuFLuJfLPOxuhPHFY1+vhpGXl0VcP1ClEvwJT8ig9b3d49i9Jcz3ROQllkeLkZeDl5kj5T9zP2U523ev/hXdALJdzv3dlrCQOjjEAtiEwRkIyFrzeePze9uXh8tZByr1EOXh8dXiH3fzYIiN/2fNgx2+uUXuZ8phhI/4u87qT4onuWeWUxG3wvCuSpPcm9ha54bkI4Z8BqITyRUb4UvNOKbovfMmljkWKS+qM3Wfkzs+5l/ac0PlF+WedhFQeX9jkdZNWKETIZew1mqbz5K5Yua58z/P8EaajzDIwbnr+OkqU1ZN/J0zOdsrzDphwUbky6qPSMlYSB8eUdTbNx7B//bdNSdSNr954/FJepLznroOUe7746/0Ox/kxafB4K4tLwo6f3yNMHaUZ/DzxpOH9/rA0pKGbtPD8MwCVYETGvn37yhEZhPnVklDw4Uzn4EsWd1rJDii4FxkP1iEEHfQYNdrujNM6FJaWzw0vP+d+OYNwyS+u9EvBLrM0dMTjN/UlGU3dAXjdyXJduWWR82eIO6WstpHri8dn48t/Ikwl7RS9A9Z74clLslzyO1FNGSuJg2PeF9ujY+Kzf7366o3H72tfOVzeOpDvpcZf53c4COM+6+TF833lz3Ds+J17dvms/+keiY+E6EiJJwufGPDWmy+8UB9c2PFnAPBRF5FBBC++NdnL/qVq3XM728D1aJ7jv6DoS+v+MnDj4J1f0AG6Ewp9z1E6kluWcH6thJ0gz3OeL3nwmb7ostE0nUBQh7HASqsrJ37eFqG7PvrMhVxK29gdkF1HvHONyyrn36mT3O0UGmnPOyCVy4kjZxn550R+c8YhoUUUqyv3vfbXG383xfbNKIsv/1n34vzx+Mt/h938eNpb/Jz8vvIwHDt+Hgcf2jBetKx88jSysOM1RALNeu9tse4Nb7exeY8y6gAAibqJjGrI85JLrtu8+H6VVYqORzCoiTAeV2WtyFNXZdKbdgF9k0Z7hwEAldNSIiOPcU9D/1rsxfM2+teo4KUw8F+mtSarrsqkN7/OQN+lkd5hAEB1tITIkMax82C7aSW3ZjPjqysAmgW8wwA0P00lMgAAAADQPEBkAAAAAKAQIDIAAAAAUAiOyHj77bedQAAAAAAAlUIiY8+ePfURGdIKC3uyV96JX8HS0xzhcsbXKuQpbxDGbQeDvfEVv5eHPHmoBrPuv5LVQM1a1rz40m+0cpv88P0ZKo2nmalXWYtK1/d95EvXpfR9+wX1Fimt3tCY36PGX6xQN5ERLDd1N1+yK7rSSs8iLb60e81KnjKZMIOEPTuiL1VGHGnkyUOlmHz5Nmby0YxlrQRf+o1Wbl943/VGolZ5rFU8lVJEuvz7mLjHtygPN/myNyvkmxdyqs1ztc/5aMzvEUSGF/Ni8RfMruhKKz2LtPjS7jUrecpkwpgDnBL3dAdBRz6nx5FGnjxUCo+Tf/bRjGWtBF/6jVZuX3jf9UaiVnmsVTyVUkS6aXHyvYuovx89mc7iMbuIZm9KmBZ/GtU+56Mxv0cQGSL2i8VfQruifZVuNzbtbTHr2LJEOHtLXHELajqoKbofn8kR7Zeht11O7qHBVTrPg96uOLHdstnCWI5HDhvH+YPLHlWjhzBXo3PGg7ttsa/svA14OcZ3JF/YuI2SbWC2rDb1lIiD1Wsyfjd/ldSRuc7b6pZJbzltx8vYSGXlebJJTW+yva26JcpztHejlZuH912X2t/kz+fF0s8I70BambK+w8n8JeOR4pDS4uXhbSWlK9U5ldveDtx+F6R0ef7svtKUJ09/x/NowvA6cYyv3dcn3je7jHE98zLw+KNypdSXVFb+DC9j2r24LOZdS+a5vt8j9q74+okc7VsU9REZVHnGWDIla1c0r/To+fDFkxrH3DOVaI+TRV8q+7Ai3kgmHxnjhGl5MM9rASPE4w3L42TPms4163mp7Dz/Ul4SnXfURmlt4KlX/eVw29Cbb28d8YO4PPF48shphLLyPEm48cTjwO47m93ejVZuE5fp8Eyn58bjaX/rfdHxD41/WXLPKEdKI+s77HveLgsPx8Py8rj9kpuuU+f8kDnrXchK1y1jYHSi+hW+g26cnvZg+eck+q2wLLPb3LZ005Pjdz77+k8njrT8y/d8eWqc71GyL5D7iaCt+fNlUReRwTsCewvutIo28OuJZywB49xLe47fC1Wkr2F84e2OUytxIR5vWB4nf4kEL4aTlqfsPP9SOezn0wRNlKan7gjp+dR8i3WU7EClOHkZePkaraw8T4n85UjPSSNHe/uekfKdNx+9KbcUF7+e2v6JMthHyPtd73nKVE3e+WdvWilt5UuXx535WUqXhwk/D2JGR/oOJsqd1h5CHSSeDYWELSi8w+V5ylBFfaXmP+Veohw8vob4Hnl+JDtxuWK0LEoXGUHhk5UXNIJbWbziknGkVKjvy5z2nCct45pMe+H054yGtOPxheVxmuf4l9H7fErZeX6kNCOvUtRpSy++rY7lujPKWf7iuPk2ZNWR9GXkZeBxNmpZOfnTY2nkaO9GKzePS7ouxRO3v+WejsTFGDWb1UcUb94yCWlynGf4Z19aKW3lS9eJO+WzN13xmYHa+8ONFuHt74Q8+r6PHFP22TQfw/713zYl6cXOWwYhL/o6D+epHyf/Kfd88TfO98ikweOtLK4iKV9kWPMKomu+iva8vPy6+0z8gqS6JZ3n3LRMHFzh8/AmXR5OiscXlsepr+kvKK3CiV+S9Ofzld2XplHfkaCx68iZE5Ksc0kEuXXs5tuG11GiUxLi5Hnk8dnwcPUuayJvqenJZeV1ZLd3Im4eR53LzfMjXedl4x2lfk/YMMnoNtelrJ9NLROv28ry7nxOTUtuK1+6Ttwpn9PTlZ8hQ8rTNHnj13n+fe3P4wqeDfp3+9008dnDPZWVwc27HE6ufzf/8r3U+Bvie+Q+6+QlrH8eF3+mKEhTGJFx4MCB4kVG2ovNXV6+SuDXnc+Wm0qc+Ol5jvJm3FJJV1f2C6ev6Rcm9tKkxSOGleI0X1DuKhOer6TsvnIE6XFBk3xZdXrW8mMThiZcmbSjLyyPX8h3njpyO6hkWXjbcSErPVevssp5S0/PV3ZfezdaudPy47vua//4Hg/rxhnEm14mN15/3onEu8bz7ElL30tpKyldN27/Z1+6eZ6h93HdwqfjtIX+jucx6/vI0f07e++pHu369ZXBhLXbo6r68uQ/616cPx5/I3yPskVG/DmOi/+g52WtJaWLjLIJGkr+0oDaUNbLmhfJ1VkrelvWIvNWJL0tNwCgb36PWl5kaLUs/HIEtaORvji2uuf3akFvylp03oqkN+UGAAT0xe9Ry4kM202V5voDtaMvfXH6Ullt+mq5AaglffF71HIiAwAAAACNAUQGAAAAAAoBIgMAAAAAhQCRAQAAAIBCMCKjq6sLIgMAAAAAtQMiAwAAAACFAJEBAAAAgEKAyAAAAABAIUBkAAAAAKAQIDIAAAAAUAgQGQA0ESvaN6jHnhyrht89Ut35i3v6NFQHVBdUJ7yeAACNAUQGAE0CGdORox5R096aqZYsW6neWbG6T0N1QHVBdQKhAUBjApEBQJPw2FNj1RtvzlQbO7ZpNnfu7NOYeqA6obrh9QUAqD8QGQA0CSPuuU8tWb5KberYruFGt69h6oHqhOqG1xcAoP5AZADQJNA8hKXvtquNm7dpuNHta5h6oDqhuuH1BQCoPxAZADQJZEiXrVyD4ZIQUw9UJxAZADQmEBkANAlGZLSv36xZs6Ec2l8aoc4+9/yIy55YEN9b/7IafM416pE574WfF6hHBvZXZ93xshNPrTH1AJEBQOMCkQFAk0CGdPmqtaqdDOyGzWrtxo7CWTNphDrrnGvUo3OD9NZsWKQeHdhfXfbEovDzK1pkmPsT7ozvFY2pB6oTiAwAGhOIDACaBDKkK1avUyvXbNCsKpiV7XPVw1f2V7dPWJ+8PvNX6rJzhqlx7evVyvZJ6vZzrlYPz1yv3nrsanXW0ElOPEVh6oHqBCIDgMYEIgOAJqF0kWGJicR1LT4CYRGJjMeGqbOu/JV6i4UtEogMABofiAwAmgQypO+2ry+NFTPa1KVXtqnfr16XvL56jhp1ZX912/h1asXqSeq2c/rruRr0mcdRFhAZADQmRmTs27dPHTx4ECIDgEaFDKn59V4G74aejBdoWMS+3j5Xjb7yajV6Jhl4EhlXq9ETKGxwjcdTBhAZADQmEBkANAlkSFev21Qaq9bOVw8P7K9un7gxeX3Wk+qyc4arF9duVKvWTg6GS2ZtVKsmDldnhdd5XEUDkQFAYwKRAUCTQIaUL+MsGlq+etY5I9T49WaJKi1ZpRUkwTJWvoR15hPXqLMGPqVmhuHLAiIDgMYEIgOAJoEM6bpNW0pn7aS7EvtkDJ7UEd/b+GqwhHVefI2WsZ418Gk1a2N8rWggMgBoTCAyAGgSyJBu2NwJBCAyAGhMIDIAaBLIkG7asr00bO+FD/5MvYDIAKAxgcgAoEmgk0bf27pDdWzbBSyoTnAKKwCNCUQGAE3C408/oxYsWa627tgDLKhOqG54fQEA6o8tMrAZFwANzIr2Der+0Y+pxctWauO6bVdXn4bqgOqC6oTqhtcXAKD+QGQA0ESQMX3i6WfU8LtH6nkIfRmqA6oLCAwAGheIDAAAAAAUAkQGAAAAAAoBIgMAAAAAhQCRAQAAAIBCgMgAAAAAQCFAZAAAAACgECAyAAAAAFAIRmR0dXVBZAAAAACgdkBkAAAAAKAQIDIAAAAAUAiOyJgxY4YTCAAAAACgUkhT7N27FxM/AQAAAFBbSGQkjnqfPXu26jrU4wQEAAAAAMhLV3ePIk1hPBlaZCxZskRt3bHXCQwAAAAAkJetO/Yo0hQkMvbv36+6u7vVSatXr1ZrN7znBAYAAAAAyAtpCdIUZtKn9mR0dnYGEzUOHnUeAAAAAADIgjQEaQnSFGbSp/ZkkFujvb1dLV3+rvMQAAAAAEAWpCFIS9jzMbTIILfG7t271aJFi9Q7y1aoPQeOOA8DAAAAAHDIg0ECgzQEaQnSFGY+xqFDh9RJpDhoucmuXbv0WAotaV2zfpPasn23ninKIwQAAABA34VWpG7ZvkdrBdIMpB1IQ9gHo5HIOHz4sDqJFIfxZuzcuVN1dHSoFStWqAULFuiHp0+frqZNm6beeOONmjB16tSKmDJlSqG8/vrrDcVrr73WULz66qugTrzyyisgBV5foDx4P1FreL/YbHA7U2u4ncyC2+FqIS1AmoC0AWkE0gpbtmzR2sH2YpihkiNHjqiTSHGQ8qBxFFIiO3bs0Gzbtk1t3bpVR0DC47333hPZtGlTRWzcuLFQNmzYUBHr16+viHXr1hXK2rVrC2XNmjVNC433NTOk9kH94O3R6vDvTy3h/Uqt4f1ireH9eq3hdqnecDucBbfzBtICBGkD0gikFUhgkHawd/k0QyVaZJDiMN4MM2xCD9lCgzCRczZv3lwRPNNZ8MJnwSu31nCRUmv4y1pr+JetmeAdUbPBO2pQLrw9Wh3+/aklvF+pNbxfrDfcDmTB7VKt4XYyC26Hs+B23hYXXGCQB8OcVWK8GCQwaKhEiwxSHLY3wxYa27dv19hig0Oejkrgmc6CF77W8MarNfzly4K/3PWGf/lB48INQavDyw/Kg/cTtYb3i7WG99NZcKOdBbcztYbbySy4Hc6C23lbXBhdYDwYpBm4F4MEBnH06FF1EikO25sheTSM0KgFPNNZ8MLXGt54tYa/fLWGfxlqDf9yNhO84wK9gxuaWsPTa3X4+1pv+He/nvB+rtbwfjoLbrSz4Ham1nA7mQW3w9VCWsAeIrE9GNyLQQKD+P8B21OvRQ9KnLYAAAAASUVORK5CYII="&gt;&lt;/p&gt;
</description>
      <guid>244813</guid>
      <pubDate>Wed, 14 Oct 2026 14:25:56 Z</pubDate>
      <itunes:author>bt1002</itunes:author>
      <author>bt1002</author>
    </item>
    <item>
      <title>What&amp;#39;s next for the Maple Conference</title>
      <link>http://www.mapleprimes.com/maplesoftblog/236835-What39s-Next-For-The-Maple-Conference?ref=Feed:MaplePrimes:New%20Questions%20&amp;amp;%20Posts</link>
      <itunes:summary>&lt;p&gt;For those who are familiar with the long history of the &lt;a href="https://www.maplesoft.com/mapleconference/"&gt;Maple Conference&lt;/a&gt;, you&amp;rsquo;ll know that we vary the format from time to time, and for the next conference, we&amp;#39;ll be trying something new!&lt;/p&gt;

&lt;p&gt;The next event will be a user conference, strongly focused on enabling Maple users to get the most out of Maple, increasing their knowledge and abilities through a series of technical talks by Maple experts. We&amp;rsquo;ll release more details later, but our main goal is to engage with and support the many customers who love Maple and want to learn how to do even more with it. This event will be held in the spring of 2027, which we hope will be a convenient time for those who find it difficult to attend a fall event.&lt;/p&gt;

&lt;p&gt;Another aspect of past conferences has been the opportunity for users to share their work with the Maple community. We&amp;#39;d like to remind you that the&lt;a href="https://mapletransactions.org/index.php/maple"&gt; Maple Transactions&lt;/a&gt;, an open-access online journal, is an ideal place to publish your work, and you can see an overview of the journal in &lt;a href="https://www.youtube.com/watch?v=Qb-5vp_JI-w"&gt;this short video&lt;/a&gt;. If you prefer a less formal venue, we encourage you to post right here on MaplePrimes to share your work and interact with the community.&lt;/p&gt;

&lt;p&gt;We will share more details as we get closer to the event. For now, we just wanted to give you an idea of the plans, as we know that many people look forward to the Maple Conference and expect to hear from us around this time.&lt;/p&gt;
</itunes:summary>
      <description>&lt;p&gt;For those who are familiar with the long history of the &lt;a data-auth="NotApplicable" data-linkindex="0" href="https://www.maplesoft.com/mapleconference/" title="https://www.maplesoft.com/mapleconference/"&gt;Maple Conference&lt;/a&gt;, you&amp;rsquo;ll know that we vary the format from time to time, and for the next conference, we&amp;#39;ll be trying something new!&lt;/p&gt;

&lt;p&gt;The next event will be a user conference, strongly focused on enabling Maple users to get the most out of Maple, increasing their knowledge and abilities through a series of technical talks by Maple experts. We&amp;rsquo;ll release more details later, but our main goal is to engage with and support the many customers who love Maple and want to learn how to do even more with it. This event will be held in the spring of 2027, which we hope will be a convenient time for those who find it difficult to attend a fall event.&lt;/p&gt;

&lt;p&gt;Another aspect of past conferences has been the opportunity for users to share their work with the Maple community. We&amp;#39;d like to remind you that the&lt;a data-auth="NotApplicable" data-linkindex="1" href="https://mapletransactions.org/index.php/maple" title="https://mapletransactions.org/index.php/maple"&gt; Maple Transactions&lt;/a&gt;, an open-access online journal, is an ideal place to publish your work, and you can see an overview of the journal in &lt;a data-auth="NotApplicable" data-linkindex="2" href="https://www.youtube.com/watch?v=Qb-5vp_JI-w" title="https://www.youtube.com/watch?v=Qb-5vp_JI-w"&gt;this short video&lt;/a&gt;. If you prefer a less formal venue, we encourage you to post right here on MaplePrimes to share your work and interact with the community.&lt;/p&gt;

&lt;p&gt;We will share more details as we get closer to the event. For now, we just wanted to give you an idea of the plans, as we know that many people look forward to the Maple Conference and expect to hear from us around this time.&lt;/p&gt;
</description>
      <guid>236835</guid>
      <pubDate>Tue, 13 Oct 2026 16:19:29 Z</pubDate>
      <itunes:author>pchin</itunes:author>
      <author>pchin</author>
    </item>
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