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    <title>MaplePrimes - answers and comments on Question, Play a simple melody</title>
    <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody</link>
    <language>en-us</language>
    <copyright>2026 Maplesoft, A Division of Waterloo Maple Inc.</copyright>
    <generator>Maplesoft Document System</generator>
    <lastBuildDate>Tue, 09 Jun 2026 13:10:27 GMT</lastBuildDate>
    <pubDate>Tue, 09 Jun 2026 13:10:27 GMT</pubDate>
    <itunes:subtitle />
    <itunes:summary />
    <description>The latest answers and comments added to the Question, Play a simple melody</description>
    <image>
      <url>http://www.mapleprimes.com/images/mapleprimeswhite.jpg</url>
      <title>MaplePrimes - answers and comments on Question, Play a simple melody</title>
      <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody</link>
    </image>
    <item>
      <title>Solution</title>
      <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody?ref=Feed:MaplePrimes:Play a simple melody:Comments#answer141252</link>
      <itunes:summary>&lt;p&gt;&lt;strong&gt;3^((x+3)/(5*x-2))-4 &amp;gt;= 5*3^((9*x-7)/(5*x-2)):&amp;nbsp; #&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&amp;nbsp;The original inequality&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;convert((x+3)/(5*x-2), parfrac);&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;convert((9*x-7)/(5*x-2), parfrac);&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;# &lt;/strong&gt;Change in the original inequality &lt;strong&gt;y=3^(17/5/(5*x-2))&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;solve(5*(3^(9/5))/y&amp;lt;=(3^(1/5))*y-4, y);&amp;nbsp; # Solution for y &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src="http://s019.radikal.ru/i628/1212/bb/005a4da77f2b.png" alt="" width="395" height="158"&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;strong&gt;solve(3^(17/5/(5*x-2))&amp;gt;=3*3^(4/5));&amp;nbsp; # The final result&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src="http://s017.radikal.ru/i434/1212/64/5446ed7c3dbb.png" alt="" width="178" height="58"&gt;&lt;/strong&gt;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&lt;strong&gt;3^((x+3)/(5*x-2))-4 &amp;gt;= 5*3^((9*x-7)/(5*x-2)):&amp;nbsp; #&amp;nbsp;&amp;nbsp;&lt;/strong&gt;&amp;nbsp;The original inequality&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;convert((x+3)/(5*x-2), parfrac);&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;convert((9*x-7)/(5*x-2), parfrac);&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;# &lt;/strong&gt;Change in the original inequality &lt;strong&gt;y=3^(17/5/(5*x-2))&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;solve(5*(3^(9/5))/y&amp;lt;=(3^(1/5))*y-4, y);&amp;nbsp; # Solution for y &lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src="http://s019.radikal.ru/i628/1212/bb/005a4da77f2b.png" alt="" width="395" height="158"&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;strong&gt;solve(3^(17/5/(5*x-2))&amp;gt;=3*3^(4/5));&amp;nbsp; # The final result&lt;/strong&gt;&lt;/strong&gt;&lt;/p&gt;
&lt;p&gt;&lt;strong&gt;&lt;img src="http://s017.radikal.ru/i434/1212/64/5446ed7c3dbb.png" alt="" width="178" height="58"&gt;&lt;/strong&gt;&lt;/p&gt;</description>
      <guid>141252</guid>
      <pubDate>Sat, 08 Dec 2012 23:06:49 Z</pubDate>
      <itunes:author>Kitonum</itunes:author>
      <author>Kitonum</author>
    </item>
    <item>
      <title>Vote up</title>
      <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody?ref=Feed:MaplePrimes:Play a simple melody:Comments#comment141254</link>
      <itunes:summary>&lt;p&gt;By the way, that is implemented in Mathematica which solves this inequality.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;By the way, that is implemented in Mathematica which solves this inequality.&lt;/p&gt;</description>
      <guid>141254</guid>
      <pubDate>Sat, 08 Dec 2012 23:17:40 Z</pubDate>
      <itunes:author>Markiyan Hirnyk</itunes:author>
      <author>Markiyan Hirnyk</author>
    </item>
    <item>
      <title>Rather by hand than by Maple</title>
      <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody?ref=Feed:MaplePrimes:Play a simple melody:Comments#comment141255</link>
      <itunes:summary>&lt;p&gt;Could you kindly explain the change? I obtain&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZoAAABICAIAAABA5aSkAAAN10lEQVR4nO2dq3PjPBeH/acsLChYEBDNLChY+IKibwIKArqaBQEFBfvOdCagoKCzCigoCCgINAjIxDvzLSgICFxQkFkFBAQEFAQUFBToBb5JsuRLfJOd86DGN8my/euRdHSOxQAAAFqBVXcFAAAAigHkDGCUIMuyLAsRWndVACAH1cnZdDq1bbuy4rJibPUmk8lsNiuxAEowocwVNeyUWFBxDAaD9Xpddy0A46hIziaTSa/X+/j4qKa4rBhbPdu2B4NBQRebYwvPY/Y7uCnm2W6363a7b29vdVcEMIsq5Ozl5aXT6Rj78hlbvd1ul1JkHex1FSlB+i5jvJxRQpphmrnMZrPLy8u6awGYRRVydn5+vlqtKijoMIyt3mg0enl5SXkwJQhhjOPMK72cNXPwrNfr7ff7umsBGETpcvbnzx+T/4uaXL2rq6sMR1OCFGo0x5aKLomOPMVadiYynU4nk0ndtQAMonQ5u7q6+v37d9mlHIyx1dvv9zc3NxlOSB7JTxo7a9DgGWOMse12W9zAItAGSpezTqfz+vpadikHY2z1FovF4+Nj6sMpwYTgeD0zbyrA6+QePp96dnZWZH2AhlO6nJ2cnJRdRB4MrJ5DCM3kn+HgcB4gThvUcuaPm+VRlcNwXPnNo6JfvnwptEpAsylXzrbbrckvnJHVc9WMPT09PT8/112ZElGP9WUErDOAp1w5Wy6XvV6v1CLykL16DpbsGG+DtyVwmHD/+Pl/gsL5Qge7f/nmEHaC87Hj7nT3IEIbJmduxRHGgnnobSUEW9a3OXen3X99ixDPxRaInMc1ksp6BDkDeMqVs+fn536/X2oRechYPcf7vPzeUTgVSAlC5C+jlDoYEYcg7Pgj89wIPSVkHvx0L0IppQRhjBFC3tHewY2SM0+CPCHHDuPumxJkWXgu32lwXLQF+POcSKsLgJwBPCBnaasXmTn0rS3GdZwcbCGECQ0/V24fIdTbKmgcQsh3YA3VTCtnSr+LyohpnNAGxY7Qk+QETrhTvvH87dJ53+aRVhcBOQN4QM7SVs/BcWoW9IoQdqh4tIMRoZSgoGPFu6tyAiZ+zI2yzmQ14+6et7aUd8pvl8+bR1pdAuQM4AE5yypn3Iptuc/JW2QW/41aigOi37jQn2qSnPGjgr6shx1GhZpxKiVsj54nt7oEyBnAA3KWunqeaRUqjjgNwH+j/vC2tDmymki0PYSzUsiZX37xHhaB84bqyg6WdgT1EMxV97fjCVPkThWNozov2uoCIGcAD8iZodVLljPPo6N4AkvId2hTHEFU2pSW7GfoADkDeEDODK1ekpzldqhPg3IgXnIYy6JN1JvzLWz1AcgZwANyZmj1JpPJr1+/9Psp9V3YlGKSLmRQIklaFZ3biCVp3UJmOp1OYdcCmg/ImaHVWywW4/E4+Ti9rZMiZFDyxXOdXjLv7+/mLeoA6qQEOeO6QWbqRVBBM6vnst/vh8NhigP5qUFxVWbGkEHRS5c2OlcM6/UaImoAPOVYZ/4nZqxeuJ2ouOrFTu5VQ7p4Z3oLKl/wf9GzwkRs2y463lnefAnhev5GhVpqDaXIWfAlmCpnXgX11Qs8wPwlNnUwHA6To9Fq41GkCRmkhTPszDXRCo9Gm3tor2EB49pHGXIWfguGypk/wK2tHqVUPrYGNpvN+fm5el+8z1nakEEJ1zbZzLBt+/r6usgrUoKJk8s6c7Dh9mzr0clZaDV3vbgQwXsteiOFvqT82jxv93K5vLi40Jcu2ObulTiriPsi3WVC8ucll81HXog4MkQrmli9WsWMMcbYeDy+vb2tsQJmslqtzs7OCs1W4/bZ1Z1NRzncKB9nwPDE0aOUM06w/LAtgobxmRl5kZPVjG23W71nkKIU7+SIqzhC3DqiUK4iZUsroIV1SLzHvvdnbPViwtJUyt3d3WKxqLcOptHv94uNIcwHScn5wLk1bUDVROVMcFQK11lzKuD5hHNrsJkYVIJ/IU5PT1XlakpReFKJjlMO9oNkqcp2/yLSu6k7OKZ6fOHwbjYOzeytP4crp30JO4nFpE5uUALmlhGRs1C2xLV5XGQE7C035j9znZoxdQpLXSlR7wLxt1sLXdniWJG3WRQz+Wdihs18bqhAA4j2JaUHnq6zKZ4B70wdyHIWjmZJj8v7rDmrXFIZtZqxq6ur6GIdbSnMIQhpbSlKkIV+/tWVLf5X9EIqChWKGlvK6ok1qnn4DKiQouwqmBSoB5V1JnTt+B4hpz7cnmAIn1J31EvwhFoul4rZQ3Uprv9EkBEDz6W4WGGsZUXZfyPShwid//z2P36ADmOEiBPOW2qqFwL9hqOimMcNtlldKKYCONNaCgPD/wwNrGBKsSvGxg/odrvrdXS8IixlHspSuMuP2qroASjKRuRvxJBz9wsTTu44rRthMaZ6miYA2k4OOdP3OIDKKD0xHWNsuVx2Op339/esJxYZe0HPwdUDAMAoqpAzxtjt7W325XXVqBljB1YPAACzqEjOGGMPDw+xEW9Ewu5eRZZ7tuoBAGAe1ckZAABAqYCcAQDQEkDOVMhJTcosQ+G2CdSM6GsNT6oxHLWcTSaT2WwmbxVWepYmaI7DLY43cWZ/MBhE3WsYY9+/f1+tVtXXpzKo5G1U4ZNqfduWzfHKmW3bytlMKRF3+UpjaATr3W7X7XajK8A2m83p6elms6mjUhWhmVMv/UkdQ9uWypHK2W636/V6Hx8f0V38qxzvKlJMehFD1Ywxxmaz2eXlZXT7YrE4OTkpND6PWaifeyVPqvVtWypHKmej0Ugb6FUMNxQvU/nTixisZozpI74OBoOHh4fq61MNSjmr7Em1u21L5UjlLD4MPzf2G7zVYlaRgLzpRQxXMzadTpXx+Pf7/efPn5XmbQtQPdXqnlS727ZUjlHO9vv9zc1N8nFpkn/knS4wcxogZLvd6tZL9Pv9tsaVVMlZpU+qxW1bKscoZ4vF4vHxMeGgVDlPcqUXcUsp/RvJnS5dF7D38fFxNBodXC+TUchZtf93Wty2pXJccuZmJVL7Z4QH4VQORvnSi/jXKPsbCaItHe4wpUvNO51OEzItNJMgNIYY9bNSK7qtbVs2RyVnXo61p6enhJCNbaGQRfw662yxWMRkWgDyAG17GObIWSTTiOiaH3hFuH+IodX8GUj/H6sf5dHyEjchQrlsVM2UM8+7E2PBGPR9Pgm2rG9z7pa7/wZx3uZiU0TO41pLZWXqvqvNZnNyclLS3R450LaHYYic+SNVfEYdLor3X0YpdTAiDkHY8YffuWF4Ssg8+OlehFJKCcIYI4S8o72DmylnXGhwLgUgl4UPz+VbDo6LNgV/nhNpfoEYOfv06VOpd3y0QNsehhFyFpkeFFM7BVkIEMKEcr764T4SZLMTNA4hRMIcPX4ROjlTOldUT0wrhcZomH2PhVuit8y3or9dOu/bPNL8IobLWd2PqwCiN2VI2zYOI+RMXkskJaoLEgS4QbG5ox3s5hMO+lNSCG4h6Umwp5nWmaxmXDPw1pbylvnt8nnzpKVchstZK4G2PQyj5IxLRyz3OXmLzOI/TUtxQPTTFrpRjZQzfnjQ13cu3bvyljkzVRiSlM6Tm18C5Kx6oG0Pwwg5800rMTuwZVmcGcYnMZdynrv40wCCCSMWkGnsLFgaUPgMvZCMJaZwKfGMJZqf4f06njBFblnRSqrzos0v0Bw5O+CR1fqU9ZjXts3ADDmrllRy5jl1FE9gA/mOa9rjiEqb0lJcMJDGyFm6R3Z/fx+uQq38Kd/f36dJsmNc2zYEkDMluV3p0xAzBC85jGXRJupN/hYWaLAhcpbqkU2n0+l0mumUIuoVlrBer3/8+JF4kmFt2xiOUc4mk0lSlhNKfS825bteTGiglCoVneSIJc8qBSWdTke53bBPLuGRufT7fW5pdz1P+evXr4nnGNa2jeEY5WyxWIzH41SH6q2c/KGBjI+mwRhj7+/vukVOhn5ysYbpP//8k+mUMp5yr9dLDNBoaNsazzHK2X6/Hw6H6Y7lJwXFGEF5QwOVN25TJOv1WhdRw9RPTv/ItB3nSp9yv99PHLo1tW1Npw45yzXnUwzx8c449BZUvtBAaYIPmYBt28p4Z6z6Ty7taxNn9GrlrMKnDHJWHtXLWeABlioET0kMh0NtNFoebSSKXKGBuH/5pptoumi0rOpPLvVrExs8RN3ZrPYpX1xcQGezJCqXM0r5hF91ydlmszk/P9fujvdGyhcayBE6KkYnOrNt+/r6Wre30k8u8bVJ50B2cXER+knU9JTVkioCcnYY9Y2d1ShmjDHGxuPx7e1tjRUwnNVqdXZ2FpODY71ep4z6ILvp6tNYhujejXyvjeioUQPb7TaNo0b6tgV46pEzfTSaSrm7u4MQxjr6/f7r62vMAdliconODof1sQt5bQQ32soZjUZp3Ggh3tlhVCNnqrwhQbgboJnYtp0lYipvkuUYMTyO1yZj2wIedTpq5PNOBGrm4eEhSzz7cAhfWL6VtbN5HK9NxrYFPGr1O6t7+AzIQ8ZsQ2HQzbzOw0fw2kAmp8OoUc7y5nQDauTt7S1jLkjXqCI5crCE12n3a5O9bQGPyuWM61q0+6VsN4PB4OnpKbpdiMSk2HXoMz+m10bXtkAix7jICciJO++mNx/UI/2mewybQVLbAnGAnAHZeHl56XQ62+1WuVeOT+G5xre/h1gI8W0LJAJyBmSj3+9n+N7iA90CItnaFojwH3QiNYMkPBeCAAAAAElFTkSuQmCC" alt=""&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZoAAAAkCAIAAAA/02uFAAADuElEQVR4nO2dO7qqMBSFHdahs7B0ABYWVhmDc+D74lCoblrnEQsLB2BpYZFbgEJgb0CSiCTr784xD5K1WZCHcWUAACAKVnNfAAAA+CE2O1NilUnd+OtN498gRiA9iMrOtMys4FVKvT5SQigmF4gASA9MZHZmjNEyo57FWgo8oSMH0oM07AwhnQCQHiRhZwjpFID0IAU7Q0gnAaQHKdgZ5oKTANKDBOwMIZ0GkB5EZWflan1roxFCOgUgPTCR2RkAIGVgZwCASICdAQAiYX47Wy2TubttQfwTTL/NJp4bc/UjGATaAAAiAXYGAIiED+zMPoClRiulrVQlE9bIP8rrUhHHe7k/3QV++qtC3iTmgPTAA2PtrH0AS/MT2QgAJad/qWQob57n9/vdQ0UM72/EKGE1Nc/zx+PhubIfpdX0En8Ss9VCeuCBD97OuBMLGqFePeImPeAG8hZFURSFj4pGXktd9uVyOR6PYWr6LZQQsquyN4k5ID3wg6ud2Q9urXUVb59H20Dew+HwfD4HEytRvURqmTmcQqqEXfBms5lY0oLQUipCZX8SsxVDeuAFVztrnPo5lNSlGmO22+3IxFpmmRBOJyl0DmLY7XbX63V6gQuganO3R/1LzF8CpAcuONoZN42hZTb54U3nXa/XYxPTd4W1+6nmT3YL7bbqcDicz+fRTVggrzZ3Oi+ExByQHjhB2RmzyEOdWMBNylLnTI1dO6LPqGJjmq5o+p1G3lIhY9rtcqsCqGmAqrupgVdbizpxO0sQifmWpCU98EzXzpTI6kWeprrEMIQL9XcZI4odkdcYbsRBJNZSSCkmBnWjjVbj9vt9oBFH6QDTb8Fq0wLf32QeXouWykEk5khMeuCdjp1p3fxtr3dkUAew2HPEpnc/EFPsqLzGGGP2+329ZM4lfi2zT/MIZY1JrJuFvqPc0VJI5fp2Ru0I7Dsbp1cL2868Stxz+QlKDwLAz519FpKjmVqsvVr/VW63W5jV+nK4RA+QFDnfQ3ddx85GDvp+TGKOGKUHQaDtrLqXfMe6Y7HWXsovcjqdQuylfI2WnOfO2O9rvLcu0Hl+UGKOyKQHgeDfzrTMQvx+dKBi54dZPiv5k5dW8no0GM7OhgqHxCAu+jZquG1H/Haxy6I7lmwvs7gMNu0PezobEoOY6N13tpC5lYUT9O1s6MB8SAwiosfO3G+zbxa7XILaWe+7GSQGcdGxs8Ygx2dEBio2Bpy3fnY6lvpfA0gMIgXHNwIAIgF2BgCIBNgZACAS/gNOoE/IVMDjBQAAAABJRU5ErkJggg==" alt=""&gt;.&lt;/p&gt;
&lt;p&gt;The same with&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;.&lt;/p&gt;
&lt;p&gt;PS. Also I can't produce this change by Menu/Edit/ Find/Replace neither&amp;nbsp; in 2D nor in 1D.&lt;/p&gt;
&lt;p&gt;PPS. I have just succeeded in it.&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;Could you kindly explain the change? I obtain&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;.&lt;/p&gt;
&lt;p&gt;The same with&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;.&lt;/p&gt;
&lt;p&gt;PS. Also I can't produce this change by Menu/Edit/ Find/Replace neither&amp;nbsp; in 2D nor in 1D.&lt;/p&gt;
&lt;p&gt;PPS. I have just succeeded in it.&lt;/p&gt;</description>
      <guid>141255</guid>
      <pubDate>Sat, 08 Dec 2012 23:27:45 Z</pubDate>
      <itunes:author>Markiyan Hirnyk</itunes:author>
      <author>Markiyan Hirnyk</author>
    </item>
    <item>
      <title>Command</title>
      <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody?ref=Feed:MaplePrimes:Play a simple melody:Comments#comment141256</link>
      <itunes:summary>&lt;p&gt;&lt;img 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alt=""&gt;&lt;/p&gt;
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      <description>&lt;p&gt;&lt;img src="data:image/png;base64,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alt=""&gt;&lt;/p&gt;
&lt;p&gt;&lt;img src="data:image/png;base64,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" alt=""&gt;&lt;/p&gt;</description>
      <guid>141256</guid>
      <pubDate>Sat, 08 Dec 2012 23:55:02 Z</pubDate>
      <itunes:author>Markiyan Hirnyk</itunes:author>
      <author>Markiyan Hirnyk</author>
    </item>
    <item>
      <title>Solution with Mathematica</title>
      <link>http://www.mapleprimes.com/questions/141251-Play-A-Simple-Melody?ref=Feed:MaplePrimes:Play a simple melody:Comments#comment141257</link>
      <itunes:summary>&lt;p&gt;&lt;span class="hps"&gt;Mathematica&lt;/span&gt; &lt;span class="hps"&gt;solves&lt;/span&gt; &lt;span class="hps"&gt;this inequality&lt;/span&gt; &lt;span class="hps"&gt;directly:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="hps"&gt;&lt;img src="http://s41.radikal.ru/i092/1212/b1/18cd9aa9fe9e.jpg" alt="" width="640" height="113"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="hps"&gt;&lt;/span&gt;&lt;/p&gt;</itunes:summary>
      <description>&lt;p&gt;&lt;span class="hps"&gt;Mathematica&lt;/span&gt; &lt;span class="hps"&gt;solves&lt;/span&gt; &lt;span class="hps"&gt;this inequality&lt;/span&gt; &lt;span class="hps"&gt;directly:&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="hps"&gt;&lt;img src="http://s41.radikal.ru/i092/1212/b1/18cd9aa9fe9e.jpg" alt="" width="640" height="113"&gt;&lt;/span&gt;&lt;/p&gt;
&lt;p&gt;&lt;span class="hps"&gt;&lt;/span&gt;&lt;/p&gt;</description>
      <guid>141257</guid>
      <pubDate>Sun, 09 Dec 2012 00:01:36 Z</pubDate>
      <itunes:author>Kitonum</itunes:author>
      <author>Kitonum</author>
    </item>
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