


{"id":358571,"date":"2024-03-22T20:43:51","date_gmt":"2024-03-22T20:43:51","guid":{"rendered":"\/forum\/forums\/reply\/358571\/"},"modified":"2024-03-22T20:49:39","modified_gmt":"2024-03-22T20:49:39","slug":"358571","status":"publish","type":"reply","link":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/","title":{"rendered":"Reply To: Arbitrary sign for eigen mode"},"content":{"rendered":"<p>&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;You mean this;&lt;br&gt;set(&#8220;direction&#8221;, &#8220;Backward&#8221;)&lt;br&gt;Why would you disable that ? If you leave it as is you get values close to 1&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;<\/p>\n<pre>&nbsp;?abs(Smat);&lt;br&gt;result:&nbsp;&lt;br&gt;0.00548752 &nbsp;0.0184426 &nbsp;0.99328 &nbsp;0.977123 &nbsp;&lt;br&gt;0.00729792 &nbsp;0.0060976 &nbsp;0.999832 &nbsp;0.9935 &nbsp;&lt;br&gt;0.99337 &nbsp;0.99988 &nbsp;0.000633771 &nbsp;0.000932185 &nbsp;&lt;br&gt;0.977351 &nbsp;0.9933 &nbsp;0.00385249 &nbsp;0.00270568 &nbsp;<\/pre>\n<p>&lt;p&gt;&nbsp;&lt;\/p&gt;&lt;p&gt;The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried about the intersection areas? you can add a narrow block along the other block, still get the same result. Even if y_shift is 20 nm, you still get the minus signs.&lt;\/p&gt;&lt;p&gt;<img decoding=\"async\" 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\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\/>&lt;\/p&gt;&lt;p&gt;&nbsp;&lt;\/p&gt;<\/p>\n","protected":false},"template":"","class_list":["post-358571","reply","type-reply","status-publish","hentry"],"aioseo_notices":[],"aioseo_head":"\n\t\t<!-- All in One SEO 4.9.10 - aioseo.com -->\n\t<meta name=\"description\" content=\"You mean this;set(&quot;direction&quot;, &quot;Backward&quot;)Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried\" \/>\n\t<meta name=\"robots\" content=\"max-image-preview:large\" \/>\n\t<link rel=\"canonical\" href=\"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/\" \/>\n\t<meta name=\"generator\" content=\"All in One SEO (AIOSEO) 4.9.10\" \/>\n\t\t<meta property=\"og:locale\" content=\"en_US\" \/>\n\t\t<meta property=\"og:site_name\" content=\"Ansys Learning Forum | Ansys Innovation Space\" \/>\n\t\t<meta property=\"og:type\" content=\"article\" \/>\n\t\t<meta property=\"og:title\" content=\"Reply To: Arbitrary sign for eigen mode | Ansys Learning Forum\" \/>\n\t\t<meta property=\"og:description\" content=\"You mean this;set(&quot;direction&quot;, &quot;Backward&quot;)Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried\" \/>\n\t\t<meta property=\"og:url\" content=\"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/\" \/>\n\t\t<meta property=\"og:image\" 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qgnnjUbYftpttnwZ03NWP2ofPyzU+R\/NqekqbvZBKysPVZiDzSYCu8viFN90CmruZj7c6I7FD2KrEdztA5Il\/ynzJb\/P32a7M\/tMVPoXOsRIRXOfThfYfdQr9LhypqKPlbp10Nbm8y0Zvctq1\/8qoz7WFaOb\/3\/TEurGaPzFr6W0fsqp69xtRacjuKQPXu+I2+9tUUmTHggaHGNLu\/Nfm\/dRZfF6LpnE6l5c2y2Pd0fmuH9cuSQo+Wy6cfLXfdeKT976CWZ8Xe\/ku4he0061OnLLdPaXq11N6rUY4TzFHTNO\/202WbmOv5gBn5syv9yGlCO6yFWtzRocF1m41fL0j8kG61oW9npvJwJryb+mQCru76OrH99xqFm22yvU2p+dpn+Lvt8olV4n72rP9MMpHrmQ6NSt5nTbEqHdOUaKgdzOlaHtPSoSKnSkKlVatxgVPjYpeYhfGw9PmV25ibC5mSI2Rl2SSZ3pBkaasaFm4lw2nBew25x9fVc61FItnD909KwFwY\/3d6YrY9dR3Wrc5R0HtRv+Aeny+R2S4teTct+wTS8rXa0P6p4uJb0scMycmb+7XcI9DnV9jQyoB4IsQnQE7SqW36IKzEuEj7DacLpwn4bjYLtsB9ih4nsz8rQtB7dzJlpTGA0S2txkA3vpy6l82JKD9KEbX4oN\/QgT2aoaesW\/Tazv+PzQ5V\/RFkvUZmzkbFU9Uwz8PKPDRd3g9JL8ei3uky70kfPZqIhtsXch\/7T+9Kj4dHS+9AvfvXcnz9dOP+D9xwGUki2nuXQj6H2vFYzrMurfivKy5k1NmW2Ouk2E\/v8EHugq9OM+0CG6mWS9RQmS2\/tn2KdMeu0nloQfIpfo\/JPINDnYcsM+BV5bp6GWF0nzfprSttQPbeYFz4OlWQJf\/rJYDduNahyeh24MIpvoxtje7kY09UdQ0t2p8gwT17v1FiVMjuOlD0v1o4304elosPVqr6Umz7s+j3hi+CfmxecoRf09y5fT19V2PkK51gfS99KmN14rkMyzWmzIzc7c3nN\/D5MYNXLCJm9t375zo+G4XmB+WdphfPfU\/5UQP3obi5yHmvBuaq6\/Jrxngmtud3S3GSGm5uktblFuro\/Ku8feNWMN2\/qRM+rNSHSbJz0lHy9C3s32vU7Va+QHTaz6bdFf\/rR3H9OWkB5w4cPN8uwJ4899phMnTrV9k+aNCkY6w5CLKoq3JRGN63Rzas9khFUJp02YUn\/4MEQef7f75YffXmmjMscpZePlSaTYJtMktJAG95HWLXQn8fszzQq3CFpwLM7pD6rP9P0r\/JzFb7gEfaIbFpDbJfZmHXI\/zP\/OTn+mFvNBmKc+Z1kJZPxzO8hY\/rDQBBW8eP4jxTVe5ralov+6Z\/ud\/h82LiJhjtdJsKlQrcl\/hszEf3y6wcypNX0mxA77R\/ukMtn\/NyMH2dqiHnz3GS3T3oLTy+bZ1KkDbL2fmojXJ6jj9nzZlIF63X4BdmggFLa29vN4uK\/MQtLr2jkGkIsBl24u\/B3GaXZbW10ArO11SsP6GVs9JvCO37xrPzxp4\/Kh9k9ksvmbImW2XMc6r5rwc6DmedwXsL5KRz2dyN2R2IbenYp\/hhTpW4YKf9qB+Y+BlD+nYX3ZXuDx\/d37rZMg\/6FLn\/ajNz3o4fsGG0xvxLpzqakq0svseVP3zOTvfn3HakS81TLctHdd28N+jBgNtT5y2q4NPhd02Y3Qjpej7YOk\/37PpR77nxTfvnkLjNNcPRVP6Gwpx34l+kKl+u6CDaa4TyE85H\/C4L55+RPBzQ6QmwChJu0WlXpVq2gz++18mPM1lgvFt5tdhIHTU\/7tq3SKfvsSJtd9bS0rIlPZrrwNj1V6l+p6Q6\/fL1bevZm\/mPavsjoXqI3D7o2XGq3RA0+DaFF7N6vZ6b0Or3p1H\/xz+U1NNtqeO3u1o9Sw2l7pu\/TIUYD1WavJa0hzy6MxWuWWW91eU+3mN5hZlivxJGRPXt016ghVunXSrPif72019rjL+O1KhV2Az1zZEZoYI+EdqDREWJRBeGOIizl70KsoLnUZlbbtOxmWINreHMjem+1Fs5XWHn5gZ456\/0xY2RIe8PBaL8Khwe7QrY\/2mAUtPlPRkOrXupMrwfbs9Muul2v4TJ0snoXkk1XyDILg13C7Ttk\/aKWWf5tADThNZUxw3qqQcHaXpp9F1rt0sfpo\/J6NQANjRCLGiizUS1qNptqW+FxhLCrFVW8mS4cXzx2MPXcdzhf0fkLx\/Y8emTOehp7K7xRlQTzEj5Wn4\/pj\/QDbHSiPm8ExJQG1d7Lsl2+Tbu\/nJvtjVlF\/PNjm4Ojs9oQxyU+sl2xwpn0n4\/\/sVX85roRHZFLxaKSjBCLqtNVrOxqpttaU+H4cFpdMMMQGxVMbkU30\/6HhYc6W3OwBI8ceRC\/1\/8ZzmM4f32fltnnyEFS\/GqUe0ydTiv6yhffVkVvX+q+avGcgP4pDLCFy679Z0Kf52Ulm8vaftHLbJluzg77ETfeS3Qwh\/nn6T8vqz9HknHYhqS9WFSSEWITIIwm9ar+it5GF0y9EoF+H9huiMMKpuiJq6r0StwzdfUr5EfpUHRs3DY0Oj\/ReQrnM5zn6LyXUnz7qL5uB9RaeGSyeHkN24Igq9eLDY9i5kNsX0c1D7WODKa+Hic6LnxOQDIQYlE3h97URjbIQa9\/jCFsD8bVQfjIvecicu5vwZhyO6Fa7QTLiT6TSsT1+QDF+rusVrpMV7rOABhshFjUVbndQEG0Cs5b88NrfBTOTXXCm95rLerw9O+eSk1VywLKK7WkRNui7aXUaptUyeMcap6BxkGIRd3p5rm4VHE3Dg41L9Hdhzu7kuq9wuxOEQ+6JPZnaXR1iQ3n2++6+iyAShFigQpVHvnK7VL63tXUckekjzVYjxfeVy3nH+ifcktmtN2FJbfccyjkwjMBBoIQCwwy3XG4uvOodL7D5xotIP76WlIrfZuq01e7KqDXlWVNrImjY1JJRogFKtaPHUR0v5OfvP87lnrugvSxoxXV1zjALa4vySXm2wZYn6vPCqgEIRaoiXCXUtyNP53TsADEHWsqkoMQCwySgrDX536kaGRkMH97ADikcGvBlgPJRIgFAACAcwixAAAAcA4hFgAAoEKtuXhUkhFiAQAAKtRiElQcKskS\/vQBAADgIkIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABU6KhcPCrJCLEAAAAVSqXiUUlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgAo1p+JRSUaIBQAAqNAwLx6VZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAFWrz4lFJRohNgCZTOVMdGdNNiZiO\/cXbMsOpVCpSZti0o3HoNi7JlXS6Pg9m9S06ZdaU\/gaibcUFuMvuL2NQSUaITYAuU+lUWlpzzZL2UtJthnX3ot1c0V7eM8Ps+AEAQNwRYh0xZswYeeCBB2TZsmVBS\/91NWuIbZJWb6hkpDkfYLWrR2jzNMECAAA4gBDriDvuuEOmT58eDFWmtUnz6UFpl30ydOyRkkqnSn6QR4QFAACuIMQ64tJLL5UpU6YEQ72tXLlS9uzZk6958+bZ9r\/+b\/9NvrVln1y7Z5\/c8GG7\/M3d\/6+kUxkTZM2vPnpCTSTBai+BFgAAxBkhtkFs27ZN3nrrrXy9+OKLtr39gw\/kD69slA2vbZb1b26Vt194QzLZnGRyOUl7nqRKnEKgsTbh54oDAICYI8Q2iBkzZsiECRPy9eSTT9r2X\/\/kJ\/L4Z\/6LPHb2n8ny8z4pz\/+P\/ylNYgKsGadFWAUAoHJtMakkI8QmgH+hG\/Ov66DkvKz9UpcefyXAAgAAVxFiEyBr0mouZWJrV5d4Xi5\/9cYCZhpCLQAAcAUh1gHDhw834dOTxx57TKZOnWr7J02aFIztDz+e6umvtrTftkSYEb3aAAAAYooQ64D29nYp\/KtaKXs1gv7yL6gVBNmiAgAAcBEhNimCxFocYm0zR2EBAIBjCLGJ4B+JDYMqgRUAgIFJtcajkowQmwj+MdfwpILwl+6fYECoBQCgUl5LPCrJCLEJFIZZFXYBAABcQohNAL2agQrDa7QAAABcRIhNBP90AkWABQAAjYAQCwAAgAHxD5D5F\/WsFUIsAAAABsZexz7s1ibKEmIBAAAqlB6WikXFigbYoLcWCLEAAAAVyg3xYlFxYf+iqEbY4ChsLY7GEmIBAAAwIHolJPsvuCJS2K0mQiwAAAAGzAZX\/V+DAKsIsQAAABgQeyRWK7ikZy0QYgEAABrMjBkzZPv27bJ161aZNm1a0Fro1FNPldWrV8v+\/fvl0UcflREjRvTZ\/t3vfjd\/n1deeaVtqydCLAAAQKWGxqRK0NC5cOFCmTx5skydOlUWLVokra2twViffvFq6dKlcu+998rxxx8vDz74oP\/lrDLtI0eOlGuuuUbOO+88Ofvss+X666\/Ph1tViy9yFSPEAgAAVKpUoKxHlTBp0iRZtWqVrFu3TtasWSNr166ViRMnBmN9GkS3bdsmixcvlr1799qwumfPnrLtO3fulDvvvNOOe+edd2THjh0yZsyY4N4IsQAAABggDZcbN24MhkQ2bdokY8eODYZ8n\/jEJ2TXrl3y61\/\/Wvbt2yf33XefpNPpsu0aUk866SR5+eWX5Z577rH39+abbwb3JpLL5YK+2iHEAgAANDANoMUhM5PJyCc\/+Ul7isDJJ58sp5xyilx66aVl2z\/\/+c\/LhAkT5JJLLpH169fL97\/\/fenu7g7urT4IsQAAAA1k8+bNMm7cuGBIbL+2RekpAS+88IKt999\/X5566il7pLVc+xlnnCE\/\/OEP5fXXX5dbbrlFxo8fL+ecc05wb\/VBiAUAAGggK1eulAsuuEDOOussGzT1CKpebWDUqFGyZcsWaWtrs6cL6Je0Pv3pT8uxxx5rvwD23HPPlW3Xuuyyy+ypCqNHj7bn2J5++unBI9YHIRYAAKCBtLe3y9y5c2XFihWyfPlymTNnjnR2dgZj\/dMLDhw4IF\/5ylfkrrvuktdee00ee+wxG2DLtWswfvzxx+0RWm3\/\/e9\/L\/fff39wj\/VR+6+SJVvNrgA8f\/58mTdvnjy0YIG8ct11QSsGyv8F6mpj+iJrT9pLmXeEGdPaLaZXukytS31Hfp49WtKZDsnlzPtFHVFKcHdh72Cr3WWnEUeDvUz1vTyFj6bHR7Rfu30dK2HpHDh9DTOm9HXOmZfdM\/9fM0P3Ss4ElVr95aQk8j4d9NRZ6tdBTwL1tXUBUAHdVYRVkcgNDuv2QI0cetkMp+jPUsySPnCHeL0JsFWVHRKPigsusQXEnK6i\/VpN7b4jOiU7E7iNJdgt\/L5Qa4RYwBE2zPa1l+hzXT707kWnGKxCspVaJg6n+q8\/U1d2jyil+DXkNUV91ePUFUIsMAA2zPq9eboa67pcfnWu\/btVAACqiRALOC0SaSM5tfd6XfsVHYgPlv+B6+s19PJjeaXR6AixwEAU7SV6Bvs62lo8Lgy\/1SokW6llotIaTIN9f0lU5jXkpa2ptElQcagkS\/jTB6qkz0MgHB9BcoQxuKe8Em1UX9Ub25A4yI2IRyUZIRYYZLp76XsXU3q3BMRXBctsMGn5AIZKlX0deZGRcIRYYBCF+5RUn5cu4CgKXNSPtBROYrrll\/J+3A8OIXgNS75j5vVFchBigcMQ7jfsPiS\/E\/H3KLoLKdiN9NqnsJOBq8osu\/mFPt9jO\/4aUar0pIJS7VS56i14nfN6XncgKQixCVBqg0gNpPSn398jZfcdYSl\/Nx1M198dS\/ROBquQbKWWiQGV+ZGvoK2nJxD0R5uKRW9P9V2R3sLytzv+ULRbvH0CGhMhFhhk4Q6m38IbVHQjIA76WnCDceEkxWXle9CXkq+dryfIhkpMBDQoQiwwKHqOe2hfWHl2IDomMtb+ZYQqFpKt1DJRjSoQHecPFpb50ed4qrj0pcoPW\/5A+M\/XayJUUao1HpVkhNgECN+XU4NXpUR3Hz27ENOX3\/v4em5f2A44rTiYFtCGaKFyPYHV\/1f8avK61po3NB6VZIRY4DCUC7X5HYv5YbNrKN+fn8IO+aJt1SgkW6llYiBViUPdJnq\/VN9VTnRc0fTRjRPQgAixCVAcuKjDq\/7qtbvJp9meMf799ZoScIAut2H1pdz4\/t4e5RW\/hryeSCZCbALkqEGp6G6juPRnykyVNj+bTIPm1q5Uh2nPSjpjVrOMia0p09UyU3lhv35DO63jqlhItlLLxIArsvxGS5floFJmuHfpZKXaqf5U9PXtVWY7kzJdLdNgtkjm9+NpP9C4zFKORqfbMaqyylVYyg+xZl9i\/qnuVKf5mZVMk9m52CCrlRJPA21FFd72MAvJVmqZGHCVXk51ObcVhKrS01GHW\/mQWtwejjPdtLbpNiil2yHzOwAamC7tqB3\/oF0NzJ8\/X+bNmycPLVggz\/+P64NWlHPoX4yZQtcWO2Ewtf5VLm027SmTZNMm\/Xpm5+F5GenIDZG1mcvl+e5jZL8M0YmDigrup+qyQRfJ5L+pGpj+7irC6bSrAarUco\/D09f2Ql9rLf\/PSHjyezO42LzDtiNRJdnZQU+dZX4U9CQQW5faqlVqyYfYnyy4XZ7\/78uCVpRz6F9MdIqw3+\/alcj2pkxcbDL7jSbT7ZAXmydIU86TZs\/\/JnE4TWTABuCwv0c4zeDIDkqIgasyNXkT07MrsR9768cZti0sDFzPRiHfF7y0aS9tejOSTuXM6+\/JhtxGeaPpIUmbEJsjyFZN99ygp86a\/nfQk0BsXWprEKNJ38IQu2DBQ3LddX8IWnH4wl9d9FcY7Y\/urFNykrwtl8rvZYi8JEPSu22rnTpyk\/zKF\/ZE724QNVfpfuGGrhpv5Xsezu9LRVpw+IK3wr1oqx591Q+GwvP3X5NjZLns8k91Yv2vGkJs\/bF1qa2abU6iIfbG614JWtGXQ\/9yiqfoGe62q1LaJMZus0XJihxok3nytLSknpahqQ4zpdm1BGubfunLPwLbXwNbTbuzNVvsEENN9hzJ6it+lJ7wql2WwcHiv5JFr6d+2mOaurTM4E5plcVy0LyBMdsiXvqqIcTWH2d9J4B+mEgdusKjGGH1Hq9f3YqO19MH\/HH+jtpUt1mltMyeI2t2IrlMl+RyOfuRXs5MmDWl\/WG3bOn4QSokW6llohqVNW+Wclo5v7JmQfaX\/WzQpQavel5nLQ2wGlZ1K2S3Phk9icT8UgiwaHCE2ASIfoue6n9Fr1agZdttkPXDrN+esqX\/mszqlPFMZfUc1JxkhxyUbKbbTluq9ACp2f+UrnCaQSgkW6llYrArZ9JSuLyWXJ6pQam+thnKbJL8nXo6LTn27kgAFvMk0A0c1b\/ql2DCyG20oztye96ap7tzzwRas1PRQTtFTxdICpb52tDwGi1eeSQFIRaI0m1\/WFH5tuIRRtCUD7FBpXP2cuODoOc+D6+QbKWWicEuxA6\/luobGpNKMEIsUE5F++hwIv2WsH+tRv9IrH9cpFCpNqAx6NJfeFyQGqzSn4dip7EnyaLaMk3xqCQjxAL9VrhjiO5efOGR2OAvd2mIte3Ft1RmTPQOqllItlLLRNXK\/Og1TA2owhcz6LfX4S2uQNinb6KBJCDEAv3Sn52C7kJ096F\/t7xnx1KOPUobCbqWPsxgF5Kt1DJRjQqW5MIlv9SEVMnSo6clyg+kwbAyHT3XvmC6Ir1bgMZEiAUOQ++Iqi1aJsCm\/BDbnyBrb2P2OLpTsjumIv25ByAWdPktKj9sUf2qiHBrEq7\/Pf09NwjHldb3WKBREGITIbqlpA6v+hKONzuOlB9eDxViwzF+V3\/65Z\/1VlgD\/Ydkiy4L1frnL6vhTwxE6dew9HaocFr\/mC2QJITYRAh3MtRgVTSo+tcg0N1Ht+l45r8Od8oBLyOZLr3cVu9bhzulUv\/CcYNXSLZSy0R1KroMR5dzqv9V+p8\/thTdpvj8KaI\/gUZHiAUAAKhUW0wqwQixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAAKpXJxKMSjBALAABQqRHZeFSCEWIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABUalgmHpVghFgAAIBKNWfjUQlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgEqlTYSKQyVYsp89AADAYfBG5GJRSUaIBQAAgHMIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAUKHUEalYVJIRYgEAACrkDfFiUUlGiAUAAIBzCLEAAAANZsaMGbJ9+3bZunWrTJs2LWjt0dzcLLfeeqvs27dP3n33Xbnqqqv6bFdvvvmmeJ6Xr3ojxAIABoWenZfsM\/TqQ6NE1u+VjKnO7v1+IxJrxIgRsnDhQpk8ebJMnTpVFi1aJK2trcFY38knnyy7d++23SlTpsjtt99upynXroYPHy5NTU2SSqVs1RshFgAAoIFMmjRJVq1aJevWrZM1a9bI2rVrZeLEicFY3xtvvCHf+973pKOjQ8aNGyebNm2Szs7Osu2qu7tbstnwLVP9EWIBAAAqpAci41CljBkzRjZu3BgMiQ2iY8eODYZ6jB49Wtrb22Xx4sUyffp0yeVyZduPOOIIOfroo2Xbtm2yc+dOufHGG+209USIdYAeutePAnSB2rBhg1x44YXBGAAAUA9eWzyqP\/Sj\/zCgRun5sm1tbTJz5kxZvny5jBw5smy7Ho294oorZPz48TaHfP3rX5dPfepTdvp6IcQ6QM9p2bFjhxx33HFy\/fXXy7333huM6TFr1qyCOuGEE2z7CSccbYZH5wsAADS2zZs321MBQtqvbaXs2bNHli1bZk89OP\/884PW3u16GsHDDz8se\/fulZdfflmeeeYZ+ZM\/+ZNg6voocyAaVTIop9rv2rXLviuKvqvShezMM88Mhsr7xS9ekEmTHguGUE3fkmekTX4ZDAGNL7pDYedSP2+a+ne\/F1WUezvoqbP0SUFPhH4BS89t\/cIXvmA\/zdXwecopp9gvfL300kty2mmnyZe\/\/GU5ePCgLFmyRD7+8Y\/LihUr5LOf\/aw9n7ZcuwZbvS\/NGxpwzzvvPHnrrbeCR609jsQ6Rk\/MfvbZZ3t9LPDkk0\/KAw88kK9f\/OIXtv3FF98ww7\/M14MPPmfbAQBAY9LTD+fOnWsDqJ4OMGfOnPyXs5SeXrB06VK56KKL7GW4Hn30UbnhhhvsKYvl2h955BH5u7\/7O\/vJ8P333y\/f+MY36hpgFW+Wa2tAR2L1HdTq1avl8ssvl1dffTVoLW3+\/Pkyb948WbDgIbnuuleCVtQSR2KRNByJjQeOxNZGnI\/EJgVHYh3R0tJiD+Hrdd8OFWABAAAaHSHWARpg9TD+E088Yc9RAQAA9ZVqjUclGSHWAXpeyyWXXCI33XRT\/k+96fktAACgPryWeFSSEWId8IMf\/MCehK0XGg7\/1JteNxYAACCpCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAADiHEAsAAFAhb0Q8KskIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAAOcQYgEAACqUzQ2LRSUZIRYAAKBCe9OZWFSSEWIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABUqF2Gx6KSjBALAABQoW5pjkUlGSEWAAAAziHEAgAAwDmEWADAoPCCQm2lTIV\/tylrqqVpmN8INDhCLAAAAJxDiAUAAKhQKtcai0oyQiwAAECFdqVbYlFJRogFAACAcwixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAAA4hxALAABQoXYZHotKMkIsAABAhbqlORaVZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACoULc0xaKSjBALAABQoX0yPBaVZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAFeqQobGoJCPEAgAAVKhDWmNRSUaIBQAAgHMIsQBQY2NbWuTLo0fb0n4AQOUIsQBQY2ePGCHDMxlb2g8AqBwhFgBqLJVKBX2F\/QCA\/iPEAkCNPbd3r3yYzdrSfgBA5QixAFBj73Z0yP1bt9rSfgDu2S1tsagkI8QCAADAOYRYAMCg0LN7OcO39jxTWb9XMqY6u\/f7jUCDI8QCAADAOYRYAAAAOIcQCwAAAOcQYgEAACqUyrXGopKMEAsAAFChDhkaiyo2Y8YM2b59u2zdulWmTZsWtBYqN02p9qamJlm0aJG0t7fLhg0b5MILL7Tt6rvf\/W5++iuvvNK29TX9YCPEAgAANIARI0bIwoULZfLkyTJ16lQbJltbC4\/WlpumXLsO79ixQ4477ji5\/vrr5d5777X3M3LkSLnmmmvkvPPOk7PPPtuO0\/soN301EGIBAAAawKRJk2TVqlWybt06WbNmjaxdu1YmTpwYjPWVm6Zc+89\/\/nO56aabZP\/+\/bJ06VIZPny4pNNp2blzp9x5552ybds2eeedd2xwHTNmTNnpq4EQCwAA0AA0RG7cuDEYEtm0aZOMHTs2GPKVm6Y\/t9VQ++yzz0oul5NUKiUnnXSSvPzyy3LPPffYad98881gSl90+mogxAIAADQgDZqHCpDlpilu11MFbrvtNrn22mvt8Oc\/\/3mZMGGCXHLJJbJ+\/Xr5\/ve\/L93d3XacKp6+GgixAAAADWDz5s0ybty4YEhsv7ZFlZumr9u2tLTIww8\/bM+ZffXVV23bGWecIT\/84Q\/l9ddfl1tuuUXGjx8v55xzjh1XavpqIMQCAABUaHd6aCwqauXKlXLBBRfIWWedZQOlHildvXq1jBo1SrZs2SJtbW1lpynXroH0kUcekSeeeEKWLFkSPJLIc889J5dddpk9DWH06NH21IHTTz+97PTVQIgFAABoAHpZq7lz58qKFStk+fLlMmfOHOns7AzG+qcIlJumXLu26SkD+mUtz\/Ns6TgNvY8\/\/ri88MIL8tprr8nvf\/97uf\/++8tOXw2poIva8IJu1c2fP1\/mzZsnCxY8JNdd90rQilr6ljwjbfLLYAhofNEdCjuX+tGv1vy734sq+ra3IOirr9tS84K+5OFILAAAAJxDiAUAAIBzCLEAAABwDiEWAACgQgdkaCwqyQixAAAAFeowATIOlWSEWAAAADiHEAsAAADnEGIBAADgHEIsAAAAnEOIBQAAgHMIsQAAABX6QI6ORSUZIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAECFuqQpFpVkhFgAAIAKtcvwWFSSEWIBAADgHEJsw\/NEMl1UHcqTJvEy5jdQ5wLQ2FKmwlU9a6qlaZjfCDQ4QiwAAACcQ4h1QHNzs9x6662yb98+effdd+Wqq64KxgAAACQTHzjUlhd0KzJ+\/Hj50pe+JHfccYd89KMfld\/+9rdyzDHHyIEDB4IpRObPny8nnHBCMCRy2mmnyZlnnim\/XP1b2fHevqBV5O139sp1178YDKGavpl9TtoyTwZD9ZPSzxeBGojuUNi51I6+1npESld1rS1Nw+Su7P7D3OOgv\/7Keyroq6\/VqYuCvuRhO1NbA9qkDBs2TC6++GL5wQ9+IH\/2Z38muVwuGCOybt06G1oP5cnVz8nkzy0PhlBNhFgkDSG2Pgix9XGW92zQV1\/Pp84N+pKH7UxtHfYmZfTo0fLee+\/Jnj17ZOLEifLii4VHU2fNmhX0+U499VSZN2+e\/PQnT8rKX\/whaBX50eI\/Bn2oNkIskoYQWx+E2Pr4pLc26Kuvl1KfCvqSh3NiHbF161Zpa2uTmTNnyvLly2XkyJHBGN\/dd99dUCE9fUCDa1gAAACNgBDrED0Ku2zZMnvqwPnnnx+0AgAAJA8h1gFXX321zJ49W1pbW2XChAly7rnnyvr164OxAAAAyUOIdcDSpUvloosuku3bt8ujjz4qN9xwg2zYsCEYCwAAkDyEWAdoeL3sssvkyCOPtJfYip7zCgAAaq9LmmJRSUaIBQAAqFC7DI9FJRkhFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAQIU6c8fEopKMEAsAAFChA2kvFpVkhFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAAJxDiAUAAIBzCLEAAAAV2ittsagkI8QCAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACo1MFUPCrBCLEAAACV6ohJJRghFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAQKX2pOJRCUaIBQAAqJTnxaMSjBALAAAA5xBiAQAA4BxCLAAAAJxDiAUAAGhwM2bMkO3bt8vWrVtl2rRpQWuP5uZmufXWW2Xfvn3y7rvvylVXXdVnexwQYgEAACrVkYpH9cOIESNk4cKFMnnyZJk6daosWrRIWltbg7G+k08+WXbv3m27U6ZMkdtvv91OU649DgixAAAAlTrgxaP6YdKkSbJq1SpZt26drFmzRtauXSsTJ04MxvreeOMN+d73vicdHR0ybtw42bRpk3R2dpZtjwNCLAAAQAMbM2aMbNy4MRgSG0THjh0bDPUYPXq0tLe3y+LFi2X69OmSy+X6bK83QiwAAEADufnmm8XzPFvFR1xVKpUqGUT1fNm2tjaZOXOmLF++XEaOHNlne70RYgEAABrIjTfeaIOq1tNPPy2bN2+2pwKEtF\/bStmzZ48sW7bMnnpw\/vnnB63l2+uJEAsAANDAVq5cKRdccIGcddZZcs4558iECRNk9erVMmrUKNmyZYs9ynr11VfL7Nmz7Ze2dPy5554r69evL9seB4RYAMCg69\/XTXA49LWNFnAoej7r3LlzZcWKFfZ0gDlz5hR8OUuP2C5dulQuuugiexmuRx99VG644QbZsGFD2fY46N+1GTBYara9mT9\/vsybN08WLFgq113\/YtCKWvpm9jlpyzwZDNVPKhv0AFVUbmfCTmbgDrXj0KNRWrqqa21pGiZ3ZfeTcKvtmZi8wJ9N7lrGkVigwenmjaKqXeXobp4aWJVSajotFXZRZTnzSsehEowQ2+Dsid3ZYVQ9yvxrzkrdC0Bj0LgSVjnJjjRIGkIsUCX6BgIABqpccA3bCa5IKkIs0OCKP\/alqMGucqIhizr8Klaqvdy0QCMjxAIABqRUkCVQDb7ioEpwRdIRYgEAA9bXEVkMTKmwSpitv9TBVCwqyQixAAAAFfI+jEclGSEWAAAAziHEAgAAwDmEWAAAADiHEAsAAADnEGIBAADgHEIsAABAhdL74lFJRogFACDGwr+MFi3deYelckFXhzu69wsXjq2+XDYelWSEWAAAADiHEAsAAADnEGIBAADgHEIsAAAAnEOIBQAAqFD6YDwqyQixAAAAFcrtj0clGSEWAAAAziHEAgAAwDmEWAAAADiHEAsAAADnEGIBAADgHEIsAABApTpiUglGiAUAAKhUqUBZj0owQiwAAACcQ4gFAACAcwixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAIBKtWfjUQlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAADiHEAsAAFCpzlQ8KsEIsQAAAJU64MWjEowQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAcA4hFgAAoFIfpOJRCUaIBQAAqJTnxaMSjBALAAAA5yT7OHTtDegtU1NTkzz\/\/PPyq1\/9SubMmRO0+pYsWSLHHXdcMCTykY98RM4880x58Xevy67tHwatIs+\/8JZcN29DMIRq+lbqGfmI93+CofrJBV2g2qIbuGQfH6qvN03d7\/eimqZ1Bz119nBT0JM8HIl1yLXXXitbt24Nhgqddtpp8rnPfS5fGmDVmWd8TC783IR8nfXnp9h2AAAAlxFiHTF+\/HiZMmWKPeJayoQJEySVSuVrwYIFtv2WWx6SdOqf8zVpUv2PDAIAAAwUIdYRd955p1xzzTWSy\/HhMAAAdXfQRKg4VIIl+9k7Yvbs2fLKK6\/I2rVrgxYAAFBXH+biUQlGiHXAVVddJd\/85jfF8zz58Y9\/LF\/\/+tfl3nvvDcYCAAAkDyHWAWeffXb+XNcrrrhC\/u3f\/k1mzpwZjAUAAEgeQiwAAACcQ4h1zP3339\/rGrEAAABJQ4gFAACAcwixAAAAldqbiUclGCEWAACgUnrd9jhUghFiAQAA4BxCLAAAAJxDiAUAAGhQM2bMkO3bt8vWrVtl2rRpQWuhU089VVavXi379++XRx99VEaMGFG2vampSRYtWiTt7e2yYcMGufDCC+209UCIBQAAaEAaOhcuXCiTJ0+WqVOn2vDZ2toajPXpH1JaunSp\/Uugxx9\/vDz44IP5P7BUql3va8eOHXLcccfJ9ddfX9e\/IEqIBQAAqFSXiVBxqD5MmjRJVq1aJevWrZM1a9bI2rVrZeLEicFYn\/5V0G3btsnixYtl7969Nqzu2bOnbPvPf\/5zuemmm+zRWQ25w4cPl3S67\/molvo8KgAAgMv25+JRfRgzZoxs3LgxGBLZtGmTjB07NhjyfeITn5Bdu3bJr3\/9a9m3b5\/cd999NpSWa4\/SQPzss89Krk5XSSDEAgAANICbb75ZPM+zVXzEVenpAMWBM5PJyCc\/+Um55ppr5OSTT5ZTTjlFLr300rLtIT1V4bbbbpNrr702aKk9QiwAAEADuPHGG\/Pnsz799NOyefNmGTduXDBWbL+2Rb3zzjvywgsv2Hr\/\/fflqaeekpNOOqlsu2ppaZGHH37Ynm\/76quv2rZ6IMQCAAA0oJUrV8oFF1wgZ511lpxzzjkyYcIEe7WBUaNGyZYtW6Strc2eLnDeeefJpz\/9aTn22GPtF8Cee+65su0aYB955BF54oknZMmSJcEj1QchFgAAoAHpZbDmzp0rK1askOXLl8ucOXOks7MzGOufXnDgwAH5yle+InfddZe89tpr8thjj9kAW65d7++SSy6xX+4KT13Q+62HVNBFbXhBt+rmz58v8+bNk1tueUium7chaEUtfSv1jHzE+z\/BUP3U53R7JFF0A1ezjR16edPU\/X4vqumUbNBTZ29lgp7k4UgsAABApQ7EpBKMEAsAAFCpjphUghFiAQAA4BxCLAAAAJxDiAUAAIBzCLEAAABwDiEWADAo9JqNYQENzzMRKg6VYMl+9gAAAIfjg5hUghFiAQAA4BxCLAAAAJxDiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAVKwjJpVchFgAAICKlQqU9ajkIsQCAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACo2N6YVHIRYgEAACqWi0klFyEWAAAAziHEAgAAwDmEWAAAADiHEAsAAADnpIIuasMLulU3a9Ys27377rttFwAADKbXg269fSzoJg8htrZqFmIBAEA1rQu69TYh6CYPpxMAAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcw9UJaourEwAA0BB+FXTr7TNBN3kIsbVFiAUAoCGsCrr1dkHQTR5OJwAAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgIp1x6SSi6sT1BZXJwAAoCE8EnTr7YtBN3k4EgsAAADnEGIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOVyeoLa5OAABAQ1gSdOttRtBNHkJsbRFiAQBoCIuDbr3916CbPJxOAAAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAFcvFpJKLqxPUFlcnAACgIdwWdOvt20E3eTgSCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAcA4hFgAAoGKdMank4hJbtcUltgAAaAj\/K+jWW1zmo\/Y4EgsAANCgZsyYIdu3b5etW7fKtGnTgtZC\/\/Iv\/yK7du2Sl156ST7zmc8EreXbVVNTk21ftGhR0FJ7hFgAAIAGNGLECFm4cKFMnjxZpk6dagNna2trMNb313\/91\/KXf\/mX8qd\/+qfyne98R+655x4bUMu1h6699lobjOuJEAsAANCAJk2aJKtWrZJ169bJmjVrZO3atTJx4sRgrO\/P\/\/zP5ZFHHrFHXJ966ilZv369fOpTnyrbrsaPHy9TpkyRJUuW2OF6IcQCAAA0oDFjxsjGjRuDIZFNmzbJ2LFjgyHf22+\/LZdccom0tbXJX\/zFX8jpp58uJ510Utl2deedd8o111wjuVzODtcLIRYAAKAB3HzzzeJ5nq3iI64qlUr1Cp4\/+9nPZPfu3bJ582aZP3++vPDCC9Ld3V22ffbs2fLKK6\/Yo7pIFr06AUVRFEVRVNXr0ksv9R544IH88H\/8x394F198ccE0xfWb3\/zG+9jHPla2\/T\/\/8z9NRi5077339pq+RoUaKvULoCiKoiiKGvQaPny4995773lnnXWWd84553h\/\/OMfvZaWFm\/UqFHeli1bvLa2Nm\/kyJHel770Je\/II4\/0\/vEf\/9H77W9\/a29brj1al19+ubdo0aJe7bUqTicAAABoQO3t7TJ37lxZsWKFLF++XObMmSOdnT1\/IEFPL\/A8T2bNmiUm7Mrf\/\/3fy\/Tp0+24cu1xwh87qC195wAAAIAB4kgsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAAJxDiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAADiHEAsAAADHiPxfnDLwH\/UklJIAAAAASUVORK5CYII=\" \/>\n\t\t<meta property=\"article:published_time\" content=\"2024-03-22T20:43:51+00:00\" \/>\n\t\t<meta property=\"article:modified_time\" content=\"2024-03-22T20:49:39+00:00\" \/>\n\t\t<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n\t\t<meta name=\"twitter:title\" content=\"Reply To: Arbitrary sign for eigen mode | Ansys Learning Forum\" \/>\n\t\t<meta name=\"twitter:description\" content=\"You mean this;set(&quot;direction&quot;, &quot;Backward&quot;)Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried\" \/>\n\t\t<meta name=\"twitter:image\" 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qgnnjUbYftpttnwZ03NWP2ofPyzU+R\/NqekqbvZBKysPVZiDzSYCu8viFN90CmruZj7c6I7FD2KrEdztA5Il\/ynzJb\/P32a7M\/tMVPoXOsRIRXOfThfYfdQr9LhypqKPlbp10Nbm8y0Zvctq1\/8qoz7WFaOb\/3\/TEurGaPzFr6W0fsqp69xtRacjuKQPXu+I2+9tUUmTHggaHGNLu\/Nfm\/dRZfF6LpnE6l5c2y2Pd0fmuH9cuSQo+Wy6cfLXfdeKT976CWZ8Xe\/ku4he0061OnLLdPaXq11N6rUY4TzFHTNO\/202WbmOv5gBn5syv9yGlCO6yFWtzRocF1m41fL0j8kG61oW9npvJwJryb+mQCru76OrH99xqFm22yvU2p+dpn+Lvt8olV4n72rP9MMpHrmQ6NSt5nTbEqHdOUaKgdzOlaHtPSoSKnSkKlVatxgVPjYpeYhfGw9PmV25ibC5mSI2Rl2SSZ3pBkaasaFm4lw2nBew25x9fVc61FItnD909KwFwY\/3d6YrY9dR3Wrc5R0HtRv+Aeny+R2S4teTct+wTS8rXa0P6p4uJb0scMycmb+7XcI9DnV9jQyoB4IsQnQE7SqW36IKzEuEj7DacLpwn4bjYLtsB9ih4nsz8rQtB7dzJlpTGA0S2txkA3vpy6l82JKD9KEbX4oN\/QgT2aoaesW\/Tazv+PzQ5V\/RFkvUZmzkbFU9Uwz8PKPDRd3g9JL8ei3uky70kfPZqIhtsXch\/7T+9Kj4dHS+9AvfvXcnz9dOP+D9xwGUki2nuXQj6H2vFYzrMurfivKy5k1NmW2Ouk2E\/v8EHugq9OM+0CG6mWS9RQmS2\/tn2KdMeu0nloQfIpfo\/JPINDnYcsM+BV5bp6GWF0nzfprSttQPbeYFz4OlWQJf\/rJYDduNahyeh24MIpvoxtje7kY09UdQ0t2p8gwT17v1FiVMjuOlD0v1o4304elosPVqr6Umz7s+j3hi+CfmxecoRf09y5fT19V2PkK51gfS99KmN14rkMyzWmzIzc7c3nN\/D5MYNXLCJm9t375zo+G4XmB+WdphfPfU\/5UQP3obi5yHmvBuaq6\/Jrxngmtud3S3GSGm5uktblFuro\/Ku8feNWMN2\/qRM+rNSHSbJz0lHy9C3s32vU7Va+QHTaz6bdFf\/rR3H9OWkB5w4cPN8uwJ4899phMnTrV9k+aNCkY6w5CLKoq3JRGN63Rzas9khFUJp02YUn\/4MEQef7f75YffXmmjMscpZePlSaTYJtMktJAG95HWLXQn8fszzQq3CFpwLM7pD6rP9P0r\/JzFb7gEfaIbFpDbJfZmHXI\/zP\/OTn+mFvNBmKc+Z1kJZPxzO8hY\/rDQBBW8eP4jxTVe5ralov+6Z\/ud\/h82LiJhjtdJsKlQrcl\/hszEf3y6wcypNX0mxA77R\/ukMtn\/NyMH2dqiHnz3GS3T3oLTy+bZ1KkDbL2fmojXJ6jj9nzZlIF63X4BdmggFLa29vN4uK\/MQtLr2jkGkIsBl24u\/B3GaXZbW10ArO11SsP6GVs9JvCO37xrPzxp4\/Kh9k9ksvmbImW2XMc6r5rwc6DmedwXsL5KRz2dyN2R2IbenYp\/hhTpW4YKf9qB+Y+BlD+nYX3ZXuDx\/d37rZMg\/6FLn\/ajNz3o4fsGG0xvxLpzqakq0svseVP3zOTvfn3HakS81TLctHdd28N+jBgNtT5y2q4NPhd02Y3Qjpej7YOk\/37PpR77nxTfvnkLjNNcPRVP6Gwpx34l+kKl+u6CDaa4TyE85H\/C4L55+RPBzQ6QmwChJu0WlXpVq2gz++18mPM1lgvFt5tdhIHTU\/7tq3SKfvsSJtd9bS0rIlPZrrwNj1V6l+p6Q6\/fL1bevZm\/mPavsjoXqI3D7o2XGq3RA0+DaFF7N6vZ6b0Or3p1H\/xz+U1NNtqeO3u1o9Sw2l7pu\/TIUYD1WavJa0hzy6MxWuWWW91eU+3mN5hZlivxJGRPXt016ghVunXSrPif72019rjL+O1KhV2Az1zZEZoYI+EdqDREWJRBeGOIizl70KsoLnUZlbbtOxmWINreHMjem+1Fs5XWHn5gZ456\/0xY2RIe8PBaL8Khwe7QrY\/2mAUtPlPRkOrXupMrwfbs9Muul2v4TJ0snoXkk1XyDILg13C7Ttk\/aKWWf5tADThNZUxw3qqQcHaXpp9F1rt0sfpo\/J6NQANjRCLGiizUS1qNptqW+FxhLCrFVW8mS4cXzx2MPXcdzhf0fkLx\/Y8emTOehp7K7xRlQTzEj5Wn4\/pj\/QDbHSiPm8ExJQG1d7Lsl2+Tbu\/nJvtjVlF\/PNjm4Ojs9oQxyU+sl2xwpn0n4\/\/sVX85roRHZFLxaKSjBCLqtNVrOxqpttaU+H4cFpdMMMQGxVMbkU30\/6HhYc6W3OwBI8ceRC\/1\/8ZzmM4f32fltnnyEFS\/GqUe0ydTiv6yhffVkVvX+q+avGcgP4pDLCFy679Z0Kf52Ulm8vaftHLbJluzg77ETfeS3Qwh\/nn6T8vqz9HknHYhqS9WFSSEWITIIwm9ar+it5GF0y9EoF+H9huiMMKpuiJq6r0StwzdfUr5EfpUHRs3DY0Oj\/ReQrnM5zn6LyXUnz7qL5uB9RaeGSyeHkN24Igq9eLDY9i5kNsX0c1D7WODKa+Hic6LnxOQDIQYlE3h97URjbIQa9\/jCFsD8bVQfjIvecicu5vwZhyO6Fa7QTLiT6TSsT1+QDF+rusVrpMV7rOABhshFjUVbndQEG0Cs5b88NrfBTOTXXCm95rLerw9O+eSk1VywLKK7WkRNui7aXUaptUyeMcap6BxkGIRd3p5rm4VHE3Dg41L9Hdhzu7kuq9wuxOEQ+6JPZnaXR1iQ3n2++6+iyAShFigQpVHvnK7VL63tXUckekjzVYjxfeVy3nH+ifcktmtN2FJbfccyjkwjMBBoIQCwwy3XG4uvOodL7D5xotIP76WlIrfZuq01e7KqDXlWVNrImjY1JJRogFKtaPHUR0v5OfvP87lnrugvSxoxXV1zjALa4vySXm2wZYn6vPCqgEIRaoiXCXUtyNP53TsADEHWsqkoMQCwySgrDX536kaGRkMH97ADikcGvBlgPJRIgFAACAcwixAAAAcA4hFgAAoEKtuXhUkhFiAQAAKtRiElQcKskS\/vQBAADgIkIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABU6KhcPCrJCLEAAAAVSqXiUUlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgAo1p+JRSUaIBQAAqNAwLx6VZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAFWrz4lFJRohNgCZTOVMdGdNNiZiO\/cXbMsOpVCpSZti0o3HoNi7JlXS6Pg9m9S06ZdaU\/gaibcUFuMvuL2NQSUaITYAuU+lUWlpzzZL2UtJthnX3ot1c0V7eM8Ps+AEAQNwRYh0xZswYeeCBB2TZsmVBS\/91NWuIbZJWb6hkpDkfYLWrR2jzNMECAAA4gBDriDvuuEOmT58eDFWmtUnz6UFpl30ydOyRkkqnSn6QR4QFAACuIMQ64tJLL5UpU6YEQ72tXLlS9uzZk6958+bZ9r\/+b\/9NvrVln1y7Z5\/c8GG7\/M3d\/6+kUxkTZM2vPnpCTSTBai+BFgAAxBkhtkFs27ZN3nrrrXy9+OKLtr39gw\/kD69slA2vbZb1b26Vt194QzLZnGRyOUl7nqRKnEKgsTbh54oDAICYI8Q2iBkzZsiECRPy9eSTT9r2X\/\/kJ\/L4Z\/6LPHb2n8ny8z4pz\/+P\/ylNYgKsGadFWAUAoHJtMakkI8QmgH+hG\/Ov66DkvKz9UpcefyXAAgAAVxFiEyBr0mouZWJrV5d4Xi5\/9cYCZhpCLQAAcAUh1gHDhw834dOTxx57TKZOnWr7J02aFIztDz+e6umvtrTftkSYEb3aAAAAYooQ64D29nYp\/KtaKXs1gv7yL6gVBNmiAgAAcBEhNimCxFocYm0zR2EBAIBjCLGJ4B+JDYMqgRUAgIFJtcajkowQmwj+MdfwpILwl+6fYECoBQCgUl5LPCrJCLEJFIZZFXYBAABcQohNAL2agQrDa7QAAABcRIhNBP90AkWABQAAjYAQCwAAgAHxD5D5F\/WsFUIsAAAABsZexz7s1ibKEmIBAAAqlB6WikXFigbYoLcWCLEAAAAVyg3xYlFxYf+iqEbY4ChsLY7GEmIBAAAwIHolJPsvuCJS2K0mQiwAAAAGzAZX\/V+DAKsIsQAAABgQeyRWK7ikZy0QYgEAABrMjBkzZPv27bJ161aZNm1a0Fro1FNPldWrV8v+\/fvl0UcflREjRvTZ\/t3vfjd\/n1deeaVtqydCLAAAQKWGxqRK0NC5cOFCmTx5skydOlUWLVokra2twViffvFq6dKlcu+998rxxx8vDz74oP\/lrDLtI0eOlGuuuUbOO+88Ofvss+X666\/Ph1tViy9yFSPEAgAAVKpUoKxHlTBp0iRZtWqVrFu3TtasWSNr166ViRMnBmN9GkS3bdsmixcvlr1799qwumfPnrLtO3fulDvvvNOOe+edd2THjh0yZsyY4N4IsQAAABggDZcbN24MhkQ2bdokY8eODYZ8n\/jEJ2TXrl3y61\/\/Wvbt2yf33XefpNPpsu0aUk866SR5+eWX5Z577rH39+abbwb3JpLL5YK+2iHEAgAANDANoMUhM5PJyCc\/+Ul7isDJJ58sp5xyilx66aVl2z\/\/+c\/LhAkT5JJLLpH169fL97\/\/fenu7g7urT4IsQAAAA1k8+bNMm7cuGBIbL+2RekpAS+88IKt999\/X5566il7pLVc+xlnnCE\/\/OEP5fXXX5dbbrlFxo8fL+ecc05wb\/VBiAUAAGggK1eulAsuuEDOOussGzT1CKpebWDUqFGyZcsWaWtrs6cL6Je0Pv3pT8uxxx5rvwD23HPPlW3Xuuyyy+ypCqNHj7bn2J5++unBI9YHIRYAAKCBtLe3y9y5c2XFihWyfPlymTNnjnR2dgZj\/dMLDhw4IF\/5ylfkrrvuktdee00ee+wxG2DLtWswfvzxx+0RWm3\/\/e9\/L\/fff39wj\/VR+6+SJVvNrgA8f\/58mTdvnjy0YIG8ct11QSsGyv8F6mpj+iJrT9pLmXeEGdPaLaZXukytS31Hfp49WtKZDsnlzPtFHVFKcHdh72Cr3WWnEUeDvUz1vTyFj6bHR7Rfu30dK2HpHDh9DTOm9HXOmZfdM\/9fM0P3Ss4ElVr95aQk8j4d9NRZ6tdBTwL1tXUBUAHdVYRVkcgNDuv2QI0cetkMp+jPUsySPnCHeL0JsFWVHRKPigsusQXEnK6i\/VpN7b4jOiU7E7iNJdgt\/L5Qa4RYwBE2zPa1l+hzXT707kWnGKxCspVaJg6n+q8\/U1d2jyil+DXkNUV91ePUFUIsMAA2zPq9eboa67pcfnWu\/btVAACqiRALOC0SaSM5tfd6XfsVHYgPlv+B6+s19PJjeaXR6AixwEAU7SV6Bvs62lo8Lgy\/1SokW6llotIaTIN9f0lU5jXkpa2ptElQcagkS\/jTB6qkz0MgHB9BcoQxuKe8Em1UX9Ub25A4yI2IRyUZIRYYZLp76XsXU3q3BMRXBctsMGn5AIZKlX0deZGRcIRYYBCF+5RUn5cu4CgKXNSPtBROYrrll\/J+3A8OIXgNS75j5vVFchBigcMQ7jfsPiS\/E\/H3KLoLKdiN9NqnsJOBq8osu\/mFPt9jO\/4aUar0pIJS7VS56i14nfN6XncgKQixCVBqg0gNpPSn398jZfcdYSl\/Nx1M198dS\/ROBquQbKWWiQGV+ZGvoK2nJxD0R5uKRW9P9V2R3sLytzv+ULRbvH0CGhMhFhhk4Q6m38IbVHQjIA76WnCDceEkxWXle9CXkq+dryfIhkpMBDQoQiwwKHqOe2hfWHl2IDomMtb+ZYQqFpKt1DJRjSoQHecPFpb50ed4qrj0pcoPW\/5A+M\/XayJUUao1HpVkhNgECN+XU4NXpUR3Hz27ENOX3\/v4em5f2A44rTiYFtCGaKFyPYHV\/1f8avK61po3NB6VZIRY4DCUC7X5HYv5YbNrKN+fn8IO+aJt1SgkW6llYiBViUPdJnq\/VN9VTnRc0fTRjRPQgAixCVAcuKjDq\/7qtbvJp9meMf799ZoScIAut2H1pdz4\/t4e5RW\/hryeSCZCbALkqEGp6G6juPRnykyVNj+bTIPm1q5Uh2nPSjpjVrOMia0p09UyU3lhv35DO63jqlhItlLLxIArsvxGS5floFJmuHfpZKXaqf5U9PXtVWY7kzJdLdNgtkjm9+NpP9C4zFKORqfbMaqyylVYyg+xZl9i\/qnuVKf5mZVMk9m52CCrlRJPA21FFd72MAvJVmqZGHCVXk51ObcVhKrS01GHW\/mQWtwejjPdtLbpNiil2yHzOwAamC7tqB3\/oF0NzJ8\/X+bNmycPLVggz\/+P64NWlHPoX4yZQtcWO2Ewtf5VLm027SmTZNMm\/Xpm5+F5GenIDZG1mcvl+e5jZL8M0YmDigrup+qyQRfJ5L+pGpj+7irC6bSrAarUco\/D09f2Ql9rLf\/PSHjyezO42LzDtiNRJdnZQU+dZX4U9CQQW5faqlVqyYfYnyy4XZ7\/78uCVpRz6F9MdIqw3+\/alcj2pkxcbDL7jSbT7ZAXmydIU86TZs\/\/JnE4TWTABuCwv0c4zeDIDkqIgasyNXkT07MrsR9768cZti0sDFzPRiHfF7y0aS9tejOSTuXM6+\/JhtxGeaPpIUmbEJsjyFZN99ygp86a\/nfQk0BsXWprEKNJ38IQu2DBQ3LddX8IWnH4wl9d9FcY7Y\/urFNykrwtl8rvZYi8JEPSu22rnTpyk\/zKF\/ZE724QNVfpfuGGrhpv5Xsezu9LRVpw+IK3wr1oqx591Q+GwvP3X5NjZLns8k91Yv2vGkJs\/bF1qa2abU6iIfbG614JWtGXQ\/9yiqfoGe62q1LaJMZus0XJihxok3nytLSknpahqQ4zpdm1BGubfunLPwLbXwNbTbuzNVvsEENN9hzJ6it+lJ7wql2WwcHiv5JFr6d+2mOaurTM4E5plcVy0LyBMdsiXvqqIcTWH2d9J4B+mEgdusKjGGH1Hq9f3YqO19MH\/HH+jtpUt1mltMyeI2t2IrlMl+RyOfuRXs5MmDWl\/WG3bOn4QSokW6llohqVNW+Wclo5v7JmQfaX\/WzQpQavel5nLQ2wGlZ1K2S3Phk9icT8UgiwaHCE2ASIfoue6n9Fr1agZdttkPXDrN+esqX\/mszqlPFMZfUc1JxkhxyUbKbbTluq9ACp2f+UrnCaQSgkW6llYrArZ9JSuLyWXJ6pQam+thnKbJL8nXo6LTn27kgAFvMk0A0c1b\/ql2DCyG20oztye96ap7tzzwRas1PRQTtFTxdICpb52tDwGi1eeSQFIRaI0m1\/WFH5tuIRRtCUD7FBpXP2cuODoOc+D6+QbKWWicEuxA6\/luobGpNKMEIsUE5F++hwIv2WsH+tRv9IrH9cpFCpNqAx6NJfeFyQGqzSn4dip7EnyaLaMk3xqCQjxAL9VrhjiO5efOGR2OAvd2mIte3Ft1RmTPQOqllItlLLRNXK\/Og1TA2owhcz6LfX4S2uQNinb6KBJCDEAv3Sn52C7kJ096F\/t7xnx1KOPUobCbqWPsxgF5Kt1DJRjQqW5MIlv9SEVMnSo6clyg+kwbAyHT3XvmC6Ir1bgMZEiAUOQ++Iqi1aJsCm\/BDbnyBrb2P2OLpTsjumIv25ByAWdPktKj9sUf2qiHBrEq7\/Pf09NwjHldb3WKBREGITIbqlpA6v+hKONzuOlB9eDxViwzF+V3\/65Z\/1VlgD\/Ydkiy4L1frnL6vhTwxE6dew9HaocFr\/mC2QJITYRAh3MtRgVTSo+tcg0N1Ht+l45r8Od8oBLyOZLr3cVu9bhzulUv\/CcYNXSLZSy0R1KroMR5dzqv9V+p8\/thTdpvj8KaI\/gUZHiAUAAKhUW0wqwQixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAAKpXJxKMSjBALAABQqRHZeFSCEWIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABUalgmHpVghFgAAIBKNWfjUQlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgEqlTYSKQyVYsp89AADAYfBG5GJRSUaIBQAAgHMIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAUKHUEalYVJIRYgEAACrkDfFiUUlGiAUAAIBzCLEAAAANZsaMGbJ9+3bZunWrTJs2LWjt0dzcLLfeeqvs27dP3n33Xbnqqqv6bFdvvvmmeJ6Xr3ojxAIABoWenZfsM\/TqQ6NE1u+VjKnO7v1+IxJrxIgRsnDhQpk8ebJMnTpVFi1aJK2trcFY38knnyy7d++23SlTpsjtt99upynXroYPHy5NTU2SSqVs1RshFgAAoIFMmjRJVq1aJevWrZM1a9bI2rVrZeLEicFY3xtvvCHf+973pKOjQ8aNGyebNm2Szs7Osu2qu7tbstnwLVP9EWIBAAAqpAci41CljBkzRjZu3BgMiQ2iY8eODYZ6jB49Wtrb22Xx4sUyffp0yeVyZduPOOIIOfroo2Xbtm2yc+dOufHGG+209USIdYAeutePAnSB2rBhg1x44YXBGAAAUA9eWzyqP\/Sj\/zCgRun5sm1tbTJz5kxZvny5jBw5smy7Ho294oorZPz48TaHfP3rX5dPfepTdvp6IcQ6QM9p2bFjhxx33HFy\/fXXy7333huM6TFr1qyCOuGEE2z7CSccbYZH5wsAADS2zZs321MBQtqvbaXs2bNHli1bZk89OP\/884PW3u16GsHDDz8se\/fulZdfflmeeeYZ+ZM\/+ZNg6voocyAaVTIop9rv2rXLviuKvqvShezMM88Mhsr7xS9ekEmTHguGUE3fkmekTX4ZDAGNL7pDYedSP2+a+ne\/F1WUezvoqbP0SUFPhH4BS89t\/cIXvmA\/zdXwecopp9gvfL300kty2mmnyZe\/\/GU5ePCgLFmyRD7+8Y\/LihUr5LOf\/aw9n7ZcuwZbvS\/NGxpwzzvvPHnrrbeCR609jsQ6Rk\/MfvbZZ3t9LPDkk0\/KAw88kK9f\/OIXtv3FF98ww7\/M14MPPmfbAQBAY9LTD+fOnWsDqJ4OMGfOnPyXs5SeXrB06VK56KKL7GW4Hn30UbnhhhvsKYvl2h955BH5u7\/7O\/vJ8P333y\/f+MY36hpgFW+Wa2tAR2L1HdTq1avl8ssvl1dffTVoLW3+\/Pkyb948WbDgIbnuuleCVtQSR2KRNByJjQeOxNZGnI\/EJgVHYh3R0tJiD+Hrdd8OFWABAAAaHSHWARpg9TD+E088Yc9RAQAA9ZVqjUclGSHWAXpeyyWXXCI33XRT\/k+96fktAACgPryWeFSSEWId8IMf\/MCehK0XGg7\/1JteNxYAACCpCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAADiHEAsAAFAhb0Q8KskIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAAOcQYgEAACqUzQ2LRSUZIRYAAKBCe9OZWFSSEWIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABUqF2Gx6KSjBALAABQoW5pjkUlGSEWAAAAziHEAgAAwDmEWADAoPCCQm2lTIV\/tylrqqVpmN8INDhCLAAAAJxDiAUAAKhQKtcai0oyQiw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If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried\",\"inLanguage\":\"en-US\",\"isPartOf\":{\"@id\":\"https:\\\/\\\/innovationspace.ansys.com\\\/forum\\\/#website\"},\"breadcrumb\":{\"@id\":\"https:\\\/\\\/innovationspace.ansys.com\\\/forum\\\/forums\\\/reply\\\/358571\\\/#breadcrumblist\"},\"datePublished\":\"2024-03-22T20:43:51+00:00\",\"dateModified\":\"2024-03-22T20:49:39+00:00\"},{\"@type\":\"WebSite\",\"@id\":\"https:\\\/\\\/innovationspace.ansys.com\\\/forum\\\/#website\",\"url\":\"https:\\\/\\\/innovationspace.ansys.com\\\/forum\\\/\",\"name\":\"Ansys Learning Forum\",\"description\":\"Ansys Innovation Space\",\"inLanguage\":\"en-US\",\"publisher\":{\"@id\":\"https:\\\/\\\/innovationspace.ansys.com\\\/forum\\\/#organization\"}}]}\n\t\t<\/script>\n\t\t<!-- All in One SEO -->\n\n","aioseo_head_json":{"title":"Reply To: Arbitrary sign for eigen mode | Ansys Learning Forum","description":"You mean this;set(\"direction\", \"Backward\")Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried","canonical_url":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/","robots":"max-image-preview:large","keywords":"","webmasterTools":{"miscellaneous":""},"schema":{"@context":"https:\/\/schema.org","@graph":[{"@type":"BreadcrumbList","@id":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/#breadcrumblist","itemListElement":[{"@type":"ListItem","@id":"https:\/\/innovationspace.ansys.com\/forum#listItem","position":1,"name":"Home","item":"https:\/\/innovationspace.ansys.com\/forum","nextItem":{"@type":"ListItem","@id":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/#listItem","name":"Reply To: Arbitrary sign for eigen mode"}},{"@type":"ListItem","@id":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/#listItem","position":2,"name":"Reply To: Arbitrary sign for eigen mode","previousItem":{"@type":"ListItem","@id":"https:\/\/innovationspace.ansys.com\/forum#listItem","name":"Home"}}]},{"@type":"Organization","@id":"https:\/\/innovationspace.ansys.com\/forum\/#organization","name":"Ansys Learning Forum","description":"Ansys Innovation Space","url":"https:\/\/innovationspace.ansys.com\/forum\/"},{"@type":"WebPage","@id":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/#webpage","url":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/","name":"Reply To: Arbitrary sign for eigen mode | Ansys Learning Forum","description":"You mean this;set(\"direction\", \"Backward\")Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you worried","inLanguage":"en-US","isPartOf":{"@id":"https:\/\/innovationspace.ansys.com\/forum\/#website"},"breadcrumb":{"@id":"https:\/\/innovationspace.ansys.com\/forum\/forums\/reply\/358571\/#breadcrumblist"},"datePublished":"2024-03-22T20:43:51+00:00","dateModified":"2024-03-22T20:49:39+00:00"},{"@type":"WebSite","@id":"https:\/\/innovationspace.ansys.com\/forum\/#website","url":"https:\/\/innovationspace.ansys.com\/forum\/","name":"Ansys Learning Forum","description":"Ansys Innovation Space","inLanguage":"en-US","publisher":{"@id":"https:\/\/innovationspace.ansys.com\/forum\/#organization"}}]},"og:locale":"en_US","og:site_name":"Ansys Learning Forum | Ansys Innovation Space","og:type":"article","og:title":"Reply To: Arbitrary sign for eigen mode | Ansys Learning Forum","og:description":"You mean this;set(&quot;direction&quot;, &quot;Backward&quot;)Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you 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91P8YP9zuhCIDhe3VXe7seqxd7QQr4sGuTjnY3Snd+4bKhNNPMCPCdR8ojRCLSlR3qxYRhtiHFiyQN67770FrfehCdqgnnjUbYftpttnwZ03NWP2ofPyzU+R\/NqekqbvZBKysPVZiDzSYCu8viFN90CmruZj7c6I7FD2KrEdztA5Il\/ynzJb\/P32a7M\/tMVPoXOsRIRXOfThfYfdQr9LhypqKPlbp10Nbm8y0Zvctq1\/8qoz7WFaOb\/3\/TEurGaPzFr6W0fsqp69xtRacjuKQPXu+I2+9tUUmTHggaHGNLu\/Nfm\/dRZfF6LpnE6l5c2y2Pd0fmuH9cuSQo+Wy6cfLXfdeKT976CWZ8Xe\/ku4he0061OnLLdPaXq11N6rUY4TzFHTNO\/202WbmOv5gBn5syv9yGlCO6yFWtzRocF1m41fL0j8kG61oW9npvJwJryb+mQCru76OrH99xqFm22yvU2p+dpn+Lvt8olV4n72rP9MMpHrmQ6NSt5nTbEqHdOUaKgdzOlaHtPSoSKnSkKlVatxgVPjYpeYhfGw9PmV25ibC5mSI2Rl2SSZ3pBkaasaFm4lw2nBew25x9fVc61FItnD909KwFwY\/3d6YrY9dR3Wrc5R0HtRv+Aeny+R2S4teTct+wTS8rXa0P6p4uJb0scMycmb+7XcI9DnV9jQyoB4IsQnQE7SqW36IKzEuEj7DacLpwn4bjYLtsB9ih4nsz8rQtB7dzJlpTGA0S2txkA3vpy6l82JKD9KEbX4oN\/QgT2aoaesW\/Tazv+PzQ5V\/RFkvUZmzkbFU9Uwz8PKPDRd3g9JL8ei3uky70kfPZqIhtsXch\/7T+9Kj4dHS+9AvfvXcnz9dOP+D9xwGUki2nuXQj6H2vFYzrMurfivKy5k1NmW2Ouk2E\/v8EHugq9OM+0CG6mWS9RQmS2\/tn2KdMeu0nloQfIpfo\/JPINDnYcsM+BV5bp6GWF0nzfprSttQPbeYFz4OlWQJf\/rJYDduNahyeh24MIpvoxtje7kY09UdQ0t2p8gwT17v1FiVMjuOlD0v1o4304elosPVqr6Umz7s+j3hi+CfmxecoRf09y5fT19V2PkK51gfS99KmN14rkMyzWmzIzc7c3nN\/D5MYNXLCJm9t375zo+G4XmB+WdphfPfU\/5UQP3obi5yHmvBuaq6\/Jrxngmtud3S3GSGm5uktblFuro\/Ku8feNWMN2\/qRM+rNSHSbJz0lHy9C3s32vU7Va+QHTaz6bdFf\/rR3H9OWkB5w4cPN8uwJ4899phMnTrV9k+aNCkY6w5CLKoq3JRGN63Rzas9khFUJp02YUn\/4MEQef7f75YffXmmjMscpZePlSaTYJtMktJAG95HWLXQn8fszzQq3CFpwLM7pD6rP9P0r\/JzFb7gEfaIbFpDbJfZmHXI\/zP\/OTn+mFvNBmKc+Z1kJZPxzO8hY\/rDQBBW8eP4jxTVe5ralov+6Z\/ud\/h82LiJhjtdJsKlQrcl\/hszEf3y6wcypNX0mxA77R\/ukMtn\/NyMH2dqiHnz3GS3T3oLTy+bZ1KkDbL2fmojXJ6jj9nzZlIF63X4BdmggFLa29vN4uK\/MQtLr2jkGkIsBl24u\/B3GaXZbW10ArO11SsP6GVs9JvCO37xrPzxp4\/Kh9k9ksvmbImW2XMc6r5rwc6DmedwXsL5KRz2dyN2R2IbenYp\/hhTpW4YKf9qB+Y+BlD+nYX3ZXuDx\/d37rZMg\/6FLn\/ajNz3o4fsGG0xvxLpzqakq0svseVP3zOTvfn3HakS81TLctHdd28N+jBgNtT5y2q4NPhd02Y3Qjpej7YOk\/37PpR77nxTfvnkLjNNcPRVP6Gwpx34l+kKl+u6CDaa4TyE85H\/C4L55+RPBzQ6QmwChJu0WlXpVq2gz++18mPM1lgvFt5tdhIHTU\/7tq3SKfvsSJtd9bS0rIlPZrrwNj1V6l+p6Q6\/fL1bevZm\/mPavsjoXqI3D7o2XGq3RA0+DaFF7N6vZ6b0Or3p1H\/xz+U1NNtqeO3u1o9Sw2l7pu\/TIUYD1WavJa0hzy6MxWuWWW91eU+3mN5hZlivxJGRPXt016ghVunXSrPif72019rjL+O1KhV2Az1zZEZoYI+EdqDREWJRBeGOIizl70KsoLnUZlbbtOxmWINreHMjem+1Fs5XWHn5gZ456\/0xY2RIe8PBaL8Khwe7QrY\/2mAUtPlPRkOrXupMrwfbs9Muul2v4TJ0snoXkk1XyDILg13C7Ttk\/aKWWf5tADThNZUxw3qqQcHaXpp9F1rt0sfpo\/J6NQANjRCLGiizUS1qNptqW+FxhLCrFVW8mS4cXzx2MPXcdzhf0fkLx\/Y8emTOehp7K7xRlQTzEj5Wn4\/pj\/QDbHSiPm8ExJQG1d7Lsl2+Tbu\/nJvtjVlF\/PNjm4Ojs9oQxyU+sl2xwpn0n4\/\/sVX85roRHZFLxaKSjBCLqtNVrOxqpttaU+H4cFpdMMMQGxVMbkU30\/6HhYc6W3OwBI8ceRC\/1\/8ZzmM4f32fltnnyEFS\/GqUe0ydTiv6yhffVkVvX+q+avGcgP4pDLCFy679Z0Kf52Ulm8vaftHLbJluzg77ETfeS3Qwh\/nn6T8vqz9HknHYhqS9WFSSEWITIIwm9ar+it5GF0y9EoF+H9huiMMKpuiJq6r0StwzdfUr5EfpUHRs3DY0Oj\/ReQrnM5zn6LyXUnz7qL5uB9RaeGSyeHkN24Igq9eLDY9i5kNsX0c1D7WODKa+Hic6LnxOQDIQYlE3h97URjbIQa9\/jCFsD8bVQfjIvecicu5vwZhyO6Fa7QTLiT6TSsT1+QDF+rusVrpMV7rOABhshFjUVbndQEG0Cs5b88NrfBTOTXXCm95rLerw9O+eSk1VywLKK7WkRNui7aXUaptUyeMcap6BxkGIRd3p5rm4VHE3Dg41L9Hdhzu7kuq9wuxOEQ+6JPZnaXR1iQ3n2++6+iyAShFigQpVHvnK7VL63tXUckekjzVYjxfeVy3nH+ifcktmtN2FJbfccyjkwjMBBoIQCwwy3XG4uvOodL7D5xotIP76WlIrfZuq01e7KqDXlWVNrImjY1JJRogFKtaPHUR0v5OfvP87lnrugvSxoxXV1zjALa4vySXm2wZYn6vPCqgEIRaoiXCXUtyNP53TsADEHWsqkoMQCwySgrDX536kaGRkMH97ADikcGvBlgPJRIgFAACAcwixAAAAcA4hFgAAoEKtuXhUkhFiAQAAKtRiElQcKskS\/vQBAADgIkIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABU6KhcPCrJCLEAAAAVSqXiUUlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgAo1p+JRSUaIBQAAqNAwLx6VZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAFWrz4lFJRohNgCZTOVMdGdNNiZiO\/cXbMsOpVCpSZti0o3HoNi7JlXS6Pg9m9S06ZdaU\/gaibcUFuMvuL2NQSUaITYAuU+lUWlpzzZL2UtJthnX3ot1c0V7eM8Ps+AEAQNwRYh0xZswYeeCBB2TZsmVBS\/91NWuIbZJWb6hkpDkfYLWrR2jzNMECAAA4gBDriDvuuEOmT58eDFWmtUnz6UFpl30ydOyRkkqnSn6QR4QFAACuIMQ64tJLL5UpU6YEQ72tXLlS9uzZk6958+bZ9r\/+b\/9NvrVln1y7Z5\/c8GG7\/M3d\/6+kUxkTZM2vPnpCTSTBai+BFgAAxBkhtkFs27ZN3nrrrXy9+OKLtr39gw\/kD69slA2vbZb1b26Vt194QzLZnGRyOUl7nqRKnEKgsTbh54oDAICYI8Q2iBkzZsiECRPy9eSTT9r2X\/\/kJ\/L4Z\/6LPHb2n8ny8z4pz\/+P\/ylNYgKsGadFWAUAoHJtMakkI8QmgH+hG\/Ov66DkvKz9UpcefyXAAgAAVxFiEyBr0mouZWJrV5d4Xi5\/9cYCZhpCLQAAcAUh1gHDhw834dOTxx57TKZOnWr7J02aFIztDz+e6umvtrTftkSYEb3aAAAAYooQ64D29nYp\/KtaKXs1gv7yL6gVBNmiAgAAcBEhNimCxFocYm0zR2EBAIBjCLGJ4B+JDYMqgRUAgIFJtcajkowQmwj+MdfwpILwl+6fYECoBQCgUl5LPCrJCLEJFIZZFXYBAABcQohNAL2agQrDa7QAAABcRIhNBP90AkWABQAAjYAQCwAAgAHxD5D5F\/WsFUIsAAAABsZexz7s1ibKEmIBAAAqlB6WikXFigbYoLcWCLEAAAAVyg3xYlFxYf+iqEbY4ChsLY7GEmIBAAAwIHolJPsvuCJS2K0mQiwAAAAGzAZX\/V+DAKsIsQAAABgQeyRWK7ikZy0QYgEAABrMjBkzZPv27bJ161aZNm1a0Fro1FNPldWrV8v+\/fvl0UcflREjRvTZ\/t3vfjd\/n1deeaVtqydCLAAAQKWGxqRK0NC5cOFCmTx5skydOlUWLVokra2twViffvFq6dKlcu+998rxxx8vDz74oP\/lrDLtI0eOlGuuuUbOO+88Ofvss+X666\/Ph1tViy9yFSPEAgAAVKpUoKxHlTBp0iRZtWqVrFu3TtasWSNr166ViRMnBmN9GkS3bdsmixcvlr1799qwumfPnrLtO3fulDvvvNOOe+edd2THjh0yZsyY4N4IsQAAABggDZcbN24MhkQ2bdokY8eODYZ8n\/jEJ2TXrl3y61\/\/Wvbt2yf33XefpNPpsu0aUk866SR5+eWX5Z577rH39+abbwb3JpLL5YK+2iHEAgAANDANoMUhM5PJyCc\/+Ul7isDJJ58sp5xyilx66aVl2z\/\/+c\/LhAkT5JJLLpH169fL97\/\/fenu7g7urT4IsQAAAA1k8+bNMm7cuGBIbL+2RekpAS+88IKt999\/X5566il7pLVc+xlnnCE\/\/OEP5fXXX5dbbrlFxo8fL+ecc05wb\/VBiAUAAGggK1eulAsuuEDOOussGzT1CKpebWDUqFGyZcsWaWtrs6cL6Je0Pv3pT8uxxx5rvwD23HPPlW3Xuuyyy+ypCqNHj7bn2J5++unBI9YHIRYAAKCBtLe3y9y5c2XFihWyfPlymTNnjnR2dgZj\/dMLDhw4IF\/5ylfkrrvuktdee00ee+wxG2DLtWswfvzxx+0RWm3\/\/e9\/L\/fff39wj\/VR+6+SJVvNrgA8f\/58mTdvnjy0YIG8ct11QSsGyv8F6mpj+iJrT9pLmXeEGdPaLaZXukytS31Hfp49WtKZDsnlzPtFHVFKcHdh72Cr3WWnEUeDvUz1vTyFj6bHR7Rfu30dK2HpHDh9DTOm9HXOmZfdM\/9fM0P3Ss4ElVr95aQk8j4d9NRZ6tdBTwL1tXUBUAHdVYRVkcgNDuv2QI0cetkMp+jPUsySPnCHeL0JsFWVHRKPigsusQXEnK6i\/VpN7b4jOiU7E7iNJdgt\/L5Qa4RYwBE2zPa1l+hzXT707kWnGKxCspVaJg6n+q8\/U1d2jyil+DXkNUV91ePUFUIsMAA2zPq9eboa67pcfnWu\/btVAACqiRALOC0SaSM5tfd6XfsVHYgPlv+B6+s19PJjeaXR6AixwEAU7SV6Bvs62lo8Lgy\/1SokW6llotIaTIN9f0lU5jXkpa2ptElQcagkS\/jTB6qkz0MgHB9BcoQxuKe8Em1UX9Ub25A4yI2IRyUZIRYYZLp76XsXU3q3BMRXBctsMGn5AIZKlX0deZGRcIRYYBCF+5RUn5cu4CgKXNSPtBROYrrll\/J+3A8OIXgNS75j5vVFchBigcMQ7jfsPiS\/E\/H3KLoLKdiN9NqnsJOBq8osu\/mFPt9jO\/4aUar0pIJS7VS56i14nfN6XncgKQixCVBqg0gNpPSn398jZfcdYSl\/Nx1M198dS\/ROBquQbKWWiQGV+ZGvoK2nJxD0R5uKRW9P9V2R3sLytzv+ULRbvH0CGhMhFhhk4Q6m38IbVHQjIA76WnCDceEkxWXle9CXkq+dryfIhkpMBDQoQiwwKHqOe2hfWHl2IDomMtb+ZYQqFpKt1DJRjSoQHecPFpb50ed4qrj0pcoPW\/5A+M\/XayJUUao1HpVkhNgECN+XU4NXpUR3Hz27ENOX3\/v4em5f2A44rTiYFtCGaKFyPYHV\/1f8avK61po3NB6VZIRY4DCUC7X5HYv5YbNrKN+fn8IO+aJt1SgkW6llYiBViUPdJnq\/VN9VTnRc0fTRjRPQgAixCVAcuKjDq\/7qtbvJp9meMf799ZoScIAut2H1pdz4\/t4e5RW\/hryeSCZCbALkqEGp6G6juPRnykyVNj+bTIPm1q5Uh2nPSjpjVrOMia0p09UyU3lhv35DO63jqlhItlLLxIArsvxGS5floFJmuHfpZKXaqf5U9PXtVWY7kzJdLdNgtkjm9+NpP9C4zFKORqfbMaqyylVYyg+xZl9i\/qnuVKf5mZVMk9m52CCrlRJPA21FFd72MAvJVmqZGHCVXk51ObcVhKrS01GHW\/mQWtwejjPdtLbpNiil2yHzOwAamC7tqB3\/oF0NzJ8\/X+bNmycPLVggz\/+P64NWlHPoX4yZQtcWO2Ewtf5VLm027SmTZNMm\/Xpm5+F5GenIDZG1mcvl+e5jZL8M0YmDigrup+qyQRfJ5L+pGpj+7irC6bSrAarUco\/D09f2Ql9rLf\/PSHjyezO42LzDtiNRJdnZQU+dZX4U9CQQW5faqlVqyYfYnyy4XZ7\/78uCVpRz6F9MdIqw3+\/alcj2pkxcbDL7jSbT7ZAXmydIU86TZs\/\/JnE4TWTABuCwv0c4zeDIDkqIgasyNXkT07MrsR9768cZti0sDFzPRiHfF7y0aS9tejOSTuXM6+\/JhtxGeaPpIUmbEJsjyFZN99ygp86a\/nfQk0BsXWprEKNJ38IQu2DBQ3LddX8IWnH4wl9d9FcY7Y\/urFNykrwtl8rvZYi8JEPSu22rnTpyk\/zKF\/ZE724QNVfpfuGGrhpv5Xsezu9LRVpw+IK3wr1oqx591Q+GwvP3X5NjZLns8k91Yv2vGkJs\/bF1qa2abU6iIfbG614JWtGXQ\/9yiqfoGe62q1LaJMZus0XJihxok3nytLSknpahqQ4zpdm1BGubfunLPwLbXwNbTbuzNVvsEENN9hzJ6it+lJ7wql2WwcHiv5JFr6d+2mOaurTM4E5plcVy0LyBMdsiXvqqIcTWH2d9J4B+mEgdusKjGGH1Hq9f3YqO19MH\/HH+jtpUt1mltMyeI2t2IrlMl+RyOfuRXs5MmDWl\/WG3bOn4QSokW6llohqVNW+Wclo5v7JmQfaX\/WzQpQavel5nLQ2wGlZ1K2S3Phk9icT8UgiwaHCE2ASIfoue6n9Fr1agZdttkPXDrN+esqX\/mszqlPFMZfUc1JxkhxyUbKbbTluq9ACp2f+UrnCaQSgkW6llYrArZ9JSuLyWXJ6pQam+thnKbJL8nXo6LTn27kgAFvMk0A0c1b\/ql2DCyG20oztye96ap7tzzwRas1PRQTtFTxdICpb52tDwGi1eeSQFIRaI0m1\/WFH5tuIRRtCUD7FBpXP2cuODoOc+D6+QbKWWicEuxA6\/luobGpNKMEIsUE5F++hwIv2WsH+tRv9IrH9cpFCpNqAx6NJfeFyQGqzSn4dip7EnyaLaMk3xqCQjxAL9VrhjiO5efOGR2OAvd2mIte3Ft1RmTPQOqllItlLLRNXK\/Og1TA2owhcz6LfX4S2uQNinb6KBJCDEAv3Sn52C7kJ096F\/t7xnx1KOPUobCbqWPsxgF5Kt1DJRjQqW5MIlv9SEVMnSo6clyg+kwbAyHT3XvmC6Ir1bgMZEiAUOQ++Iqi1aJsCm\/BDbnyBrb2P2OLpTsjumIv25ByAWdPktKj9sUf2qiHBrEq7\/Pf09NwjHldb3WKBREGITIbqlpA6v+hKONzuOlB9eDxViwzF+V3\/65Z\/1VlgD\/Ydkiy4L1frnL6vhTwxE6dew9HaocFr\/mC2QJITYRAh3MtRgVTSo+tcg0N1Ht+l45r8Od8oBLyOZLr3cVu9bhzulUv\/CcYNXSLZSy0R1KroMR5dzqv9V+p8\/thTdpvj8KaI\/gUZHiAUAAKhUW0wqwQixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAAKpXJxKMSjBALAABQqRHZeFSCEWIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABUalgmHpVghFgAAIBKNWfjUQlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAgEqlTYSKQyVYsp89AADAYfBG5GJRSUaIBQAAgHMIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAUKHUEalYVJIRYgEAACrkDfFiUUlGiAUAAIBzCLEAAAANZsaMGbJ9+3bZunWrTJs2LWjt0dzcLLfeeqvs27dP3n33Xbnqqqv6bFdvvvmmeJ6Xr3ojxAIABoWenZfsM\/TqQ6NE1u+VjKnO7v1+IxJrxIgRsnDhQpk8ebJMnTpVFi1aJK2trcFY38knnyy7d++23SlTpsjtt99upynXroYPHy5NTU2SSqVs1RshFgAAoIFMmjRJVq1aJevWrZM1a9bI2rVrZeLEicFY3xtvvCHf+973pKOjQ8aNGyebNm2Szs7Osu2qu7tbstnwLVP9EWIBAAAqpAci41CljBkzRjZu3BgMiQ2iY8eODYZ6jB49Wtrb22Xx4sUyffp0yeVyZduPOOIIOfroo2Xbtm2yc+dOufHGG+209USIdYAeutePAnSB2rBhg1x44YXBGAAAUA9eWzyqP\/Sj\/zCgRun5sm1tbTJz5kxZvny5jBw5smy7Ho294oorZPz48TaHfP3rX5dPfepTdvp6IcQ6QM9p2bFjhxx33HFy\/fXXy7333huM6TFr1qyCOuGEE2z7CSccbYZH5wsAADS2zZs321MBQtqvbaXs2bNHli1bZk89OP\/884PW3u16GsHDDz8se\/fulZdfflmeeeYZ+ZM\/+ZNg6voocyAaVTIop9rv2rXLviuKvqvShezMM88Mhsr7xS9ekEmTHguGUE3fkmekTX4ZDAGNL7pDYedSP2+a+ne\/F1WUezvoqbP0SUFPhH4BS89t\/cIXvmA\/zdXwecopp9gvfL300kty2mmnyZe\/\/GU5ePCgLFmyRD7+8Y\/LihUr5LOf\/aw9n7ZcuwZbvS\/NGxpwzzvvPHnrrbeCR609jsQ6Rk\/MfvbZZ3t9LPDkk0\/KAw88kK9f\/OIXtv3FF98ww7\/M14MPPmfbAQBAY9LTD+fOnWsDqJ4OMGfOnPyXs5SeXrB06VK56KKL7GW4Hn30UbnhhhvsKYvl2h955BH5u7\/7O\/vJ8P333y\/f+MY36hpgFW+Wa2tAR2L1HdTq1avl8ssvl1dffTVoLW3+\/Pkyb948WbDgIbnuuleCVtQSR2KRNByJjQeOxNZGnI\/EJgVHYh3R0tJiD+Hrdd8OFWABAAAaHSHWARpg9TD+E088Yc9RAQAA9ZVqjUclGSHWAXpeyyWXXCI33XRT\/k+96fktAACgPryWeFSSEWId8IMf\/MCehK0XGg7\/1JteNxYAACCpCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAADiHEAsAAFAhb0Q8KskIsQAAAHAOIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAAOcQYgEAACqUzQ2LRSUZIRYAAKBCe9OZWFSSEWIBAADgHEIsAAAAnEOIBQAAgHMIsQAAAHAOIRYAAADOIcQCAABUqF2Gx6KSjBALAABQoW5pjkUlGSEWAAAAziHEAgAAwDmEWADAoPCCQm2lTIV\/tylrqqVpmN8INDhCLAAAAJxDiAUAAKhQKtcai0oyQiwAAECFdqVbYlFJRogFAACAcwixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAAA4hxALAABQoXYZHotKMkIsAABAhbqlORaVZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACoULc0xaKSjBALAABQoX0yPBaVZIRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAFeqQobGoJCPEAgAAVKhDWmNRSUaIBQAAgHMIsQBQY2NbWuTLo0fb0n4AQOUIsQBQY2ePGCHDMxlb2g8AqBwhFgBqLJVKBX2F\/QCA\/iPEAkCNPbd3r3yYzdrSfgBA5QixAFBj73Z0yP1bt9rSfgDu2S1tsagkI8QCAADAOYRYAMCg0LN7OcO39jxTWb9XMqY6u\/f7jUCDI8QCAADAOYRYAAAAOIcQCwAAAOcQYgEAACqUyrXGopKMEAsAAFChDhkaiyo2Y8YM2b59u2zdulWmTZsWtBYqN02p9qamJlm0aJG0t7fLhg0b5MILL7Tt6rvf\/W5++iuvvNK29TX9YCPEAgAANIARI0bIwoULZfLkyTJ16lQbJltbC4\/WlpumXLsO79ixQ4477ji5\/vrr5d5777X3M3LkSLnmmmvkvPPOk7PPPtuO0\/soN301EGIBAAAawKRJk2TVqlWybt06WbNmjaxdu1YmTpwYjPWVm6Zc+89\/\/nO56aabZP\/+\/bJ06VIZPny4pNNp2blzp9x5552ybds2eeedd2xwHTNmTNnpq4EQCwAA0AA0RG7cuDEYEtm0aZOMHTs2GPKVm6Y\/t9VQ++yzz0oul5NUKiUnnXSSvPzyy3LPPffYad98881gSl90+mogxAIAADQgDZqHCpDlpilu11MFbrvtNrn22mvt8Oc\/\/3mZMGGCXHLJJbJ+\/Xr5\/ve\/L93d3XacKp6+GgixAAAADWDz5s0ybty4YEhsv7ZFlZumr9u2tLTIww8\/bM+ZffXVV23bGWecIT\/84Q\/l9ddfl1tuuUXGjx8v55xzjh1XavpqIMQCAABUaHd6aCwqauXKlXLBBRfIWWedZQOlHildvXq1jBo1SrZs2SJtbW1lpynXroH0kUcekSeeeEKWLFkSPJLIc889J5dddpk9DWH06NH21IHTTz+97PTVQIgFAABoAHpZq7lz58qKFStk+fLlMmfOHOns7AzG+qcIlJumXLu26SkD+mUtz\/Ns6TgNvY8\/\/ri88MIL8tprr8nvf\/97uf\/++8tOXw2poIva8IJu1c2fP1\/mzZsnCxY8JNdd90rQilr6ljwjbfLLYAhofNEdCjuX+tGv1vy734sq+ra3IOirr9tS84K+5OFILAAAAJxDiAUAAIBzCLEAAABwDiEWAACgQgdkaCwqyQixAAAAFeowATIOlWSEWAAAADiHEAsAAADnEGIBAADgHEIsAAAAnEOIBQAAgHMIsQAAABX6QI6ORSUZIRYAAADOIcQCAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAECFuqQpFpVkhFgAAIAKtcvwWFSSEWIBAADgHEJsw\/NEMl1UHcqTJvEy5jdQ5wLQ2FKmwlU9a6qlaZjfCDQ4QiwAAACcQ4h1QHNzs9x6662yb98+effdd+Wqq64KxgAAACQTHzjUlhd0KzJ+\/Hj50pe+JHfccYd89KMfld\/+9rdyzDHHyIEDB4IpRObPny8nnHBCMCRy2mmnyZlnnim\/XP1b2fHevqBV5O139sp1178YDKGavpl9TtoyTwZD9ZPSzxeBGojuUNi51I6+1npESld1rS1Nw+Su7P7D3OOgv\/7Keyroq6\/VqYuCvuRhO1NbA9qkDBs2TC6++GL5wQ9+IH\/2Z38muVwuGCOybt06G1oP5cnVz8nkzy0PhlBNhFgkDSG2Pgix9XGW92zQV1\/Pp84N+pKH7UxtHfYmZfTo0fLee+\/Jnj17ZOLEifLii4VHU2fNmhX0+U499VSZN2+e\/PQnT8rKX\/whaBX50eI\/Bn2oNkIskoYQWx+E2Pr4pLc26Kuvl1KfCvqSh3NiHbF161Zpa2uTmTNnyvLly2XkyJHBGN\/dd99dUCE9fUCDa1gAAACNgBDrED0Ku2zZMnvqwPnnnx+0AgAAJA8h1gFXX321zJ49W1pbW2XChAly7rnnyvr164OxAAAAyUOIdcDSpUvloosuku3bt8ujjz4qN9xwg2zYsCEYCwAAkDyEWAdoeL3sssvkyCOPtJfYip7zCgAAaq9LmmJRSUaIBQAAqFC7DI9FJRkhFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAQIU6c8fEopKMEAsAAFChA2kvFpVkhFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAAJxDiAUAAIBzCLEAAAAV2ittsagkI8QCAADAOYRYAAAAOIcQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACo1MFUPCrBCLEAAACV6ohJJRghFgAAAM4hxAIAAMA5hFgAAAA4hxALAAAA5xBiAQAA4BxCLAAAQKX2pOJRCUaIBQAAqJTnxaMSjBALAAAA5xBiAQAA4BxCLAAAAJxDiAUAAGhwM2bMkO3bt8vWrVtl2rRpQWuP5uZmufXWW2Xfvn3y7rvvylVXXdVnexwQYgEAACrVkYpH9cOIESNk4cKFMnnyZJk6daosWrRIWltbg7G+k08+WXbv3m27U6ZMkdtvv91OU649DgixAAAAlTrgxaP6YdKkSbJq1SpZt26drFmzRtauXSsTJ04MxvreeOMN+d73vicdHR0ybtw42bRpk3R2dpZtjwNCLAAAQAMbM2aMbNy4MRgSG0THjh0bDPUYPXq0tLe3y+LFi2X69OmSy+X6bK83QiwAAEADufnmm8XzPFvFR1xVKpUqGUT1fNm2tjaZOXOmLF++XEaOHNlne70RYgEAABrIjTfeaIOq1tNPPy2bN2+2pwKEtF\/bStmzZ48sW7bMnnpw\/vnnB63l2+uJEAsAANDAVq5cKRdccIGcddZZcs4558iECRNk9erVMmrUKNmyZYs9ynr11VfL7Nmz7Ze2dPy5554r69evL9seB4RYAMCg69\/XTXA49LWNFnAoej7r3LlzZcWKFfZ0gDlz5hR8OUuP2C5dulQuuugiexmuRx99VG644QbZsGFD2fY46N+1GTBYara9mT9\/vsybN08WLFgq113\/YtCKWvpm9jlpyzwZDNVPKhv0AFVUbmfCTmbgDrXj0KNRWrqqa21pGiZ3ZfeTcKvtmZi8wJ9N7lrGkVigwenmjaKqXeXobp4aWJVSajotFXZRZTnzSsehEowQ2+Dsid3ZYVQ9yvxrzkrdC0Bj0LgSVjnJjjRIGkIsUCX6BgIABqpccA3bCa5IKkIs0OCKP\/alqMGucqIhizr8Klaqvdy0QCMjxAIABqRUkCVQDb7ioEpwRdIRYgEAA9bXEVkMTKmwSpitv9TBVCwqyQixAAAAFfI+jEclGSEWAAAAziHEAgAAwDmEWAAAADiHEAsAAADnEGIBAADgHEIsAABAhdL74lFJRogFACDGwr+MFi3deYelckFXhzu69wsXjq2+XDYelWSEWAAAADiHEAsAAADnEGIBAADgHEIsAAAAnEOIBQAAqFD6YDwqyQixAAAAFcrtj0clGSEWAAAAziHEAgAAwDmEWAAAADiHEAsAAADnEGIBAADgHEIsAABApTpiUglGiAUAAKhUqUBZj0owQiwAAACcQ4gFAACAcwixAAAAcA4hFgAAAM4hxAIAAMA5hFgAAIBKtWfjUQlGiAUAAIBzCLEAAABwDiEWAAAAziHEAgAAwDmEWAAAADiHEAsAAFCpzlQ8KsEIsQAAAJU64MWjEowQCwAAAOcQYgEAAOAcQiwAAACcQ4gFAACAcwixAAAAcA4hFgAAoFIfpOJRCUaIBQAAqJTnxaMSjBALAAAA5yT7OHTtDegtU1NTkzz\/\/PPyq1\/9SubMmRO0+pYsWSLHHXdcMCTykY98RM4880x58Xevy67tHwatIs+\/8JZcN29DMIRq+lbqGfmI93+CofrJBV2g2qIbuGQfH6qvN03d7\/eimqZ1Bz119nBT0JM8HIl1yLXXXitbt24Nhgqddtpp8rnPfS5fGmDVmWd8TC783IR8nfXnp9h2AAAAlxFiHTF+\/HiZMmWKPeJayoQJEySVSuVrwYIFtv2WWx6SdOqf8zVpUv2PDAIAAAwUIdYRd955p1xzzTWSy\/HhMAAAdXfQRKg4VIIl+9k7Yvbs2fLKK6\/I2rVrgxYAAFBXH+biUQlGiHXAVVddJd\/85jfF8zz58Y9\/LF\/\/+tfl3nvvDcYCAAAkDyHWAWeffXb+XNcrrrhC\/u3f\/k1mzpwZjAUAAEgeQiwAAACcQ4h1zP3339\/rGrEAAABJQ4gFAACAcwixAAAAldqbiUclGCEWAACgUnrd9jhUghFiAQAA4BxCLAAAAJxDiAUAAGhQM2bMkO3bt8vWrVtl2rRpQWuhU089VVavXi379++XRx99VEaMGFG2vampSRYtWiTt7e2yYcMGufDCC+209UCIBQAAaEAaOhcuXCiTJ0+WqVOn2vDZ2toajPXpH1JaunSp\/Uugxx9\/vDz44IP5P7BUql3va8eOHXLcccfJ9ddfX9e\/IEqIBQAAqFSXiVBxqD5MmjRJVq1aJevWrZM1a9bI2rVrZeLEicFYn\/5V0G3btsnixYtl7969Nqzu2bOnbPvPf\/5zuemmm+zRWQ25w4cPl3S67\/molvo8KgAAgMv25+JRfRgzZoxs3LgxGBLZtGmTjB07NhjyfeITn5Bdu3bJr3\/9a9m3b5\/cd999NpSWa4\/SQPzss89Krk5XSSDEAgAA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","article:published_time":"2024-03-22T20:43:51+00:00","article:modified_time":"2024-03-22T20:49:39+00:00","twitter:card":"summary_large_image","twitter:title":"Reply To: Arbitrary sign for eigen mode | Ansys Learning Forum","twitter:description":"You mean this;set(&quot;direction&quot;, &quot;Backward&quot;)Why would you disable that ? If you leave it as is you get values close to 1 ?abs(Smat);result: 0.00548752 0.0184426 0.99328 0.977123 0.00729792 0.0060976 0.999832 0.9935 0.99337 0.99988 0.000633771 0.000932185 0.977351 0.9933 0.00385249 0.00270568 The whole point is to have some shift along the Y direction like in Bragg grating. Are you 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