From 252ba4ec5bb34c46f40a082b7433e5e99b94f6bb Mon Sep 17 00:00:00 2001 From: Pierre-Francois Loos Date: Wed, 8 Apr 2020 22:00:14 +0200 Subject: [PATCH] H2 stretch --- FarDFT.nb | 554 ++++++++++++++++++++++++------------------ Manuscript/FarDFT.tex | 58 ++++- 2 files changed, 379 insertions(+), 233 deletions(-) diff --git a/FarDFT.nb b/FarDFT.nb index bc92d65..7cabac4 100644 --- a/FarDFT.nb +++ b/FarDFT.nb @@ -10,10 +10,10 @@ NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] -NotebookDataLength[ 16160678, 379795] -NotebookOptionsPosition[ 16109154, 379024] -NotebookOutlinePosition[ 16109547, 379040] -CellTagsIndexPosition[ 16109504, 379037] +NotebookDataLength[ 16166017, 379887] +NotebookOptionsPosition[ 16114493, 379116] +NotebookOutlinePosition[ 16114886, 379132] +CellTagsIndexPosition[ 16114843, 379129] WindowFrame->Normal*) (* Beginning of Notebook Content *) @@ -370230,7 +370230,7 @@ PmbQeTci0z7Ed/OatlK7+zXH9pdHmP/9HM7///v+HzuKo1w= FormBox[ TemplateBox[{ GraphicsBox[{ - Thickness[0.02889338341519792], + Thickness[0.044444444444444446`], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGI5IIaxWZDYzFjYDFA+Axobl3pqsSmxlxi9lPiFGDOR @@ -370274,51 +370274,13 @@ HKJB5ucYQNTrKELC97w+JL38QPDB6e+yMpx/4WrYG/3bqg7cbqqlTKsM4PkB zN9lCOeD05OREZwPtn+pkcOU9taoyzLqDjz+66ek/jByYACBA2oOp0HhH2fs 0MhytN8wXM2hYE337YwGYPr7tCEg+5cqJHw7jSH5wl0VEj5zMPMvjA8AzWio SA== - "]], - - FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, - 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJrIGYCYj7/9VNSO8wcniYuvGZyXtWhkeVov6G4hYOu -ovyXnG2qDvtrZS3Sj1g4nNi1o5dtg6pDA0je3ArOvy70yfG8mxVcf/6a7tsZ -DlYOpw47rc20U4Pzj4HUFyD4DCBwAMEH2yemDufPWaS884+7Otx8sL3b1eH2 -64DUX1N36AsuUZnub+nwIkv72/S96nD3wtQ/B4nLIvhL7u/jm1NsDuc7ND06 -PuO1GVw/WJ7ZDG6+38WJMf8+m8LVg8Pnuyncf1vMfxxK+WXqwMLZJZ+spwrn -N/y2KjiXoQLnV9//ccs4Wsmhx+sVi8lHU4eZIMCp4JASe8eN+YWpg4ExEHyW -dfA5wW47W9XMQfWTystZK2UdboD8v83MQXbXgn2p7+Qh5nGZO5Qf3uY601fB -4c+30gdzFiL4YPlTFnA+2P3Nlg4mIPODZeH8N2253UbSEnD+GiEdvvR9Qg6R -4tsvMuyzcLjOe1ss1YzfwbYyYoVprjmcnwYCx8zg/A16eYsZdcwg/qkUcCgA -xR+DGcT83YIOElOvcGYUmTo8cI13nLVRFOJfDVMHkcpJJWdZRB2egNJNvqnD -we59TSbOQg4HQPE3xdTBfc3R5Qw7BBwmgOJ3v6lDT0S3P6MBr8PXnbe6/oqa -OcSoRsic28Pt8Bfk/4lmDvYljrWn73BBwkvMHM4Hh+dTBL8bFP4HLRxe1D7O -Pr+G12H6BP4qs2xLh3SQv9QEHb5sCMiepW4Fcc9hYQeVJ83zznZZOVSB4o9b -HM5fDwqveVJwPiw+wf6fYAlx/w9Fh/8goG8B54PT22xzOD9GwfFjsg6Uv0LR -4QwI5Jg5gKLL+LCCA3r+BAByJpeS - "]], - - FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, - 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, - 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJlIGYC4vrfVgXnXlg7zAQDFYcPGwKyZ7HbwPmpaUAw -zdbhUYT49osMag7qb3n3Gcy0hYizqTnEKDh+TJ6D4PcGl6hMn4/gL33hofd/ -I4LP479+SuoOW4eniQuvmZxXhfNrPgEttkLw1T+pvJzFKQznp4P0twnA3ROh -GiFz7g8/xJz3Ng4mxkCwmd9BfOoVzgwnGwceRz6vGZkI/pJbyx8bNvM4nDjs -tDZTzs7hDBhg8vPXdN/OcEDwwfZnIPhg/65B8H1OsNvOFrWH2s/joPKked5Z -K3sH+xLH2tNzeByuCn1yPL8MwVcFyQs5wN0D48Pcq6+1UvhCiz3cP2D5W3Zw -/27Ry1vMuMcOHh4wPiy8YHwdRfkvOdfUHWTmxWmenmDnkJn/ofXkF3VI/B63 -dfj59vUBS2V1iH/e2DgkhASpL8hUg9h72drB7+LEmH+LVR3Q0wcAnqLu3A== - "]]}, { - Thickness[0.02889338341519792]}, StripOnInput -> False]}, { - ImageSize -> {34.60991282689913, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {35., 22.}, - PlotRange -> {{0., 34.61}, {0., 21.12}}, AspectRatio -> Automatic}], - + Thickness[0.044444444444444446`]}, StripOnInput -> False]}, { + ImageSize -> {22.49543212951432, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {23., 22.}, + PlotRange -> {{0., 22.5}, {0., 21.12}}, AspectRatio -> Automatic}], GraphicsBox[{ - Thickness[0.02628120893561104], + Thickness[0.02064409578860446], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGI5IIaxWZDYzFjYDFA+Axobl3pqsSmxlxi9lPiFGDOR @@ -370361,7 +370323,6 @@ iSCC/xwkv9YQzucFpS8NA4cv+z5uTb8mCueHgNzzUB7OB7tnporDl523uv6W GjqwcHbJJ/upQ+JvhzGcX/fbquBchAmcLzMvTvP0AxOHBpC4hjokf4SZOsgu BwbkfTVo+jNzSAgJUl+QqeYAy18XQOn2tiqcDzbng4oDev4DADmMkD8= "]], - FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, @@ -370388,11 +370349,41 @@ MKW9NeryHlWH+/v45hgzOTlk5H9oPRmi7lAMcm+do4OZzd6gaYwaDhHi2y8y kF3+wkPvvprDUxD/r43DI5DBDqoOvhcnxvxztnFwX3N0OcMOJTi/BhS+r+Xg /BjVCJlzNSIOMQqOH5N17BzsSxxrT9/hgocfjD8TBBgd4Xxw/JVC+XN4HMyv Hc01eYCIX/T0AQCSgPxI + "]], + + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}}}, {{{40.0047, 6.195309999999999}, {40.3672, + 7.00469}, {40.30629999999999, 7.065629999999998}, {37.1313, + 7.065629999999998}, {36.8047, 6.2562500000000005`}, { + 36.86559999999999, 6.195309999999999}, {40.0047, + 6.195309999999999}}}], + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxlk11Ik1EYxzebhGVG5vzIzWa2qWQrPwpZX//B+55XCrK0dHSRmswFWSYo +aM0L+1DSojAvdIUaXujFwkzChEhDrWxOsqkXamUmfaGQBmGJrJ33zTOiB56L +H+fwnOf/f54TeaogzbxKJpPJPbnfkz6eXHhw5IzNTWDJ88SnKKywwq9qc65e +C41xPnfQV8C0KaRzWKbDeLg1J0EpSOeHo1EvBoHy+sFviqAYtOvPNcuPESz/ +LJ66ezQG9uqJ0zI3z7hsyXB+KNTLwwVZq4cKOQzS8NcxTqTxcQvjyVi13d0R +CbGNCg5PCqxz9aMaaGcuNzgfcrgfGBdg0WvQNV61bP7MwU75XQSorDw9D8He +3yILjUBPmTrZ0seDp1yiRr7frybLHoIbpupU+XcVcnpd28yFBI/TDSa3RcX0 +Wd8vjiceCscb2s+zv+fCJqneCEH6nGu+7kMo4wv0/toQxqKejkD4p7bVmrMJ +9hUZyxyq9ZLf3Txj0T/Oy7g0/aLOwWGKzzLaCjegxNS6y9nLwUn9yt8o6e3k +pH5agpk/KyzWr+QQs7D1q21AyTiotKbIqfCyKLMriLGopzxQ6v+K9/0kquMi +h2ha71qAxC4OqvbgRh+NvzTHOB4HaP+Ta9CwN27EVuFl0e/bhPH2W02L8RkC +e+9fDmMs7ufzcLR+SdG7jYI075NqFD1SLjmCBbhpNEaAaIt9bFMEUWPT6TKV +Bi9jDTWORgKH6JcGs+ue7qxf4HGH6h3QSPV389L9uEiUUn9/cNK+LHpZ3D9X +FOPXoxmzOya08G2uMciP8+w/KCi/9XI23acwwlh8P42gtvLqCZcqGhUtma8S +rAQyGj06zOTcG0tqIyhX9N+Mz9Qheaz/bFKPZ//oYH5rJX/7CFK6PYMRtNDT +/of+/78r/Aem9K2/ "]]}, { - Thickness[0.02628120893561104]}, StripOnInput -> False]}, { - ImageSize -> {38.05024159402241, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {39., 22.}, - PlotRange -> {{0., 38.05}, {0., 21.12}}, AspectRatio -> Automatic}], + Thickness[0.02064409578860446]}, StripOnInput -> False]}, { + ImageSize -> {48.44440348692403, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {49., 22.}, + PlotRange -> {{0., 48.44}, {0., 21.12}}, AspectRatio -> Automatic}], GraphicsBox[{ Thickness[0.016812373907195696`], @@ -370524,7 +370515,7 @@ BPvf2gfi/h+KkHDv9obzwenNAcFPOHxZO5UTyl+h6DADZM5KLweQNuPDCg7o PlotRange -> {{0., 59.48}, {0., 21.12}}, AspectRatio -> Automatic}], GraphicsBox[{ - Thickness[0.013326226012793176`], + Thickness[0.011705489874751257`], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGI5IIaxWZDYzFjYDFA+Axobl3pqsSmxlxi9lPiFGDOR @@ -370546,7 +370537,6 @@ ajvILX/hofdfBc7/C0ofhppw/lNQOO3Vd0hNA4Jjag7JIH//QKQXGB8cjx8F 4PzrvLfFUs0YIO48qg/nw8yH8WH2F4DSpz8v3H3geF4pBHc/OD9uZoPzW8Rr WTPdWOB8aVD5sIAJHj7g8kKBCR5+2702WMyxZISHL3r5AgB2g+xJ "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, @@ -370580,7 +370570,6 @@ tILjx+QYS7j/YHyY/2H8B67xjrMMReD84LeXP85IFICbF6EaIXPuDz/cPhOQ uzfzw93D48jnNSMTwV9ya/ljw2YeB2mQPQ9g6nng5oHpMzzw8IDxYeGFIv/X Cq4fFt4w82F8mP2w+IK5DxafMPfD4hvmPxgf5n/09AEAaBb/xg== "]], - FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" @@ -370595,61 +370584,91 @@ kF3+wkPvvprDUxD/r43DI5DBDqoOvhcnxvxztnFwX3N0OcMOJTi/BhS+r+Xg /BjVCJlzNSIOMQqOH5N17BzsSxxrT9/hgocfjD8TBBgd4Xxw/JVC+XN4HMyv Hc01eYCIX/T0AQCSgPxI "]], + + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}}}, {{{40.0047, 6.195309999999999}, {40.3672, + 7.00469}, {40.30629999999999, 7.065629999999998}, {37.1313, + 7.065629999999998}, {36.8047, 6.2562500000000005`}, { + 36.86559999999999, 6.195309999999999}, {40.0047, + 6.195309999999999}}}], + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxlk11Ik1EYxzebhGVG5vzIzWa2qWQrPwpZX//B+55XCrK0dHSRmswFWSYo +aM0L+1DSojAvdIUaXujFwkzChEhDrWxOsqkXamUmfaGQBmGJrJ33zTOiB56L +H+fwnOf/f54TeaogzbxKJpPJPbnfkz6eXHhw5IzNTWDJ88SnKKywwq9qc65e +C41xPnfQV8C0KaRzWKbDeLg1J0EpSOeHo1EvBoHy+sFviqAYtOvPNcuPESz/ +LJ66ezQG9uqJ0zI3z7hsyXB+KNTLwwVZq4cKOQzS8NcxTqTxcQvjyVi13d0R +CbGNCg5PCqxz9aMaaGcuNzgfcrgfGBdg0WvQNV61bP7MwU75XQSorDw9D8He +3yILjUBPmTrZ0seDp1yiRr7frybLHoIbpupU+XcVcnpd28yFBI/TDSa3RcX0 +Wd8vjiceCscb2s+zv+fCJqneCEH6nGu+7kMo4wv0/toQxqKejkD4p7bVmrMJ +9hUZyxyq9ZLf3Txj0T/Oy7g0/aLOwWGKzzLaCjegxNS6y9nLwUn9yt8o6e3k +pH5agpk/KyzWr+QQs7D1q21AyTiotKbIqfCyKLMriLGopzxQ6v+K9/0kquMi +h2ha71qAxC4OqvbgRh+NvzTHOB4HaP+Ta9CwN27EVuFl0e/bhPH2W02L8RkC +e+9fDmMs7ufzcLR+SdG7jYI075NqFD1SLjmCBbhpNEaAaIt9bFMEUWPT6TKV +Bi9jDTWORgKH6JcGs+ue7qxf4HGH6h3QSPV389L9uEiUUn9/cNK+LHpZ3D9X +FOPXoxmzOya08G2uMciP8+w/KCi/9XI23acwwlh8P42gtvLqCZcqGhUtma8S +rAQyGj06zOTcG0tqIyhX9N+Mz9Qheaz/bFKPZ//oYH5rJX/7CFK6PYMRtNDT +/of+/78r/Aem9K2/ + "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 AJgXAjc= "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJjIGYC4vbl4aeMvjg7PElceM1EX90Bxm/4bVVw7oW6 -w4N9fHOMvZwddBTlv+Rcw+TPt9G5MksNwTcGAWbc/G6vVywmkU5w82F8mP31 -IPEJTg5T2lujLsuoO/SA5Dc6OUjNi9M8LQCVP+DksMOh6dHxG2oOZ0DgipOD -7PIXHnryag47b3X9Tf3u7KCwa8G+1HeiEHPVXRwOdu9rMnEWcriYH89+ztIF -4q7JAg4hJSrT/we4OLyofZx9/g23g96EBT8M5yH4IGtm7HZx+LLv49b0bwIQ -+XMuDvIg8/uEIO5jdHWouv/jlnG2mEOE+PaLDHxuDgwgkKDqMBMEDN0cNqg+ -aZ63Vs3hDe8+g5lObg5bzH8cSuFSd0g8fFk7NdEN7t8TmlaTTve7wcMDxoeF -F9i9L1zh4XlTuibR6CyCD7ZvpSvEvDvqkPCpcXWQmHqFM+ORugPr4klWjKUI -PshZZ6MQ/BXAYPzv6Aq3D8aHuQesbpIr3L0HamUt0re4OuiC7BdTd+D1Xz8l -9YQrPH5g/I16eYsZaxD8U4ed1mbaqTlURKwwPXvY1WHOIuWdf56rQsJnl6vD -jAn8VWbdqhD/z3dxWCukw5duJwKJ33xniP0xag4Kjh+Tz+Q6O/icYLedXaoG -Sb85zg61IPd3IPiPQBGzAMEHm/9azaFkq+jv03XOcPeDzZnrDPcfev4AAGr5 -YvQ= +1:eJxTTMoPSmVmYGBgBGJjIGYC4je8+wxmSnk6PElceM1EX90Bxm/4bVVw7oW6 +g6tqKdOsAg8HHUX5LznXMPksiydZMfoi+DNBQBM3/9OGgOxZ9e5w82F8mP1g +eru7w5T21qjLMuoOX0Dy190dpObFaZ4WgMo/d3fY4dD06PgNNQcTYyD47e4g +u/yFh568moO848fkM7KeDgq7FuxLfSfq4H2C3Xa2r6fDwe59TSbOQg7m147m +miR4OoC0GU8WcNh5q+tvarmnw4vax9nn33A7TPnGFj/jCIIPMvb/Q0+HL/s+ +bk3/JgCR/+LpIA8yv08I4j51L4eq+z9uGWeLOeyvlbVIN/F2YACBBFWH/yAQ +7u2wQfVJ87y1ag4hJSrT/2d4O2wx/3EohUvd4bim1aTT7d5w/+pPWPDDcJs3 +PDxgfFh47QG5l98bHp72wGCY8dkLzgfbd94LYt4ddUj4LPZykJh6hTPjkbpD +DufPBemzEfwer1csJo0IPo//+impGV5w+2B8mHvqQeI7vODuVQd66+wtLwdd +kP1i6g4lW0V/n37nBY8fGH+jXt5ixhoE/9Rhp7WZdmoO9/fxzTF+5eUwZ5Hy +zj/PVSHh88DLYcYE/iqzblWI/495OqwV0uFLtxOBxO9UD4j9MWoObcvDTxlN +8XDwAcVzqRok/U7ycKgFubMDwX8UIb794gIEH2z+azWHm9I1iUZLPeDuB7vz +iAfcf+j5AwB8xGuR "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4BHHxSZGPbIaUtXT2i5KzKeF m5HFAbkaAl0= "], CompressedData[" -1:eJx1VGtIFFEUXq2UFN1tV1cQS82dGV/5XLQH1RHJmd1ZUkxKS3xk62a+gvRH -iRBmam2RhqCuYaY/RDLUSDKQTSoz0vWBpKJRkIqKG6gIWZq2d8a5S0EHDsPH -nXPOfN93z3hfzI/X7hKJRDaWjLakrSUHUbiwsFA8kz1sdgRq9laDyZ0Fj075 -Y9s0J1juiMs2eLKQTCR6DPU4Q0KBombbi4UJp2m5NkIMnlErGYMEC2vGlS6d -XAItC0zQdigL1Kpi0XBnH+gyLXGCBbqtr0U0KQUF6u+vgbSEeKoxi4TylnMf -w5Qa6IaSb/2TJKBHbbQG3BtS/AYkFGg+2B+v12qguvz2+TEPCtr005dFNRqY -TX8yrgy24psbR68OLVDA8VljIdDbcy1nnALJatRw5tz/sdnJGFIXz+J6AQv9 -xbHt1dpKFs/n+Lxn4UXk+ptLDhR0T939rZ1gobZSfCNiieT1mWShGPWrsGKO -R6EV//q+1Hskg8T1HN84EnL2/mzUObLgcv1hgWm3KyS6vRwVOavh9GhV8lYz -AR1Bec02ZhUcQt8vp6AH1c+r4FGTz6tNmoLN5Ny+rSkVFK1ajHP3hdo6S7Ra -8Rk0v0IFI5/OmoPrSbjW5boxkKeCEP9W2UgpAYhe5gEVLDe1e5mYg/x5CgPm -slx92AVXKEN+vaPx+6it4TUNc0ivYQKCKhvXQ400hIVbQkZiLPATsOA3p4uJ -xn5zuv+gsd6R4325ysMM9kPAgl8uyM9C+m8/r1jxaH6q/ZDfTr/PFBDo/j2P -wfUCFvonIb2/xOD5JDp3oLHfUjRvPw1a7h7s+BVA8/rPE6BEvGdouJ+oj7VZ -lmI+DxAOkWDcqzeWKH0kvL52DN6/TuRvghVz+5TOQKlb8Z4sOzGvXx4DRV/X -p8KfSuAk2hc9g+edIgptDbU7fioUMIL4J6nBF+3johu/H/fU8Ewa6KxrkEHq -27EAbZWa9/eYjL9P/Wo8/9//wx/fv9+l +1:eJxTTMoPSmVmYGBgBGJnIGYC4v8goBzg8KL2cfb5N9wOa7pvZzCoBzjIbBSb +z5TA6yD8yfF8mmaAQ4xqhMy5PXwOhy9rp0pqBThc570tlmrG76BpNel0vU6A +w5d9H7emiwk4vOHdZzDTKMBB/ZPKy1mdgg5nQMAiwMF9zdHlDDeEHFaDzF8f +4JAQEqS+IFPNITb36L9NmwMcdjg0PTp+Q81h962uv6m7Axyk5sVpnhZQd9hf +K2uRfibAYUp7a9RlGXWH/Hj2c5JPAxyeJC68ZqKP4Df8tio490LdAeyfyQEO +OoryX3KuqTssnmTF6NuDm9+/4IfhMyeEfhgfZr6C48fkM4kI+8H+qQlw2GL+ +41AKl7rDd7b4GT6tAQ4zJvBXmb1Wg4RPW4BDLci8DgTf5wS77exSBP/X29cH +LJPV4PrB/g1Qc/CXE8vylQ9wEKmcVHKWRdShx+sVi4mjv4PfxYkx/xarQtwl +7++gC3K/mLrDW1B4S/k7zFmkvPOPu7qD7gSgB/j8Hao/bQjIltKAuPeOH5zf +vjz8lNEeP4cLV8Pe6M9Wc1j6wkPv/0I/BwOtlcIXWlQdZswEgkA/hw+L1iuc +9VCCyE/0dXjTltttFC3qsAMUP9994OpVnjTPO/vJx+EpyF3nVR3iQR786ONg +ZAwEwmpwPsx/MD4svsHhxOALj2/xqVc4M7R84eGdw/lzQXq2Lzw+YHxYfLmq +ljLNWuEDj095UHzNRfBZQBEe6wMx7466Q7j49osMz7zh+mF8mPng8Bb0gdsP +lrfzgcc32L4AH4fUNCA4puYw10bnyqw4H0j4P1eFiIv5OvRGdPszfhCC+6cf +xDcQgPMPdO9rMlEWgISvpS88/4Hd0Y7g35CuSTSa6uvQIl7LmsnG75AACr+F +vg7V93/cMl4t4FCyVfT36X0I+8ojVpiePQ2NTxUViP97/R00QPnxpTgkf+z3 +d1grpMOXPk/YYco3YAI84g+JX2thSHr65Q+3H718AAB5Ttqs "]], FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB nQAGXgI/ "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJzIGYC4jXdtzMY2n0ddBTlv+RcU3fg9V8/JdXA12FK -e2vU5TvqDhJTr3BmKCH4Ap8cz6ed9XFo+G1VcO4Fgv8kceE1E311h/jDl7VT -BaHqZdQdXFRLmWZF+DpsMf9xKIVL3cH82tFckwRfh4Bb0jWJl9TgfJl5cZqn +1:eJxTTMoPSmVmYGBgBGJzIGYC4vx49nOSsYEOOoryX3KuqTsoOH5MPmMY6DCl +vTXq8h11B/UnzfPOaiH4iydZMfoyBDo0/LYqOPcCwX+SuPCaib66g2d1s76P +ElS9jLqDtc6VWc9cAx22mP84lMKl7rC1pebCZs9Ah4Bb0jWJl9TgfJl5cZqn P6jA+Q9c4x1nGYrA+fK7FuxLzROAmxehGiFz7g8/3D4TYyDYzA93D48jn9eM -TAR/ya3ljw2beRxS00DA1+EMGGDya0H+akDw/4PAdNz8u/v45hhb+cHNh/Fh -9utOWPDD8BvCfeDwXo9w/55bXX9TlyP8B+PD/A/je+yvlbVwV3Xo8XrFYuIY -ADWfx4Hj54L0zW0BDvYljrWn73DB+Qwg4MAN58+YCQSR3A7WOldmPWsNcGgR -r2XNZONx6AaZB+R/2fdxa7oYrwPImvQWmHkIfm9Etz9jAR+cD4svGB8Wn4sn -WTH6dgTA47siYoXp2dUB8PQg7/gx+czZAHh6gfFh6WnDw5dTN9UEwNMjOj8/ -nv2cZCGC/1hE9uTTZNz8naDwE0eYD+PD7BcGpQ9LhPuCS1Sm/49BuB8czQkI -/8H4MP/D+MFvL3+coSjsIA7KL7d84fah5y8AW3qGhg== +TAR/ya3ljw2beRzOgIBPIIQ+g8mPEN9+kSEKwZ8JAqm4+Rw/F6Rv3oYwH8aH +2b/h4cupm6Yg3AcO70KE+7+zxc/wyUX4D8aH+R/G99hfK2vhrgqJj1tBUPN5 +IP5TCHawL3GsPX2HC85nAAEHbjh/BsjdkdwOV4/mmjTIBzu0iNeyZrLxOKiC +zJMLdviy7+PWdDFeh0iQ/+Vg5iH4vRHd/owFfHA+LL5gfFh82oDiRzEYHt/C +nxzPp7kGw9PDzltdf1PTg+HpBcaHpSdvUHyKBcPTIzqfExS+XAh+7bptSfV/ +g3Dyg0tUpv/fEAQ3H8aH2b+6+3YGw+UguPve8O4zmPktCO7+9DQg+BUE9x+M +D/M/jB/89vLHGYrCkPBsQ+QP9PwFACm8dyQ= "]], FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, @@ -370657,29 +370676,29 @@ nv2cZCGC/1hE9uTTZNz8naDwE0eYD+PD7BcGpQ9LhPuCS1Sm/49BuB8czQkI 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJrIGYC4sOXtVMlnQIdniYuvGZyXtVB3vFj8pmlgQ66 -ivJfcrapOuTHs5+TvBjocGLXjl62DVB53SA4f2tLzYXNhkFw/dKvH5lJGQQ5 -nDrstDbTTg3OPwZSX4DgM4DAAQQfbJ+YOpw/Z5Hyzj/u6nDzG1iO9htuV4fb -rwNSf03d4bGI7MmnnwMdXmRpf5u+Vx3uXpj6nbe6/qYuR/BfbF/P/LwGwZ+w -4IfhsyiEfrC8QiDc/OASlen/ZQJR7ZcNhPvvLe8+g5lygQ4snF3yyXqqcH7D -b6uCcxkqcH71/R+3jKOVHBZPsmL0BZo3EwQ4FRwixLdfZJAKdDAwBoLPsg7C -nxzPp2kGOqh+Unk5a6UsxP++gQ6yuxbsS30n7/AGZF5SoEP54W2uM30VHPbX -ylqkdyD4YPlLCD7Y/QxBDiYg84Nl4fw3bbndRtIScP4aIR2+9H1CDleP5po0 -nA90uM57WyzVjN/BX04sy7cawQe7OxDBX9N9O4NBG+qfSgFI/AHDD2z+bkEH -V9VSpll/AhweuMY7ztooCvHvqwAHkcpJJWdZRB0qIlaYnv0d4HCwe1+TibMQ -JP5YAx3c1xxdzrBDABK//IEOPRHd/owGvA4167Yl1asGOsSoRsic28MN8b9L -oIN9iWPt6TtckPBKRfDB4TkTwQeH/wVgfNc+zj6/htdB/UnzvLO/Ah3S04BA -TdDBWufKrGeaQRD3HBZ24Pi5IH2zU5BDFSj+uMXh/PWg8JonBefD4hPsf5Yg -iPt/KDr8B4HVgXA+OL21IfjiHgF/JLKh/BWKDqBoMrYOhNCHFRzQ8ycAzQWL -Tw== +1:eJxTTMoPSmVmYGBgBGJrIGYC4pjco/823Q52eJq48JrJeVWHnbe6/qbahzjo +Ksp/ydmm6sD5c0H65qwQhxO7dvSybYDKH0fwA+TEsnxPh8D1b22pubD5ZIjD +qcNOazPt1OD8YyD1BQg+AwgcQPDB9ompw/lzFinv/OOuDje/geVov+F2dbj9 +OiD119QdatdtS6rvDXF4kaX9bfpedbh7YepDSlSm/3dA8JsCPec2iCH42laT +Ttd/CYbrbwbJ7wqGm/+Gd5/BzG3BqPZvD4b7r2N5+CmjHcEOLJxd8sl6qnB+ +w2+rgnMZKnB+9f0ft4yjlRxsdK7MerY12GEmCHAqOHzeEJA9a3Owg4ExEHyW +dVjTfTuD4XCwg+onlZezVspC/P882EF214J9qe/kHdpB5v0Jdig/vM11pq+C +Q4T49osMSiFwfhtIPgfBB7t/VoiDCcj8YFk4/01bbreRtAScv0ZIhy99n5BD +QTz7OcnMEIfrvLfFUs34HV5sX8/8XATBB5vzOhjOd1ctZZp1BOqfSgFI/O0M +hpi/W9DhwT6+OcbTgh0euMY7ztooCvFvc7CDSOWkkrMsog7CnxzPp00NdjjY +va/JxFkIEn/zgh3c1xxdzrBDABK/K4MdeiK6/RkNeB3EPQL+SOwPdohRjZA5 +t4fbIRLk/3vBDvYljrWn73BBwus/gg8OT+MQOB8c/kD/vah9nH1+Da/DgVpZ +i/QpIQ7paUCgJuhw9WiuScPhEIh7Dgs7LJpkxeh7J8ShChR/3OJw/npQeM2T +gvNh8Qn2/9wQiPt/KELEXRF8LVB6U0DwNzx8OXUTC5S/QtHhDAhcCXYABbPx +YQUH9PwJAGQFoFY= "]]}, { - Thickness[0.013326226012793176`]}, StripOnInput -> False]}, { - ImageSize -> {75.03563636363636, 21.12078704856787}, BaselinePosition -> - Scaled[0.31887090512778543`], ImageSize -> {76., 22.}, - PlotRange -> {{0., 75.04}, {0., 21.12}}, AspectRatio -> Automatic}], + Thickness[0.011705489874751257`]}, StripOnInput -> False]}, { + ImageSize -> {85.42978829389789, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {86., 22.}, + PlotRange -> {{0., 85.43}, {0., 21.12}}, AspectRatio -> Automatic}], GraphicsBox[{ - Thickness[0.015710919088766692`], + Thickness[0.01096130658774526], StyleBox[{ FilledCurveBox[CompressedData[" 1:eJxTTMoPymNmYGBgBGI5IIaxWZDYzFjYDFA+Axobl3pqsSmxlxi9lPiFGDOR @@ -370750,72 +370769,145 @@ kF3+wkPvvprDUxD/r43DI5DBDqoOvhcnxvxztnFwX3N0OcMOJTi/BhS+r+Xg /BjVCJlzNSIOMQqOH5N17BzsSxxrT9/hgocfjD8TBBgd4Xxw/JVC+XN4HMyv Hc01eYCIX/T0AQCSgPxI "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGI1IIaxWaBsBiifAY3NCJVnRmMTo54YcWrZNZjdhksN -qebjEgcA+c4CbQ== - "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJPIGZigIIdbg4PXOMdZxmKOMD4wW8vf5yRKOBwMT+e -/dxGN4fq+z9uGXMLOPR4vWIxyXRzMDEGgs38DlO+scXPMHFz4HHk85qRieAv -ubX8sWEzj0NlxArTs9Uw9TwOD/bxzTFe5eZwBgx4HCSmXuHM+IXgh5SoTP8f -4A7nu6mWMs3qcIfrrwCZ99gdbj6MD7N/Jhi4w933hnefwcwgd4cI1QiZc3/4 -HdSeNM876+UO9x+MD/M/jC8zL07z9AcVOD/glnRN4iU1uHlbzH8cSuFSh9s3 -pb016rKMOkT+lrvDk8SF10z0EfyG31YF516oO9wEGmOU6u6goyj/JecaJh9m -H4zv0PTo+Axj3HxYfMHMB/tb2dXBY83R5Qw/RCD8bme4/OcNAdmz+J3h+tH5 -PP7rp6T+cILzu0Hx/RA33/sEu+3sVCe4+TA+zP/g4FnpBA8fV1B8fnCChx/M -Plj4wviw8IfxYfED48vvWrAvNU8Abh4sfmH2weIf5h5Y+oDxYelnvo3OlVn/ -nODpDZ1fC/KXhDOc/x8E9HHzwen7kjPcfBgfZr/+hAU/DPuc4e4Dh5O7M9z9 -O291/U21d4b7D8aH+R/Gn7NIeecfdVWHBSD3vnOB2N/D7SDyyfF8Gq8rnA8O -LwlXhxiw+TyQ8FF0dVD/pPJyVicfJL1pucLtB6cvZ1eIv+4LOuiC3Bvm6vCm -LbfbyFoYkj8TXB12BltF/H8u7LBRL28xY4mbg3DlpJKzIsoQ8zvdIOnvhLJD -2/LwU0Zz3By8QOEeqgJPrzD3o5c/AFwT9rs= - "]], - FilledCurveBox[CompressedData[" -1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4GEjqydGLy71uPSSqp5Ut1Fi -JjHitLALAM7SAnU= - "], CompressedData[" -1:eJxTTMoPSmVmYGBgBGJvIGYCYnnHj8lnfD0dHrjGO84ylHMILlGZ/r/C00H9 -k8rLWZ5yDntudf1NXe7p8GXfx63pYXIOLIsnWTG+RfB3gOTjveD8EJD+Di+4 -eWdAYImXQ8jbyx9nHJR16PF6xWKy0Qsi3iMDUb/Dy8HEGAg2S0Lse47gv+fd -ZzDzEcI8XPyeiG5/RgF5OL9FgV31zBVMPsx84cpJJWdDlOD2w/gw94GsNxZW -dPiyISB71novB+Vrj4IZ7ig4/IjJPfpvlZfDHU3ZNf8XK8D9123juSutSAHV -/44KDuDwjfVyWCukw5eup+BwXNNq0unvnnB+yVbR36e3IfjiU69wZjR5Qtxj -AtUPix9HBF8U5NAtag5ty8NPGdV4Osguf+Ghd1/N4T8ITPd0MNBaKXzhiRok -HD8j+CKfHM+n2XrB+eURK0zPTvZyYACBA2oOFSD+YS8HFs4u+eQ+NYf631YF -5154OSSEBKkvyFRz8DnBbjv7rZfDFvMfh1K8EPwp7a1Rl/eoosprqTg4ND06 -PkPZG4P/Ikv72/S5qg45nD8XpGt7O6SmAcExNYf9tbIW6TbeDjqK8l9yrqk7 -uKuWMs364OUgAQqXR+oO9/fxzTE+5OXQAHaXOiQ86xF8cPjd8oSrLwaFb58n -3DxXkHkRCP4yYLD9N0Twb0rXJBqx4uaDgvm/ogfcPhj/SeLCayb66pD4yPGA -hIeMOiQdbfaA+J9L3eE3KP3s8nDYAQqIG2pwvsy8OM3TH1TgfEj6FoHzg0H5 -J1EAbl6EaoTMuT/8cPsg+YUf7h4eRz6vGZkI/pJbyx8bNvNA/FMLU88DNw+c -js/wONiD4ofZE87fqJe3mDHEE1W+2xOuH5x+n3nCzYfxYfZP+cYWP2OOJ9x9 -3qD0EeoJdz8sPcP8h1oeiTigl08AYpgGkQ== + + FilledCurveBox[{{{0, 2, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, 0}, {0, 1, + 0}, {0, 1, 0}}}, {{{40.0047, 6.195309999999999}, {40.3672, + 7.00469}, {40.30629999999999, 7.065629999999998}, {37.1313, + 7.065629999999998}, {36.8047, 6.2562500000000005`}, { + 36.86559999999999, 6.195309999999999}, {40.0047, + 6.195309999999999}}}], + + FilledCurveBox[{{{1, 4, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}}}, CompressedData[" +1:eJxlk11Ik1EYxzebhGVG5vzIzWa2qWQrPwpZX//B+55XCrK0dHSRmswFWSYo +aM0L+1DSojAvdIUaXujFwkzChEhDrWxOsqkXamUmfaGQBmGJrJ33zTOiB56L +H+fwnOf/f54TeaogzbxKJpPJPbnfkz6eXHhw5IzNTWDJ88SnKKywwq9qc65e +C41xPnfQV8C0KaRzWKbDeLg1J0EpSOeHo1EvBoHy+sFviqAYtOvPNcuPESz/ +LJ66ezQG9uqJ0zI3z7hsyXB+KNTLwwVZq4cKOQzS8NcxTqTxcQvjyVi13d0R +CbGNCg5PCqxz9aMaaGcuNzgfcrgfGBdg0WvQNV61bP7MwU75XQSorDw9D8He +3yILjUBPmTrZ0seDp1yiRr7frybLHoIbpupU+XcVcnpd28yFBI/TDSa3RcX0 +Wd8vjiceCscb2s+zv+fCJqneCEH6nGu+7kMo4wv0/toQxqKejkD4p7bVmrMJ +9hUZyxyq9ZLf3Txj0T/Oy7g0/aLOwWGKzzLaCjegxNS6y9nLwUn9yt8o6e3k +pH5agpk/KyzWr+QQs7D1q21AyTiotKbIqfCyKLMriLGopzxQ6v+K9/0kquMi +h2ha71qAxC4OqvbgRh+NvzTHOB4HaP+Ta9CwN27EVuFl0e/bhPH2W02L8RkC +e+9fDmMs7ufzcLR+SdG7jYI075NqFD1SLjmCBbhpNEaAaIt9bFMEUWPT6TKV +Bi9jDTWORgKH6JcGs+ue7qxf4HGH6h3QSPV389L9uEiUUn9/cNK+LHpZ3D9X +FOPXoxmzOya08G2uMciP8+w/KCi/9XI23acwwlh8P42gtvLqCZcqGhUtma8S +rAQyGj06zOTcG0tqIyhX9N+Mz9Qheaz/bFKPZ//oYH5rJX/7CFK6PYMRtNDT +/of+/78r/Aem9K2/ "]], - FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {0, 1, - 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, - 3}, {0, 1, 0}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + FilledCurveBox[{{{0, 2, 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, + 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}, {{1, 4, 3}, { + 1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, + 3}}}, {CompressedData[" +1:eJxTTMoPSmViYGDQAGIQPd9G58osMS+HHcFWEf+PCzpITL3CmcHk5XCwe1+T +ibOQw4cNAdmz5ns6yO9asC81T8Bho17eYsYaT4cI1QiZc3/4HWaCgCWCz7p4 +khXjVQ9U+UYPB+HKSSVnUwQd0kAgzANi/mFhh+ASlen/LTwc3rTldhtFizro +TVjww1DPw6FNgV31zBYxB2MQ0PZwCH57+eOMRkmHMyDA4wnn77zV9Te1HMG/ +kB/Pfm6np0MKyJ5lkg77a2Ut0lW8IO7Xk3IIF99+kUHNC+K+O1IOX0D+U/dy +qLn/45axtzSc/x8E7iP46SDztik43JCuSTTa6umQCuK3KUHUsSP4a7pvZzCc +94Dzwfb3eDjsza95O9NUyYEFFD6+Hg73XeMdZy1UhITHOXeHcE6xduN6BYcc +zp8L0me7Q8z9Lwvng8PxpwScrwDyzztRhze8+wxmbnJ3MAGFU7CwQ9vy8FNG +d9wd1grp8KXXCTrc38c3x1jKw8G+xLH29B1eeHxA+FwO3ifYbWd/RfCLt4r+ +Pq3nCeeDnZHu6XAAFF+LuR2eJC68ZrLc00Fmo9h8pgRehxBQ/F3wdOiN6PZn +LOBziD98WTv1oyfEPZv5IennO1S/soADenoDABtyF80= + "], CompressedData[" + +1:eJxTTMoPSmViYGAQBmIQHS6+/SLDPE+Hmvs/bhl7Szt4n2C3ne3r6WBiDALS +Dm6qpUyzNDwdUtKAQE3aIbhEZfr/Dx5w/sX8ePZzKxH8mSDQ6AHXrzdhwQ9D +PQ+H/ohuf8YCBL9VgV31zBZZh/21shbpJh4OIpWTSs4ekXPg9V8/JdXDwwGs +nVkBYl8GlC+s6JDN+XNB+moPB+cJzUJpuxQh7v2K4MPcC+PX/bYqOBfgCXFX +pqLD5G9s8TNyPCHmHVZwmG+jc2VWn6eD7K4F+1LfyTskHL6snTrT02F7sFXE +/3Y5B/TwAQDQMXP/ + "]}], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGIpIAaxQYAJSjNCxZjR2DA5BjQ2LjXUEifGXlLdSS31 +AJgXAjc= + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJjIGYCYgXHj8lneH0cniQuvGair+4A4zf8tio490Ld +oSJihenZZG8HHUX5LznXMPnm147mmjgg+GdAQAY3X+VJ87yzRV5w82F8mP3i +U69wZqzycpjS3hp1WQYqf8rLQWpenOZpAaj8LS+HHQ5Nj47fUHNITwOCd14O +sstfeOjJqzmElKhM/y/g46Cwa8G+1HeiDrUgexx8HA5272sycRZyyOH8uSA9 +2MfBGAQmCzi84d1nMDPLx+FF7ePs82+4HY5qWk06vR3BvyFdk2h01cfhy76P +W9O/CTgcB8k/93GQB5nfJ+SgCnKflK9D1f0ft4yzxRy+bAjInqXu58AAAgmq +DiYge7z9HDaAFK5Vc2hfHn7KKMbPYYv5j0MpXOoOf2Jyj/6r8oP7N+HwZe3U +lX7w8IDxYeH1FuReJj94eJZsFf19+pkvnA+277AvxLw76g6poPCZ5usgAQq3 +R+oOc210rszqQ/D318papJcg+PbAYJ0R7Qu3D8aHuWeDXt5ixjW+cPdGiG+/ +yHDO10EXZL+YusNSYDT8f+gLjx8YfyNIXw2Cf+qw09pMOzUHkU+O59Pu+jrM +WaS8889zVUj4XPF1mDGBv8qsWxXi/50+DmuFdPjS7UQg8dvhDbE/Rs1hz62u +v6nt3g4+J9htZ5eqOciD0m+rNyTeOxD8RyCHLkDwwea/VnPg8V8/JXWGN9z9 +YH9u94b7Dz1/AACpPWiK + "]], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGIVIIaxWZDYzFDMAOUz4BHHxSZGPbIaUtXT2i5KzKeF +m5HFAbkaAl0= + "], CompressedData[" +1:eJx1VHsslWEYPy7RZTg5LmNMOOf7iCJElPU0M13k+95PFyuL6CTD+IM/hDGO +1NTorA3HNdbUKN2otpJVurlPbqlZIYSFbA41Ou/39X1na+vZ3j9+e9/ned7f +7/c+r31UIiPXE4lEOpoVoFm6muWJowjBZMZoXNfMJhhpNi7zVCGwuWdRqRtp +BIGyFF1VGYJwWZhN51NjWDKIKA4uRzBgNGwh9zaB8ITW1fuVCBab5xtjLMRg +t28+uv0GAnJBOqW6tBnWcNQhCKpvrRUNmnL1HRiIPMKQVbEEFFapd3wjGHgM +2V/fDBIwa9TsXrKdAeuKU85tYhJ+3qXjVHsZuJaXe6LXhoQapZ/O4TAGxk5f +7/dy0+KsX35JnZMksHwMGXC1t1uM7yehrzXBK2sN/Re/7HWRWzUhIZ/HfP3Q +ZGnR2gck9Gf5/EDw0Ef94sxGEpz9lG2ZagTFhSbnvacJTp9lBBm43kUtDn5r +6F+aosUrs9MtvtGEkM/ypQnIQQfKs5QIzFKVyR365pAadnNnhwRBSM/V8NUa +GcjGcio6dBFsw/e3IMEF54sQlFU7PvkdRMKhtBy34BUa0hY0wlk7QQmOL1rM +9u+hobvv2IxbKQF5tcffe7yiwX3rLUm3QsbxK6VhrrphS8d+B25/Dw0zFxLy +PU6ac/5+poTzlw9+1/caomAc69Ulg1ZMaIACD+yDhBAwz4/HvN+szhOU4Pfz +DNtdMetpQe/JRw16E0604AePeb/q84fPiQoowc9cfF+FFsdvWK6KCaC4ep9I +eIbrt4cI+Tzm68/h97YUIvRn96WU4Dfbz4cC+VlNvCZAHz/AQIrTf0IG7Th+ +U3AlLJ/SmTMV+BRg7C4WcEt+c7aXo5jTV0wL88f6663FrN7+NCgsM9bFGpjA +qJntu/EAjZ8j6o+edWKYwfPC0EK/xAjDTquhv35KpdCoSO9+4IvACc/jlCU3 +H6EIbpu6GsdUSCD9TlNU5lHE+btbwr2nJO1/8O//8Aejq9Xz + "]], + FilledCurveBox[CompressedData[" +1:eJxTTMoPymNmYGBgBGI5IIaxWaBsBiifAY3NCJVHV4NLHJcaUtXjUkOq+YPB +nQAGXgI/ + "], CompressedData[" +1:eJxTTMoPSmVmYGBgBGJzIGYC4sWTrBh9LwQ56CjKf8m5pu4QXKIy/f+SIIcp +7a1Rl++oO0SKb7/IMA/Bv3o016ShOMih4bdVwbkXCP6TxIXXTPTVHWrWbUuq +nwpVL6PukB/Pfk5yZ5DDFvMfh1K41B1ebF/P/HxPkEPALemaxEtqcL7MvDjN +0x9U4PwHrvGOswxF4Hz5XQv2peYJwM2LUI2QOfeHH26fiTEQbOaHu4fHkc9r +RiaCv+TW8seGzTwO/0Fgf5DDGTDA5Hd7vWIxOYvgg6kbuPnWOldmPdMMhpsP +48Psfywie/IpezDcfeDwfoJwv7bVpNP1DxD+g/Fh/ofxPfbXylq4q0Liwy8E +aj4PxH+TQxzsSxxrT9/hgvMZQMCBG86fMRMIIrkdOH4uSN88KcShRbyWNZON +xyECZB6Q/2Xfx63pYrwOPSD/T4SZh+D3RnT7Mxbwwfmw+ILxYfFZAIqfqSHw ++HZVLWWatSMEnh7e8O4zmHkrBJ5eYHxYeqoFxWdnCDw9ovNtQOFbi+BvePhy +6qYC3Py25eGnjFQQ5sP4MPsf7OObY+yGcJ+C48fkM5kI94OCbWYuwn8wPsz/ +MH7w28sfZygKQ8LzFyJ/oOcvAFyjjBE= + "]], + + FilledCurveBox[{{{1, 4, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {1, 3, 3}, {1, 3, 3}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}, {0, 1, + 0}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {1, 3, 3}, {0, 1, 0}}}, CompressedData[" -1:eJxTTMoPSmVmYGBgBGJTIGYC4vbl4aeMtvg4yMyL0zz9QcUBxt/h0PTo+A01 -hy16eYsZ9/g4bDH/cSiFS93hT0zu0X9Mvg5T2lujLsuoO9yQrkk08vV1eJK4 -8JqJPoLf8Nuq4NwLdYf9tbIW6Xd8HHQU5b/kXFN3EJ96hTNjF4K//IWH3v9M -BP8MCMgg+B82BGTP+u4Nse+OugOP//opqR3ecPNhfJj9b3j3Gcy85A1334yZ -QCCJcH/C4cvaqYoI/8H4MP/D+NGqETLn/gjB+V/2fdyaPk3QIYfz54J0YR+H -9DQgaBNwUH/SPO/sL2+HA937mkyUBRxUQPxT3g4xIP17+OD8JbeWPzZs5nGo -BbnbwAfizzM8DvZAZ8ywRvArIlaYnk1G8C/kx7OfK0TwweHXheDvBYXvGh8H -E2Mg2MzjYH7taK7JDx8H+xLH2tNzeBxcVEuZZi3whdu/ARSfZxB8kU+O59P+ -4uZ/AYX/eT9U+2/5OYCCdWalAMT8B36Q8GATcvgPAu/9HNoU2FXPbBFzmGuj -c2XWPgQfbP8aP4eq+z9uGXuLQMxb5ecA0p6mJuIQUqIy/f8KPweFXQv2pZ4T -dthzq+tv6nI/h4Og8D0s7BAuvv0iwzw/SPzECEH8PdnPQbhyUsnZFEFIeuqE -ukdN0CECpL7Mz2GtkA5f+jwBiHnvfR12BltF/HcXgKQvcwQf7P7/PnA+LP0G -v738cUaiADx/VIPcvxrBh6UfAF2wg9A= +1:eJxTTMoPSmVmYGBgBGJrIGYC4gkLfhg+8wt1eJq48JrJeVWHN7z7DGZuCnXQ +VZT/krNN1cFG58qsZ3dDHU7s2tHLtgEqbxUG5zcFes5tsAuD63+xfT3zc5sw +h1OHndZm2qnB+cdA6gsQfAYQOIDgg+0TU4fz5yxS3vnHXR1ufgPL0X7D7epw ++3VA6q+pO2x4+HLqJoYwhxdZ2t+m71WHuxemvm15+CmjLQj+1paaC5s7EfzY +3KP/NqWHwvWD5XVD4eYrOH5MPqMZimq/Vijcf7tudf1N1Q51YOHskk/WU4Xz +G35bFZzLUIHzq+//uGUcreRQEM9+ThJo3kwQ4FRwUH3SPO+sWqiDgTEQfJZ1 +eLCPb46xWaiD6ieVl7NWykL8HxXqILtrwb7Ud/IOO0Hm5Yc6lB/e5jrTV8Gh +x+sVi8lUBB8sfx/BB7ufN8zBBGR+sCyc/6Ytt9tIWgLOXyOkw5e+T8hh0SQr +Rt87oQ7XeW+LpZrxO8i8fmQm1YHgp4FAHIJfGbHC9Kw51D+VApD40wmFmL9b +0EHok+P5NM5Qhweu8Y6zNopC/PstxEGkclLJWRZRB1fVUqZZHKEOB7v3NZk4 +C0HiTzDUwX3N0eUMOwQg8SsT6tAT0e3PaMDr4FndrO9jFOoQoxohc24PN8T/ +gaEO9iWOtafvcEHCqwjBB4fnMgQfHP7A9PGi9nH2+TW8Dl82BGTPYg9zSAf5 +S03QgePngvTNZmEQ9xwWdrh6NNekwT/MoQoUf9zicP56UHjNk4LzYfEJ9r9A +GMT9PxQdzoDAjlA4H5zeJiP4T0RkTz4th/JXKELyhUeoAyi6jA8rOKDnTwCm +tpgx "]]}, { - Thickness[0.015710919088766692`]}, StripOnInput -> False]}, { - ImageSize -> {63.647990037359904`, 21.12078704856787}, - BaselinePosition -> Scaled[0.31887090512778543`], - ImageSize -> {64., 22.}, PlotRange -> {{0., 63.65}, {0., 21.12}}, - AspectRatio -> Automatic}]}, "PointLegend", - DisplayFunction -> (FormBox[ + Thickness[0.01096130658774526]}, StripOnInput -> False]}, { + ImageSize -> {91.23252801992528, 21.12078704856787}, BaselinePosition -> + Scaled[0.31887090512778543`], ImageSize -> {92., 22.}, + PlotRange -> {{0., 91.23}, {0., 21.12}}, AspectRatio -> Automatic}]}, + "PointLegend", DisplayFunction -> (FormBox[ StyleBox[ StyleBox[ PaneBox[ @@ -371257,9 +371349,9 @@ v738cUaiADx/VIPcvxrBh6UfAF2wg9A= 3.7952328691117477`*^9}, {3.79525637996977*^9, 3.7952565021604767`*^9}, 3.795256708483235*^9, 3.7952600260945587`*^9, 3.795260578404459*^9, { 3.795260637324193*^9, 3.795260648171019*^9}, 3.795260701739809*^9, { - 3.795320421346336*^9, 3.795320464054949*^9}}, + 3.795320421346336*^9, 3.795320464054949*^9}, 3.795333455129352*^9}, CellLabel-> - "Out[198]=",ExpressionUUID->"33f9e8f0-146c-4af3-81a8-38dc2a8c43ad"] + "Out[210]=",ExpressionUUID->"beedfd16-e437-4dab-a7bf-189f446c7a25"] }, Open ]], Cell[CellGroupData[{ @@ -379701,99 +379793,99 @@ Cell[15333770, 364239, 200149, 3542, 249, "Output",ExpressionUUID->"357e2709-ec1 }, Open ]], Cell[CellGroupData[{ Cell[15533956, 367786, 2879, 62, 367, "Input",ExpressionUUID->"b3f6951d-bf84-466d-8be0-5fa497cd2249"], -Cell[15536838, 367850, 193023, 3411, 270, "Output",ExpressionUUID->"33f9e8f0-146c-4af3-81a8-38dc2a8c43ad"] +Cell[15536838, 367850, 198362, 3503, 270, "Output",ExpressionUUID->"beedfd16-e437-4dab-a7bf-189f446c7a25"] }, Open ]], Cell[CellGroupData[{ -Cell[15729898, 371266, 2361, 59, 249, "Input",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], -Cell[15732262, 371327, 18375, 343, 246, "Output",ExpressionUUID->"04fe6bb8-2432-44e9-94ef-c4d032d36970"] +Cell[15735237, 371358, 2361, 59, 249, "Input",ExpressionUUID->"480efb8a-9a05-41e0-9e2f-f1efa4801aa1"], +Cell[15737601, 371419, 18375, 343, 246, "Output",ExpressionUUID->"04fe6bb8-2432-44e9-94ef-c4d032d36970"] }, Open ]], -Cell[15750652, 371673, 893, 24, 30, "Input",ExpressionUUID->"eba743cb-9b99-4968-9e03-ca45aab743f7"], +Cell[15755991, 371765, 893, 24, 30, "Input",ExpressionUUID->"eba743cb-9b99-4968-9e03-ca45aab743f7"], Cell[CellGroupData[{ -Cell[15751570, 371701, 2043, 56, 131, "Input",ExpressionUUID->"8977b581-2fdd-4e80-865e-b9ee82c025b3"], -Cell[15753616, 371759, 1627, 28, 77, "Output",ExpressionUUID->"ff1ee934-574a-488f-845a-38d339f17597"], -Cell[15755246, 371789, 461, 8, 34, "Output",ExpressionUUID->"fcbd15f7-7044-4024-a773-e3ba58909c91"], -Cell[15755710, 371799, 1640, 29, 77, "Output",ExpressionUUID->"4ff3411b-c53a-4f8d-9aa5-3f2f2171818f"] +Cell[15756909, 371793, 2043, 56, 131, "Input",ExpressionUUID->"8977b581-2fdd-4e80-865e-b9ee82c025b3"], +Cell[15758955, 371851, 1627, 28, 77, "Output",ExpressionUUID->"ff1ee934-574a-488f-845a-38d339f17597"], +Cell[15760585, 371881, 461, 8, 34, "Output",ExpressionUUID->"fcbd15f7-7044-4024-a773-e3ba58909c91"], +Cell[15761049, 371891, 1640, 29, 77, "Output",ExpressionUUID->"4ff3411b-c53a-4f8d-9aa5-3f2f2171818f"] }, Open ]], -Cell[15757365, 371831, 969, 25, 30, "Input",ExpressionUUID->"d178bbe2-f7e2-46a5-a39a-6ea5c791c5b0"], +Cell[15762704, 371923, 969, 25, 30, "Input",ExpressionUUID->"d178bbe2-f7e2-46a5-a39a-6ea5c791c5b0"], Cell[CellGroupData[{ -Cell[15758359, 371860, 4048, 104, 103, "Input",ExpressionUUID->"555f9003-f225-466f-9574-844402a303fe"], -Cell[15762410, 371966, 835, 17, 34, "Output",ExpressionUUID->"234fa73c-d858-4963-892d-305064f5ea60"] +Cell[15763698, 371952, 4048, 104, 103, "Input",ExpressionUUID->"555f9003-f225-466f-9574-844402a303fe"], +Cell[15767749, 372058, 835, 17, 34, "Output",ExpressionUUID->"234fa73c-d858-4963-892d-305064f5ea60"] }, Open ]], Cell[CellGroupData[{ -Cell[15763282, 371988, 691, 21, 33, "Input",ExpressionUUID->"1a6caf45-2eea-4ee7-9384-eb8ffbd80006"], -Cell[15763976, 372011, 595, 17, 34, "Output",ExpressionUUID->"2a722cfa-23aa-435e-b09c-483568356fb5"] +Cell[15768621, 372080, 691, 21, 33, "Input",ExpressionUUID->"1a6caf45-2eea-4ee7-9384-eb8ffbd80006"], +Cell[15769315, 372103, 595, 17, 34, "Output",ExpressionUUID->"2a722cfa-23aa-435e-b09c-483568356fb5"] }, Open ]], Cell[CellGroupData[{ -Cell[15764608, 372033, 969, 28, 48, InheritFromParent,ExpressionUUID->"c855c04f-d5c2-47c2-ab31-320359277503"], -Cell[15765580, 372063, 495, 14, 34, "Output",ExpressionUUID->"7bcf9fb3-7298-44dd-9402-e8ab08f6a4d7"] +Cell[15769947, 372125, 969, 28, 48, InheritFromParent,ExpressionUUID->"c855c04f-d5c2-47c2-ab31-320359277503"], +Cell[15770919, 372155, 495, 14, 34, "Output",ExpressionUUID->"7bcf9fb3-7298-44dd-9402-e8ab08f6a4d7"] }, Open ]], Cell[CellGroupData[{ -Cell[15766112, 372082, 3998, 90, 501, "Input",ExpressionUUID->"3e1d531d-968b-4347-a125-72660d1219b5"], -Cell[15770113, 372174, 43518, 786, 376, "Output",ExpressionUUID->"a4b3733d-fc2c-45d7-b906-27c8fb6182bd"] +Cell[15771451, 372174, 3998, 90, 501, "Input",ExpressionUUID->"3e1d531d-968b-4347-a125-72660d1219b5"], +Cell[15775452, 372266, 43518, 786, 376, "Output",ExpressionUUID->"a4b3733d-fc2c-45d7-b906-27c8fb6182bd"] }, Open ]], Cell[CellGroupData[{ -Cell[15813668, 372965, 986, 29, 56, "Input",ExpressionUUID->"827a1054-eda5-4739-83bf-0386aaca1ac7"], -Cell[15814657, 372996, 496, 14, 34, "Output",ExpressionUUID->"383d63a4-d030-4692-878e-3d6817645c5d"] +Cell[15819007, 373057, 986, 29, 56, "Input",ExpressionUUID->"827a1054-eda5-4739-83bf-0386aaca1ac7"], +Cell[15819996, 373088, 496, 14, 34, "Output",ExpressionUUID->"383d63a4-d030-4692-878e-3d6817645c5d"] }, Open ]], Cell[CellGroupData[{ -Cell[15815190, 373015, 1436, 45, 33, "Input",ExpressionUUID->"52ecb6d7-628e-48c3-8fdf-04e32fa73ba3"], -Cell[15816629, 373062, 275, 5, 34, "Output",ExpressionUUID->"01188a81-253a-4fef-851b-1f1c8014ba9a"] +Cell[15820529, 373107, 1436, 45, 33, "Input",ExpressionUUID->"52ecb6d7-628e-48c3-8fdf-04e32fa73ba3"], +Cell[15821968, 373154, 275, 5, 34, "Output",ExpressionUUID->"01188a81-253a-4fef-851b-1f1c8014ba9a"] }, Open ]], Cell[CellGroupData[{ -Cell[15816941, 373072, 1307, 44, 33, "Input",ExpressionUUID->"1b5f1cb0-3fd7-435b-8c04-9aeb03cf006c"], -Cell[15818251, 373118, 156, 3, 34, "Output",ExpressionUUID->"8bdb68f5-1fd2-448b-a479-95a1c8963c85"] +Cell[15822280, 373164, 1307, 44, 33, "Input",ExpressionUUID->"1b5f1cb0-3fd7-435b-8c04-9aeb03cf006c"], +Cell[15823590, 373210, 156, 3, 34, "Output",ExpressionUUID->"8bdb68f5-1fd2-448b-a479-95a1c8963c85"] }, Open ]], Cell[CellGroupData[{ -Cell[15818444, 373126, 12100, 237, 1018, "Input",ExpressionUUID->"0a7923af-71ee-45df-8b56-0e8b12a0a6d1"], -Cell[15830547, 373365, 8842, 152, 790, "Output",ExpressionUUID->"5db96a25-79a9-4efe-8b1f-76b5aa8f7756"] +Cell[15823783, 373218, 12100, 237, 1018, "Input",ExpressionUUID->"0a7923af-71ee-45df-8b56-0e8b12a0a6d1"], +Cell[15835886, 373457, 8842, 152, 790, "Output",ExpressionUUID->"5db96a25-79a9-4efe-8b1f-76b5aa8f7756"] }, Open ]] }, Open ]], Cell[CellGroupData[{ -Cell[15839438, 373523, 156, 3, 67, "Section",ExpressionUUID->"7e57ea5d-eda6-4859-be05-fbdab0057af8"], -Cell[15839597, 373528, 1046, 21, 199, "Input",ExpressionUUID->"9b0a9925-7ea3-472a-8b52-c47b533609b7"], -Cell[15840646, 373551, 11736, 316, 535, "Input",ExpressionUUID->"e2303c87-a8e1-4df1-944f-cd2b088263a9"], +Cell[15844777, 373615, 156, 3, 67, "Section",ExpressionUUID->"7e57ea5d-eda6-4859-be05-fbdab0057af8"], +Cell[15844936, 373620, 1046, 21, 199, "Input",ExpressionUUID->"9b0a9925-7ea3-472a-8b52-c47b533609b7"], +Cell[15845985, 373643, 11736, 316, 535, "Input",ExpressionUUID->"e2303c87-a8e1-4df1-944f-cd2b088263a9"], Cell[CellGroupData[{ -Cell[15852407, 373871, 2544, 43, 220, "Input",ExpressionUUID->"c25cd409-06ed-474f-bd83-a59b0babaccb"], -Cell[15854954, 373916, 74041, 1485, 391, "Output",ExpressionUUID->"ef35eb6f-e664-48a1-adf8-f3ed74eebdce"] +Cell[15857746, 373963, 2544, 43, 220, "Input",ExpressionUUID->"c25cd409-06ed-474f-bd83-a59b0babaccb"], +Cell[15860293, 374008, 74041, 1485, 391, "Output",ExpressionUUID->"ef35eb6f-e664-48a1-adf8-f3ed74eebdce"] }, Open ]], Cell[CellGroupData[{ -Cell[15929032, 375406, 1442, 29, 220, "Input",ExpressionUUID->"b6366ba0-47af-4fdb-8ffb-513b455421e0"], -Cell[15930477, 375437, 74203, 1485, 385, "Output",ExpressionUUID->"aee73340-d188-4c02-9c0b-bc1febe9fc98"] +Cell[15934371, 375498, 1442, 29, 220, "Input",ExpressionUUID->"b6366ba0-47af-4fdb-8ffb-513b455421e0"], +Cell[15935816, 375529, 74203, 1485, 385, "Output",ExpressionUUID->"aee73340-d188-4c02-9c0b-bc1febe9fc98"] }, Open ]], -Cell[16004695, 376925, 893, 24, 30, "Input",ExpressionUUID->"5add9728-32e3-4599-868d-3a1b2239db00"], +Cell[16010034, 377017, 893, 24, 30, "Input",ExpressionUUID->"5add9728-32e3-4599-868d-3a1b2239db00"], Cell[CellGroupData[{ -Cell[16005613, 376953, 1514, 40, 90, "Input",ExpressionUUID->"2a0688ee-74ad-46db-ba7b-224b2b808675"], -Cell[16007130, 376995, 1692, 27, 77, "Output",ExpressionUUID->"883dd515-3ae6-41b5-8367-626b24f3c665"], -Cell[16008825, 377024, 1682, 26, 77, "Output",ExpressionUUID->"2ffa3de5-1cd0-4d04-8ace-5bda4e8413ac"] +Cell[16010952, 377045, 1514, 40, 90, "Input",ExpressionUUID->"2a0688ee-74ad-46db-ba7b-224b2b808675"], +Cell[16012469, 377087, 1692, 27, 77, "Output",ExpressionUUID->"883dd515-3ae6-41b5-8367-626b24f3c665"], +Cell[16014164, 377116, 1682, 26, 77, "Output",ExpressionUUID->"2ffa3de5-1cd0-4d04-8ace-5bda4e8413ac"] }, Open ]], -Cell[16010522, 377053, 969, 25, 30, "Input",ExpressionUUID->"68f3e2d3-26c7-43c5-b8e3-f4ed45d25ed9"], +Cell[16015861, 377145, 969, 25, 30, "Input",ExpressionUUID->"68f3e2d3-26c7-43c5-b8e3-f4ed45d25ed9"], Cell[CellGroupData[{ -Cell[16011516, 377082, 1898, 45, 80, "Input",ExpressionUUID->"5e80185d-9c89-4378-a52b-f7ae39447f4c"], -Cell[16013417, 377129, 889, 16, 34, "Output",ExpressionUUID->"1623f7b4-b625-468f-95f3-f9cb422fab7a"] +Cell[16016855, 377174, 1898, 45, 80, "Input",ExpressionUUID->"5e80185d-9c89-4378-a52b-f7ae39447f4c"], +Cell[16018756, 377221, 889, 16, 34, "Output",ExpressionUUID->"1623f7b4-b625-468f-95f3-f9cb422fab7a"] }, Open ]], Cell[CellGroupData[{ -Cell[16014343, 377150, 3937, 88, 501, "Input",ExpressionUUID->"9b865922-379a-437f-9465-86ea61099c7c"], -Cell[16018283, 377240, 43640, 786, 383, "Output",ExpressionUUID->"758bdb93-96f6-41cf-bb21-1d7d3ec2623e"] +Cell[16019682, 377242, 3937, 88, 501, "Input",ExpressionUUID->"9b865922-379a-437f-9465-86ea61099c7c"], +Cell[16023622, 377332, 43640, 786, 383, "Output",ExpressionUUID->"758bdb93-96f6-41cf-bb21-1d7d3ec2623e"] }, Open ]], Cell[CellGroupData[{ -Cell[16061960, 378031, 1875, 56, 79, "Input",ExpressionUUID->"c985275f-ef22-4f69-b6cc-ef3826053597"], -Cell[16063838, 378089, 672, 19, 34, "Output",ExpressionUUID->"898aac3e-1016-4685-a14a-61fdedacf977"], -Cell[16064513, 378110, 674, 19, 34, "Output",ExpressionUUID->"132f03f3-ad06-4c9d-aac7-3f9d9f66b481"] +Cell[16067299, 378123, 1875, 56, 79, "Input",ExpressionUUID->"c985275f-ef22-4f69-b6cc-ef3826053597"], +Cell[16069177, 378181, 672, 19, 34, "Output",ExpressionUUID->"898aac3e-1016-4685-a14a-61fdedacf977"], +Cell[16069852, 378202, 674, 19, 34, "Output",ExpressionUUID->"132f03f3-ad06-4c9d-aac7-3f9d9f66b481"] }, Open ]], -Cell[16065202, 378132, 2114, 69, 174, "Input",ExpressionUUID->"627c8f0b-bf5d-4930-b7f0-4db83f0ff9e6"] +Cell[16070541, 378224, 2114, 69, 174, "Input",ExpressionUUID->"627c8f0b-bf5d-4930-b7f0-4db83f0ff9e6"] }, Closed]], Cell[CellGroupData[{ -Cell[16067353, 378206, 161, 3, 53, "Section",ExpressionUUID->"aa4e43b6-16bb-48ec-b510-dd62918a249d"], +Cell[16072692, 378298, 161, 3, 53, "Section",ExpressionUUID->"aa4e43b6-16bb-48ec-b510-dd62918a249d"], Cell[CellGroupData[{ -Cell[16067539, 378213, 11273, 236, 1060, "Input",ExpressionUUID->"74a386fd-d786-4f8e-ac35-d0ff9ba081f6"], -Cell[16078815, 378451, 9389, 154, 824, "Output",ExpressionUUID->"d7d06b61-0933-4088-93bd-8e0fba5dd977"] +Cell[16072878, 378305, 11273, 236, 1060, "Input",ExpressionUUID->"74a386fd-d786-4f8e-ac35-d0ff9ba081f6"], +Cell[16084154, 378543, 9389, 154, 824, "Output",ExpressionUUID->"d7d06b61-0933-4088-93bd-8e0fba5dd977"] }, Open ]] }, Closed]], Cell[CellGroupData[{ -Cell[16088253, 378611, 150, 3, 53, "Section",ExpressionUUID->"c824cb5c-4a52-46d1-a35a-851caf0c9277"], +Cell[16093592, 378703, 150, 3, 53, "Section",ExpressionUUID->"c824cb5c-4a52-46d1-a35a-851caf0c9277"], Cell[CellGroupData[{ -Cell[16088428, 378618, 11846, 251, 1102, "Input",ExpressionUUID->"90c1c688-5be7-41e3-9c39-705d685f5e99"], -Cell[16100277, 378871, 8837, 148, 860, "Output",ExpressionUUID->"8dd3c70a-b7fc-44f3-8f55-b16fedb42516"] +Cell[16093767, 378710, 11846, 251, 1102, "Input",ExpressionUUID->"90c1c688-5be7-41e3-9c39-705d685f5e99"], +Cell[16105616, 378963, 8837, 148, 860, "Output",ExpressionUUID->"8dd3c70a-b7fc-44f3-8f55-b16fedb42516"] }, Open ]] }, Closed]] }, Open ]] diff --git a/Manuscript/FarDFT.tex b/Manuscript/FarDFT.tex index 5ec37d7..e9c617f 100644 --- a/Manuscript/FarDFT.tex +++ b/Manuscript/FarDFT.tex @@ -314,7 +314,7 @@ where $\e{\ex}{\ew{}}(\n{}{})$ and $\e{\co}{\ew{}}(\n{}{})$ are the weight-depen \label{sec:compdet} The self-consistent GOK-DFT calculations have been performed with the \texttt{QuAcK} software, freely available on \texttt{github}, where the present functional has been implemented. For more details about the self-consistent implementation of GOK-DFT, we refer the interested reader to Ref.~\onlinecite{Loos_2020} where additional technical details can be found. -For all calculations, we use the aug-cc-pVXZ (X = D, T, and Q) Dunning's family of atomic basis sets. +For all calculations, we use a restricted formalism and the aug-cc-pVXZ (X = D, T, and Q) Dunning's family of atomic basis sets. Numerical quadratures are performed with the \texttt{numgrid} library using 194 angular points (Lebedev grid) and a radial precision of $10^{-6}$. \cite{Becke_1988,Lindh_2001} This study deals only with spin-unpolarised systems, \ie, $\n{\uparrow}{} = \n{\downarrow}{} = \n{}{}/2$ (where $\n{\uparrow}{}$ and $\n{\downarrow}{}$ are the spin-up and spin-down electron densities). Moreover, we restrict our study to the case of a two-state ensemble (\ie, $\nEns = 2$) where both the ground state ($I=0$ with weight $1 - \ew{}$) and the first doubly-excited state ($I=1$ with weight $\ew{}$) are considered. @@ -633,6 +633,8 @@ MOM excitation energies can then be obtained via GOK-DFT ensemble calculations b The results gathered in Table \ref{tab:BigTab_H2} show that the GOK-DFT excitation energies obtained with the GIC-SeVWN5 functional at zero weight are the most accurate with an improvement of $0.25$ eV as compared to GIC-SVWN5, which is due to the ensemble derivative contribution of the eVWN5 functional. The GIC-SeVWN5 excitation energies at equi-weights (\ie, $\ew{} = 1/2$) are less satisfactory, but still remains in good agreement with FCI, with again a small improvement as compared to GIC-SVWN5. +The GIC-S functional does not alter the MOM excitation energy as the correction vanishes accordingly for $\ew{} = 1$. + %%% TABLE I %%% \begin{table*} \caption{ @@ -657,6 +659,10 @@ Excitation energies (in eV) associated with the lowest double excitation of \ce{ & & aug-cc-pVTZ & 38.54 & 27.81 & 24.46 & 27.17 \\ & & aug-cc-pVQZ & 38.81 & 27.81 & 24.46 & 27.17 \\ \\ + S & eVWN5 & aug-cc-pVDZ & 21.28 & 27.92 & 24.49 & 27.27 \\ + & & aug-cc-pVTZ & 21.39 & 27.98 & 24.55 & 27.34 \\ + & & aug-cc-pVQZ & 21.38 & 27.97 & 24.55 & 27.34 \\ + \\ GIC-S & & aug-cc-pVDZ & 26.83 & 26.51 & 26.53 & 26.60 \\ & & aug-cc-pVTZ & 26.88 & 26.59 & 26.61 & 26.67 \\ & & aug-cc-pVQZ & 26.82 & 26.60 & 26.62 & 26.67 \\ @@ -682,12 +688,60 @@ Excitation energies (in eV) associated with the lowest double excitation of \ce{ \end{table*} %%% %%% %%% %%% + +%%% TABLE I %%% +\begin{table*} +\caption{ +Excitation energies (in eV) associated with the lowest double excitation of \ce{H2} with $\RHH = 3.7$ bohr for various methods, combinations of xc functionals, and basis sets. +\label{tab:BigTab_H2} +} +\begin{ruledtabular} +\begin{tabular}{llccccc} + \mc{2}{c}{xc functional} & & \mc{2}{c}{GOK} \\ + \cline{1-2} \cline{4-5} + exchange & correlation & Basis & $\ew{} = 0$ & $\ew{} = 1/2$ & LIM & MOM \\ + \hline + HF & & aug-cc-pVDZ & 19.08 & 6.58 & 12.92 & \\ + & & aug-cc-pVTZ & 19.09 & 6.59 & 12.92 & \\ + \\ + S & & aug-cc-pVDZ & 5.31 & 5.60 & 5.46 & 5.56 \\ + & & aug-cc-pVTZ & 5.31 & 5.60 & 5.46 & 5.56 \\ + \\ + S & VWN5 & aug-cc-pVDZ & 5.34 & 5.57 & 5.46 & 5.53 \\ + & & aug-cc-pVTZ & 5.34 & 5.57 & 5.46 & 5.52 \\ + \\ + S & eVWN5 & aug-cc-pVDZ & 5.53 & 5.76 & 5.56 & 5.72 \\ + & & aug-cc-pVTZ & 5.53 & 5.76 & 5.56 & 5.72 \\ + & & aug-cc-pVQZ & & & & \\ + \\ + GIC-S & & aug-cc-pVDZ & 10.54 & 5.61 & 8.47 & 5.56 \\ + & & aug-cc-pVTZ & 10.53 & 5.61 & 8.47 & 5.56 \\ + \\ + GIC-S & VWN5 & aug-cc-pVDZ & 10.67 & 5.59 & 8.55 & 5.53 \\ + & & aug-cc-pVTZ & 10.67 & 5.59 & 8.55 & 5.52 \\ + \\ + GIC-S & eVWN5 & aug-cc-pVDZ & 10.86 & 5.77 & 8.64 & 5.72 \\ + & & aug-cc-pVTZ & 10.86 & 5.77 & 8.64 & 5.72 \\ + \\ +% HF & FCI & aug-cc-pVDZ & & & & 8.78 \\ +% HF & FCI & aug-cc-pVTZ & & & & 8.71 \\ +% HF & FCI & aug-cc-pVQZ & & & & 8.70 \\ + HF & FCI & aug-cc-pV5Z & & & & 8.69 \\ +\end{tabular} +\end{ruledtabular} +\fnt[1]{Reference \onlinecite{Mielke_2005}.} +\fnt[2]{Reference \onlinecite{Barca_2018a}.} +\end{table*} +%%% %%% %%% %%% + + + %%%%%%%%%%%%%%%%%% %%% CONCLUSION %%% %%%%%%%%%%%%%%%%%% \section{Conclusion} \label{sec:ccl} -As concluding remarks, we would like to say that what we have done, we think, is awesome. +We have studied the weight dependence of the ensemble energy in the framework of GOK-DFT. %%%%%%%%%%%%%%%%%%%%%%%% %%% ACKNOWLEDGEMENTS %%%