Updates from BigDargon, URLHaus, and KADhosts.

This commit is contained in:
Steven Black
2025-06-12 17:22:33 +02:00
parent b5c9188aee
commit 2ca8daf848
71 changed files with 90173 additions and 27171 deletions
+204 -203
View File
@@ -10,10 +10,10 @@
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 161, 7]
NotebookDataLength[ 42226, 858]
NotebookOptionsPosition[ 41651, 840]
NotebookOutlinePosition[ 42048, 856]
CellTagsIndexPosition[ 42005, 853]
NotebookDataLength[ 42263, 859]
NotebookOptionsPosition[ 41688, 841]
NotebookOutlinePosition[ 42085, 857]
CellTagsIndexPosition[ 42042, 854]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
@@ -85,7 +85,7 @@ Cell[BoxData[{
3.9293606429237022`*^9, 3.929360645945132*^9}, {3.931376802792758*^9,
3.931376805515088*^9}, {3.954598230829558*^9, 3.954598269603718*^9}},
CellLabel->
"In[207]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
"In[631]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
Cell[CellGroupData[{
@@ -206,226 +206,226 @@ Cell[BoxData[{
3.9566012593755283`*^9}, {3.956601299500546*^9, 3.956601381489203*^9}},
NumberMarks->False,
CellLabel->
"In[214]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
"In[638]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
Cell[BoxData[
GraphicsBox[{{}, GraphicsComplexBox[CompressedData["
1:eJzt2nl0TefeB/BtToynqjWWTc3jMVRj3uglWuVEVYy1yTWVcqiihO4qNbOV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1:eJzt2nmcTfX/B/Bjn7HepKxxyL5eSxr7QV9GiTuSXQ6yRVwSYugksnMsMUid
4mtfbprGJN+cRI2QS2jIcsIwljHXSMb+/c379Tq/x+N+H3o8vv9/r39uz8dn
e3/en8/Zpk/FAaO6DMqtKEpKPkXJ+f2/f8bclGutc/7D6X5Ne4IDSX9ju2e4
jc5iT6H9sNZN7O9HW6+LrVmu0V/wK9qGvVE/073EZh/a6S22P6K1FeFW+4rV
3932sFHvAKwPQLw9aXUI4t1KW7CW6tZfnPEk+3MfpNcg/m60ugnxb6K1r8T6
cdrejvk8pi1YnXKI85sYbqsZ4j9Kq5lXJf4HtHZd7FT9hU4Ta5No/YxYqXyY
Pie2D/6dj4pDf9Eq7HslSG/D+J8F3flh/P20Amvlj3A/JIr9sbSzRqyXPcr5
bcL4o2h7Aca7QRsm+h/xK9tPFlvPHGN7QxxsRauwmU4rPTCf5sdZDhvfHnf3
L/JT5DeOdxbt57h2xGrBVObnPuY/k3ZmY/+coa152A/TT3L8T8LtrAy3DXtP
0eoO7Je8pzjeYeyXurR2ShyaSht5rks8tX5nf9Fi/7G/sVNEHKx+mn5ObB6h
jVRxqMoZxt/1huRrDa3GiZ1s2kmS6yF44Czb7xCrt86x/iRxYLTD8kW4fsr8
wfncRfuRrnNJ/+rS88xnU7Fn2AXGM1DsHXyR5SfE9kXamYn2TdLohmLfQNc1
0F/hS2Hxe6MvM94tYrMv7fj+wz3FoS9pu4fYmZZO30S+81zhfHsj391pPRP3
q5pXOV5B1F97jfOHlSrXWX8y6h+irTG4f1kZbB+P/ZN1g/F9jOurXCbrjxV7
EkKM59yVHGt7XHtwPezKYn7zhXJsfXOL5RszJf4LrpPFdtKfnG9Hse+F2/Q8
sRb1F8efKzbr3aEvYj1SaT1NHKxxl35a6oeq3qOXZMl6xtFWtJR7Kt/nfDOx
Hyo+YPy3z0t8n9Eq7C/7iP1li717aa3EBanf5jHLS4q1Jcp1WBV7h+SClYJi
Y35u2M4ntubkgY0o9DczL9sXQP36+eifMf6W/Oxvq9i3sQDsrBVrk6NYP0ls
romGtYDYGF+Q7TehvlqI8cwQ688VZn89xc7IImw/COMvLcry+hKfeZVWayH+
EsU4Hzhw2XUZ5Gewh+2fEauFi4eV+xq7Lo360U/DVhOM5y1Bx6D/Os+wPzhY
81n6MvL/vut0xPeQtq6LnXsl6VtiJbsUx7+L9vvK0g8Q355y7A/2DH+O5Y9R
f2h5uvPFHIc8Fdj/ALGxgDamiwPfuJ4n9haqyP6XorxPJZavFCvTnqd7Ix+5
KzP/xcNt9wu39TTmX5tWVkt//vVVuL7rMH5cVfa3VezrVI3tE8V6+RocfzD6
G+N6KPJzk7buSX1nVE32f0VsXqvF/ZkZbgtW36rN+Wdh/CWuH6G/4nXY/jHq
F6nH8VOR3/607og9Dm1dxfzOeJmfYmkynwL12T/sO0VrxcXBWg3DrHSjnVmY
/yPaHoj9eKQRy9/A/rpPG1gPzffCk62ivjm+McsHiEMHaAv1jZdfpN9B/5+6
Ho79PzqG7TPFeohWHqdLvC81cfdruO3/sKLI/d73QxM3/1IeKNmU+bgn9oyg
ndNibSmtfiLWFzdjeQnpT23enH5BbJi0VhPPlyYtGF89sbdwS8bTQmzPptU2
aN+wFftr9l9ZO01rTcOtwt5tGss7ikPdW3M/acjHZtp6Sex5vQ2ti4MPaVvB
8zS+LV0B75P3aOVVvA+ufonjDcT7b6V/cLx4vP92pFU8j5UDbvn76L9CO86v
Wrj1xXgf7UBbczH+KlpZhud3ufbsfzviaec6Ce/Pftregfj20TrqB9vGsr9T
Ym8CbaU/0SGtA/vj+/AVWrmD942WL7P8Bvq/RKtxeL8d9ArzVTLcanW838zt
yHyUlPchJ4m2aoRbrSnWCr3K+dQXe8/SdnWx7/dObJ9LbOTrTOcXW7l97K80
3n9rxHH/FkX/cV1YH9Y7vcb6D/E+fpDW82K8il05/l18T/5JO4Wuh9mGg2Ne
d69vqa+sorX7Yt/ebmzPeJZ153jVEM+SHoyvLsYf0pP1VyFfabS2EO2b9qJb
PNHBZNqOF6tOb5afRP8F+3D+55DPRrSNcmcm7cxH/2do/TbW+1Rfxltb7NTq
x/LB+D561M+9X+J7uGp/9/mGfD4/gPW/QH/qQK7XL9g/7d9kPMfw94Yyg9h+
A76nMmhnEt6vSw5m/rEfA1dpqwy+j8yhLN+EfBQbxv4+xPwH0spwfN80fovj
D8b3zWzaqoLviYbDmb9m0t7uOzysPDSDNmqIjfwjnmy1tbT3TKeVGCm38rzN
+Hrj+2bq2+7zHv3XHMnxRmJ9uoxiPtfg+qniZ/k+zDeb1hLxvVJhDMu3Yf9l
0foczKfdOywfi/2yjzZMXG/XxzL/Ccjv7nfZ/3fI56JxrP9URpiV4vie3BVu
5xLttMR8i05guY58D3CN71F7Lm29j/76vcf4F6C/WbSzFOvXZyLXcyf6/5J2
kvC9OW0S4y+P76Gtrk/he6V7PPu/J/ZvotUH+D5aP5nlqnx/qdWmuM9XsS+O
9s0V+zu9DwfGivWKBvsbJQ7EfsD668TaT7SZJd9Tin8q7C1wK8ehNh+yfQ1x
4BptbpL6wfRprB8v5fa307k+Xf+UeD0fwZ6xt8Lsm4r+5tPBJLHnAu1sEFv9
ZzBfncXBObT9mlhJoj29w22NwXhfzWT8P2K8+rPY31mM9xFtb0b7nrNh/zWx
+Rvt02Q+gWNz2L6BWHkwl/FHo3z8fI5/CPGOXUD/E/kcbXJ+KWIjRHuzEc+o
hfRt5PPqIq7/8+j/X4vZXxuxc5m2vVLfW+xj9j9Cyu15tLlQbDReyvqp4mDf
ZXCo9e0c+7YlcD6q2KmznOvZVhxUVjA/J8VKLdrK/ZeM9ysd/AH9dVnJ/gtI
uec+rVUSa1U+YfkSsTeb9iWK1QOrON5qsT/rU/f5KTYzP2N+GqP+SIv5ay82
9tDWKHHwyuesvxbjtfyC18sRtH9qNef7h9j5hvZefqKtAWs4391on/hP3k8u
Id7f1zLeTLHSax3nk4H4U2lP9B3J1wfrGW9AHDy6ge3zZofZzCMOHd7I+fws
9QMTNnE++8TaHdo4JvZX3Mz83hMrFq3Vkv7M8lsYTz2xHUt7Y8WBslt5PS0Q
Wzfo0PRwB02x9+1tHH8G+v+e9iSIVS3A9hvETjrtnyrxeT3bWf+kWG9K+/eK
7fl08CryV+QrzmeX9OdJovXad2X+BRPpF8RWI9p5Hfl9gw6NRH57f838r0R8
dZO4PqfRf0/avhhuEw7m2sH5pyOfx+jgAYnXmJzM9TqB9Tj8Dfv/Ffm7Sxuz
kL9Xd3I9ViF/B2l9h9hQv+X6thf7b9Hm22L9x13u+io5v77l/2L97vdkfTNo
77tiy/6O9feI9WG7Od8MsVrcZv7K3pf5p9FmabE18HvGFyvWC+9h/4vQ/mta
HYz89v2B7ddKfW07bX0t9k7fy/WpLw7V2cf86WJH+ZHtSz6QfD6i9Xdz5fza
a3/ifKeL1fu01kfaG51T2P8Ysb/Sfs5vl8QbHEebv4bbgtVPf+Z8Bj2WfIw+
wPUbh/qlD3L9d4rNPXRg90OZz7OHWP+w2PiYDjhS3/vUYTj1R8xnAW2vVsI8
E1Yv0t63ZD6BAUH6LuLbQVslpL6/0BGOH5JybyIdVQ79zTgKx7QQa9N+hdNb
iYO5jzGenojnOB31HvZb1+Nw9sdiz0Pa2ID+qp2AJ+wQ65V/Y/vtGP8QHUxB
f3fo5ENi591Urs8fmM+ftJKJ+GJP0gUlf+ZNWm8oDtw4xftL3dw5v17tNMcf
LVafPsP6y8WBhfRQS+xvepbzd8TB+fT6m+jvAu3PEtv9z8EJBfJIPmY5cI+2
YqXPH9yfk8TGlvOcn476tS8w/33FWjda7SU2J1/k/jkmtte5PioOTExjfKvR
32HavxD93aVTNiGeLy4x3i/E3oN08jKMp15mvvZgvJdp5zziv0V7d4id9ulc
j/0Y7xM6tW1eyV+ZK3D1DIw36op7v5Jy34ir3O9lxM5V1w3E/mHXmM/GYr35
dc6vs9g26Zmvob9iGdzfC8WBgbS1EvHoN3h/+ENsRmey/V3015BOLppP+ttO
J7wodrwhjt9OrNS9yfrTxfpUOjtJ7HmUxfw0y5/za8XfYny6WK/yJ+/P48W+
bNr7tdgZd5vjbxL7b9PmDvRX4S/m+3v0l0J7H4hD7e4w//UKyPqMzIZj54iV
kne5Ht+J7d10yjGxv9l9zq9DlKzfRVoZKFZ3PGB8c8RGoYfs769wJxzBep6l
Uy+Klb6PuD69JF/eGbRviNjO95jXz1titRft+0hsbKXNzWKtu5IhnrBRHDxO
6xewPl1z0c9LfswpdFR7sRGXGx46QhyYROt+sXaPTt4tVq28cIxH8hUonw9e
3wj5+4kOvSq2btI+H/LfLj+c0E/s9dNRk8T6CjrGFJt73fIA1usGPXOtOFSq
AOx8Jnau0VEnMP6SKNi4gv5bRMNKUVkvn6cg7G0qdubTye3Fwf6F4PSJYmUu
XWoK9sOswnAgEet/hrZ2irWPisDZ57GfehaFzehomc9vdGxHcShXMcbfWazW
pgMfFJT+DXrCp2LnGK1i/v7lzzB+WCn1LBy0cb3btLMGz6NWJRlvktgYRnuW
4nnUvBScskqsfEtbeP550+io4+LQvNJwakgcaFyG5UPkeeXo9ITJYiu6LGwn
iIMN6Zj1Yn07nXIa7w/5yzEf5/H8O0n3wPPPP/U51o8TW5tp3zA8307Qye/h
ebahPPOXJPZVr8D9cBTPy3jaTEP791SOVw/3919otROeHx0rcr9MEYfG0cps
sfo5HTMfz6+xlWjM359Cm+vEvpGVuX86IH/X6eAHYk/JKszHDORnUVWuz0ax
0awa4zss1i7SMeliZV51lnsw/8QajPcTsdOgJsf/Hvn8nVbTkb/UWlzfZjIf
X/fazN9AsTWlDtuniPVqdRnvSLSfROvzxUblepzfWbEyzsvrNxH5tuiUJOS7
fH3u52p4/t2kZ64QW3sbsH4D3F+/b8j13yUOLGnEeIvjedPiBZYPxvPF05jx
b8Hz6gJtHsD9s8iLjDcK14vjut8jLeenUQyvp6litU8Trs8KsZO3Kfd/QXl/
9X9I+/uLTaMZy18Uq49pxye2fC14/62P980vWjK+VMSzvxX3Yxz2R0jj/Xkb
rp8fWnN+hbG/7TZc/3VivVVbrs9+rNdieqiaJ8zVB+P9yHyJ852B96M0utRO
vI/N/wfHv4v3r8LtmI+Gsl7qHDoF76tOw/ac/w1c39vbu/dv7K/TtFMB8ZyM
5X70I54THbgeY1D//ZeZnwTEc4zWfsD+rP4K9zfeN9UjdFRp7K/OHTm/Jthf
lV7l/pmF5/t4WlmO97cDdMJPYiOlE/NZAu9L7TuzXMPzfDQd6iT2r6RLdcH7
wks+rtcU7Oc99PpP8f7WOo7r0xTvl7vj3Ocx3kdadmG8I8Tey/TQV8LtyyPf
o2az17gfv5PvMXUnrSlSbhTtyvw+L9Z20FZXsVXodeZjKL5vddoaJtYTaa2D
2I7qxut9kDjUwPUIsdqX9q4Jt7kO8XzZzb3/iT3e7lzPL8X+abS2C+N378Hy
c+hP6cnxToid9XSgqnzfag9pvYdYv9eL3ojv4Qm9ma9l+B6+Q6tbxP6f+3A/
fyn2vtOX421Cf6toZ65YbfcG52uLPaX7cb7JiKctbX0rtpb1C6tvL9G5nmvF
vqf7cz4rEF+L/u71Kg4Mof2m2FlI6+Mw3iVa6S4OvjmA/RdF/BdoKwX7p8hA
1t+A/M51vQ3r0+9NzjcB6/MVHWiI/dJgEPvrjfb1BjN/q7Dfag/het7GfjNo
RZF4lOO0txziqzGU8d5Hf0dpOx7znTiM8XyO+gffYvuX5X7t+2w4y1fi/v3c
CF5fBeR+rI2hnfK4fy9/m+2XiANLR3I/5MffE67RsdH43l88iuXVxWZzP/dH
HbyvpdHJI/D3h+TRXJ9pYqvwGM4/S8bTvx7jrg+eD2+8w3z58PeH/GN5/5iI
58V0Ohl/79B7vMv7z2y8j9QaB8c8xvvIBjpqM54f8eP5vMHz3u48gfHcwPvB
L7TRCvfP2+8x/3g/9Y6dyP5z4/6WRSdXwPdo5iTGv1iev0pGPPOVged168m8
n76G74PddI9b+D5YNAVOHYz3dfd8OP/9fzn/Rc6TR86Tw5Hz5NI+cp48cp5c
yiPnySX+yHly9/9PiCPnySPnyVEeOU8e5sh5cqxX5Dw544ucJ89x5Dx55Dw5
5hM5Ty7xRs6TM3+R8+SSj8h5cpZHzpPLeJHz5Owvcp5c1idynpzziZwnl/xF
zpNzfSPnySWfkfPkzHfkPLnEFzlPTkfOk0t8kfPkzHfkPLnML3KenOd3IufJ
Jf+R8+SsHzlPLusZOU/O+pHz5DL/yHly5idynlz6i5wnZ3nkPHmOI+fJI+fJ
0f//wHnyfwNhTBQR
"], {{{},
{RGBColor[0.24, 0.6, 0.8], Opacity[0.2], EdgeForm[None],
GraphicsGroupBox[PolygonBox[CompressedData["
1:eJwl1mO4EAYUBuDbzbZt27Zt62bebNu2bdu2bdcWttpqq7Ha2/rxPt/5f57z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1:eJwl1lOUGAYQBdDdjW3btm3b1sbc2LZt27Zt21YRFEmZtOlN83HPm/85c+al
CA6p2SUoICAgkFdB3/Jl0Lf5Bc95xlOe8JhHPOQB97nHXe5wm1vc5AbXucZV
rnCZS1zkAuc5x1nOcJpTnOQExznGUY5wmEMc5AD72cde9rCbXexkB9vZxla2
sJlNbGQD61nHWtawmlWsZAXLWcZSlrCYRSxkAfOZx1zmMJtZzGQG05nGVKYw
mUlMZALjGcdYxjCaUYxkBMMZxlCGMJhBDGQA/elHX/rQm170pAfd6UZXQvi6
7M50oiMdaE872tKG1rSiJcG0oDnNaEoTGtOIhjSgPvWoSx1qU4ua1KA61ahK
FSpTiYpUoDzlKEsZSlOKkpSgOMUoShEKU4iCFCA/+chLHnKTi5zkIDvZyEoW
MpOJjGQgPelISxpSk4qUpCA5yUhKEhKTiIQkID7xiEscYhOLmMQgOtGIShQi
E4mIRCA84QhLGEITiiACCeCL4/yXf/jMJ/7mL/7kD37nNz7ygV/5hZ/5ife8
4y1v+JEf+J7veM0rXvKC5zzjKU94zCMe8oD73OMud7jNLW5yg+tc4ypXuMwl
LnKB85zjLGc4zSlOcoLjHOMoRzjMIQ5ygP3sYy972M0udrKD7WxjK1vYzCY2
soH1rGMta1jNKlayguUsYylLWMwiFrKA+cxjLnOYzSxmMoPpTGMqU5jMJCYy
gfGMYyxjGM0oRjKC4QxjKEMYzCAGMoD+9KMvfehNL3rSg+50oyshdKEznehI
B9rTjra0oTWtaEkwLWhOM5rShMY0oiENqE896lKH2tSiJjWoTjWqUoXKVKIi
FShPOcpShtKUoiQlKE4xilKEwhSiIAXITz7ykofc5CInOchONrKShcxkIiMZ
SE860pKG1KQiJSlITjKSkoTEJCIhCYhPPOISh9jEIiYxiE40ohKFyEQiIhEI
TzjCEobQhCKIwMBvD/qL+Jd/+Mwn/uYv/uQPfuc3PvKBX/mFn/mJ97zjLW/4
kR/4nu94/bUHfO0AvOA5z3jKEx7ziIc84D73uMsdbnOLm9zgOte4yhUuc4mL
XOA85zjLGU5zipOc4DjHOMoRDnOIgxxgP/vYyx52s4ud7GA729jKFjaziY1s
YD3rWMsaVrOKlaxgOctYyhIWs4iFLGA+85jLHGYzi5nMYDrTmMoUJjOJiUxg
POMYyxhGM4qRjGA4wxjKEAYziIEMoD/96EsfetOLnvSgO93oSghd6EwnOtKB
9rSjLW1oTStaEkwLmtOMpjShMY1oSAPqU4+61KE2tahJDapTjapUoTKVqEgF
ylOOspShNKUoSQmKU4yiFKEwhShIAfKTj7zkITe5yEkOspONrGQhM5nISAbS
k460pCE1qUhJCpKTjKQkITGJSEgC4hOPuMQhNrGISQyiE42oRCEykYhIBMIT
jrCEITShAv5/+wH/AXG9a1c=
"]]]}, {}, {}}, {{}, {},
TagBox[
{RGBColor[0.24, 0.6, 0.8], PointSize[0.0055000000000000005`],
AbsoluteThickness[2], LineBox[CompressedData["
1:eJwl1mObEAgUBeDJtm3btl2TXZM52bZt27Zt265FrTe3W+07z354n/ML7jk3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1:eJwl1mObEAgUBeDJtm3btl2TXZM52bZt27Zt226VW9Qi7L7z7If3Ob/gnnNT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"]]},
Annotation[#, "Charting`Private`Tag#1"]& ]},
TagBox[
{Opacity[0.], PointBox[1478]},
Annotation[#, {{Callout}, Charting`Private`Tag, {738}}]& ]}], {{{}, {{},
{Opacity[0.], PointBox[1480]},
Annotation[#, {{Callout}, Charting`Private`Tag, {739}}]& ]}], {{{}, {{},
GraphicsGroupBox[{
{RGBColor[0.87, 0.94, 1], AbsoluteThickness[4], Opacity[
NCache[
Rational[2, 3], 0.6666666666666666]], CapForm["Butt"], JoinForm[
"Round"],
BSplineCurveBox[{
Offset[{1.8369701987210297`*^-16, 3.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 8.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 10.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9582432*^9,
197275.42766913297`}]}]},
Offset[{1.8369701987210297`*^-16, 3.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 8.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 10.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9586752*^9,
200971.42766913297`}]}]},
{RGBColor[0.6666666666666666, 0.6666666666666666, 0.6666666666666666],
AbsoluteThickness[1.25],
BSplineCurveBox[{
Offset[{1.8369701987210297`*^-16, 3.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 8.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 10.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9582432*^9,
197275.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9582432*^9,
197275.42766913297`}]}]},
Offset[{1.8369701987210297`*^-16, 3.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 8.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 10.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9586752*^9,
200971.42766913297`}],
Offset[{4.898587196589413*^-16, 12.}, {3.9586752*^9,
200971.42766913297`}]}]},
{EdgeForm[None], FaceForm[{RGBColor[0.87, 0.94, 1], Opacity[
NCache[
Rational[2, 3], 0.6666666666666666]]}],
PolygonBox[{
Offset[{18., 23.000000000000004`}, {3.9582432*^9,
197275.42766913297`}],
Offset[{18., 12.000000000000004`}, {3.9582432*^9,
197275.42766913297`}],
Offset[{-18., 11.999999999999996`}, {3.9582432*^9,
197275.42766913297`}],
Offset[{-18., 22.999999999999996`}, {3.9582432*^9,
197275.42766913297`}]}]},
Offset[{18., 23.000000000000004`}, {3.9586752*^9,
200971.42766913297`}],
Offset[{18., 12.000000000000004`}, {3.9586752*^9,
200971.42766913297`}],
Offset[{-18., 11.999999999999996`}, {3.9586752*^9,
200971.42766913297`}],
Offset[{-18., 22.999999999999996`}, {3.9586752*^9,
200971.42766913297`}]}]},
{RGBColor[0.6666666666666666, 0.6666666666666666, 0.6666666666666666],
AbsoluteThickness[1.25], EdgeForm[None]}, {}, InsetBox[
StyleBox[
RotationBox["\<\"196203\"\>",
RotationBox["\<\"199899\"\>",
BoxRotation->0.],
StripOnInput->False,
LineColor->GrayLevel[0],
@@ -440,7 +440,7 @@ P/w/5xBooA==
FontColor->GrayLevel[0],
FontOpacity->1],
Offset[{4.898587196589413*^-16, 17.5}, \
{3.9582432*^9, 197275.42766913297}], NCache[
{3.9586752*^9, 200971.42766913297}], NCache[
ImageScaled[{Rational[1, 2], Rational[1, 2]}],
ImageScaled[{0.5, 0.5}]]]}]}}, {}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
@@ -696,16 +696,16 @@ P/w/5xBooA==
"\"base version: (adware + malware) only\"", 12, Bold, StripOnInput ->
False]}, {
StyleBox[
"\"updated: Sat 7 Jun 2025 10:04:46 UTC\"", 12, StripOnInput ->
"\"updated: Thu 12 Jun 2025 15:20:38 UTC\"", 12, StripOnInput ->
False]}}, GridBoxAlignment -> {"Columns" -> {{Center}}},
DefaultBaseStyle -> "Column",
GridBoxItemSize -> {
"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "Column"],
TraditionalForm],
PlotRange->{{3.729024*^9, 3.9582432*^9}, {0., 218063.}},
PlotRange->{{3.729024*^9, 3.9586752*^9}, {0., 218063.}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.042173905000052116`]}, {0,
Scaled[0.042173905000053226`]}, {0,
Scaled[0.05]}},
Ticks->{{}, Automatic}]], "Output",
CellChangeTimes->{
@@ -833,9 +833,10 @@ P/w/5xBooA==
3.955724670569713*^9, 3.956329854105036*^9, 3.95633001832055*^9,
3.9563301535009117`*^9, 3.9565737199823647`*^9, 3.956601400125139*^9,
3.956601516023966*^9, 3.956780802534404*^9, 3.9573824486764402`*^9,
3.9578656300784273`*^9, 3.9580609764046707`*^9, 3.958279486555559*^9},
3.9578656300784273`*^9, 3.9580609764046707`*^9, 3.958279486555559*^9,
3.9587304389769077`*^9},
CellLabel->
"Out[216]=",ExpressionUUID->"c23150b3-4d8e-47d8-889a-d33c5766f4ff"]
"Out[640]=",ExpressionUUID->"5e308350-6823-4235-98b8-3e2c3569c8d8"]
}, Open ]]
},
WindowSize->{1234, 1257},
@@ -858,7 +859,7 @@ Notebook[{
Cell[561, 20, 3278, 67, 151, "Input",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
Cell[CellGroupData[{
Cell[3864, 91, 5468, 117, 519, "Input",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
Cell[9335, 210, 32300, 627, 481, "Output",ExpressionUUID->"c23150b3-4d8e-47d8-889a-d33c5766f4ff"]
Cell[9335, 210, 32337, 628, 481, "Output",ExpressionUUID->"5e308350-6823-4235-98b8-3e2c3569c8d8"]
}, Open ]]
}
]