Updates from BigDargon, URLhaus, and KADhosts.

This commit is contained in:
Steven Black
2025-08-08 10:42:11 -04:00
parent 5c49f77b72
commit e6f6ddd65b
71 changed files with 89171 additions and 68614 deletions
+206 -312
View File
@@ -10,10 +10,10 @@
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 161, 7]
NotebookDataLength[ 42895, 864]
NotebookOptionsPosition[ 42317, 846]
NotebookOutlinePosition[ 42717, 862]
CellTagsIndexPosition[ 42674, 859]
NotebookDataLength[ 38670, 758]
NotebookOptionsPosition[ 38094, 740]
NotebookOutlinePosition[ 38492, 756]
CellTagsIndexPosition[ 38449, 753]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
@@ -86,8 +86,7 @@ Cell[BoxData[{
3.931376805515088*^9}, {3.954598230829558*^9, 3.954598269603718*^9}, {
3.96136444466888*^9, 3.961364449285103*^9}, {3.961420570214137*^9,
3.961420572598192*^9}},
CellLabel->
"In[4188]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
CellLabel->"In[14]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
Cell[CellGroupData[{
@@ -207,164 +206,163 @@ Cell[BoxData[{
3.956601171882221*^9, 3.956601200199129*^9}, {3.956601252613394*^9,
3.9566012593755283`*^9}, {3.956601299500546*^9, 3.956601381489203*^9}},
NumberMarks->False,
CellLabel->
"In[4195]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
CellLabel->"In[21]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
Cell[BoxData[
GraphicsBox[{{}, GraphicsComplexBox[CompressedData["
1:eJzt2veXFFXaB/AizxBbRIlCgeRYBJFMEZagCD2IZKQASYLQIAISCyTHIggD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1:eJzt2vmXDdfaB/AydxtPRGIMRcxjGSJmhVxDIpwWMYtCTCEcIoixiHksQ2hE
UgnXPJyItI5IVAxJC+KgSZvL0LSh9UHQ5vv28/2eu9a5S9Z6/4CTX/p+1p6e
/ex9qna5u2SvIe36ZFYUJZhNUTL+/t9/5uyEG00y/ofb8Yb+Avvj/sFO53Cb
bcWeXPthvYPY14O23xfbM0JGf4HvaQfWov6gu4itbrTbVexMpfVl4Va7i9XT
ofawWe0AbPRCvJ1ptR/i3UzbsJ4Uqr8w9UX2ZT5Ir0L8HWh1A+LfQOvfi43j
tLMV83lO27A6/hDnNzrcdn3Ef5RW065L/E9o/abYLfsnnSzWx9DGWbFS+jB9
Xuwc/CcfFQfv0yrsfSdAb8H4XwdC88P4+2kF1osf4X7YJva1pN1VYqPoUc5v
A8YfQjvzMN4t2rTQ/6BjbD9ObL+SyPamONCYVmErhVY6YT4NjrMcNn86Htq/
yE+evzjeObSfFbIrVnMmMT+PMf/ptDsT++csbc/BfphykuN/GW53ebgdWDtF
q9uxX7Ke4niHsV+q0vopcXASbWa5KfFUOs3+osW+xH+wm0ccKH+Gfk1sHaHN
JHGwzFnG3/6W5GsVrcaI3XTajZPfQ+DAObbfLlbvnmf9MWL/UJflC/D7KXKB
83mI9oNDziT9q4svMp/1xJ4BlxhPb7HW9zLLT4idy7Q7He3rJtM1xd7eIVdA
f7mvhMWvRV9lvJvEVnfa9f6PO4uD39FOJ7E7OYW+jXxnucb5dkW+O9JGGp5X
Fa9zvJyov/oG5w8rZW6y/jjUP0Tbw/D8slPZfiz2z51bjO8L/L6KpbH+cLEn
Nsh4zl/LsL47ZA9+DzvvML/Zghm2f7zL8vVpEv+lkOPFTtzfnG9rsfeNe/Qc
sR51n+PPFlvVHtCXsR5JtJEsDlR4SL8s9YNlH9GL7sh6xtB2tJR7Sj/mfNOw
H0o+Yfz3Lkp8X9Mq7Cv6jP2li7W9tF7gktRv+pzlBcX6IuUmrIq1fplgJafY
nJsZdrKJ7VlZYDMK/U3PyvY5UL96NvoPjL8pO/vbLPauzwG7q8X6uCjWjxNb
q6Jh3S82R+Zk+w2or+ZiPNPExmu52V9nsTs4D9v3wfiL87K8usRnXafVSoi/
QD7OB/ZfDbkI8tPXw/aviNXc+cPKvbVDLoz60S/Ddl2MpxWg66D/Kq+wPzhQ
8VX6KvI/IeQUxPeUtm+K3UcF6btiJb0Qx3+I9vuK0k8Q3+5i7A/2DHyN5c9R
v39xuu3lDAc9Jdh/L7E5jzaniP0/hjxHrOUqyf4Xo7xbKZYvFyuTX6e7Ih+Z
SzP/+cPt9Ai3/TLmX5lWVkp/vrVluL5rMH5MWfa3WextU47tt4mN4hU4fl/0
Nyzk/sjPbdp+JPXdIRXZ/zWxdaMS92dauG1Y/agy538H4y8K+Rn6y1+F7Z+j
fp5qHD8J+e1JG67Y49L2dczvrMb85EuW+eSozv5h7ylazy8OVKoZZqUD7c7A
/J/RTm/sxyO1WP4B9tdj2sR66N43XmwV9a2RtVneSxw8QNuob779Jv0J+v8q
5IHY/0PrsH2a2AjSyvMUifetuqH9Gm7nf6wo8rz37qkbyr+U+wvWYz4eiT2D
aPeMWF9Mq1+KjYX1WV5A+lMbNKDfEJsWrVfE+6VuQ8ZXTazlbsR4GoqdmbTa
FO1rNmZ/9f9f1s/Qer1wq7C2RWd5a3GwYxPuJx352Ejbb4k97zelDXHgKe0o
eJ+ObUaXwHnyEa28i/Pgyrc4Xm+cf0v9i+ONxfm3Na3ifawcCJVPQP8lmnN+
5cJtLMR5tBVtz8b4K2hlCd7fxVqw/62Ip3nIcTg/+2hnO+LbRxuoH2jWkv2d
EmuxtJ3yQgf1VuyP5+FrtPIA541Gb7P8Fvq/QqsxON/2eYf5KhhutTzON7Nb
Mx8F5TzkxtF2hXCrFcV6rnc5n+pi7RztlBd7T7dh+0xiM1tbOrvYzuxlf4Vx
/q0Qw/2bF/3HtGN92GjzHus/xXn8IG1kxXgl23P8h/ie/Jt2c90MswMHhr0f
+n1LfWUFrT8We/d2YHvGs6QjxyuHeBZ1YnxVMX6/zqy/AvlKpvX5aF+vC93w
hQ7E085Ysep2ZflJ9J+zG+d/HvmsRTsod6fT7lz0f5Y27mG9T3VnvJXFbqUe
LO+L76NnPULPS3wPl+0Zer8hn6/3Yv1v0Z/am+v1J/ZPiw8ZTyL+vaFIH7Zf
h++pVNodg/N1wb7MP/aj/zptF8H3kdWf5RuQj3wD2N/nmH9vWhmI75vaH3H8
vvi+mUnbZfA9UXMg81df2jvdB4aVB6fRZgWxmX3Qi602kfaeKbRSR8rtLB8z
vq74vpn0ceh9j/4rDuZ4g7E+7YYwn6vw+ynjY/k+zDed1rfhe6XEMJZvwf67
QxuzMJ/mn7B8OPbLPtq08Hu7OZz5j0V+d33K/n9BPheMYP2XUsOs5Mf35M5w
u1dotxHmm3cUyw3ku1fI+B51ZtP2BPTX4zPGPw/9zaDdxVi/bqO5njvQ/3e0
G4fvzcljGH9xfA9tDvkUvlc6jmX/j8S+DbT6BN9Ha8exXJXvL7Xc+ND7VeyN
ob2zxb42E2D/cLFR0mR/Q8T+lhNZf41Y/5227sj3lOKbBGs57mY42PRztq8g
9t+grQ1SP5AymfXHSrnz0xSuT/u/JV7PVNgz/G6YvZPQ31w6ECf2XKLddWK7
5zTmq604MIt23hMrcbSna7jtYRjv++mM/zeMV30G+zuH8abSzka07zwT9t0Q
W3/RXl3m40+cxfY1xMqT2Yw/GuUj53L8Q4h3+Dz638jnUIvzSxCbQVpLRzxD
5tP3kM/rC7j+r6P/nxeyv6Zi9yrtaFJfy/cF+x8k5c4c2povNmsvZv0kcaD7
EjjY5F6GvVtiOR9V7FZZyvVsJg4oy5ifk2KlEm1nvi/jHaMDe9Bfu+XsP4eU
ex7TeimxXuZLli8Sa+m0d5tYPbCC460U++58FXp/iq20r5mf2qg/2Gb+WojN
3bQ9RBy49g3rr8Z4jb7l7+UI2r+0kvO9IHZ/pLWrL7TdaxXnuwvtt/2bz5Mr
iPf0asabJla6rOF8UhF/Eu2JfiD5mriW8frFgaPr2D5repitLOLg4fWczx9S
3z9qA+ezT6w/oM1Esa/kRub3kVixab2S9GcV38R4qomdlrTWUuwvupm/p3li
+xYdnBLugCXWPt7C8aeh/19pT6xY1f1sv07sptC+SRKf5tnK+ifFRj3at1fs
zKUD15G/PN9zPjulP08cbVR+KPPPuY1+Q2zXot33kd8P6OBg5LfrD8z/csRX
NY7rcwb9d6ady+G24ECm7Zx/CvKZSAcOSLzmuHiu1wmsx+Ef2f8x5O8hbc5A
/t7dwfVYgfwdpI3tYlP9ievbQuy7S1sfi43fdobWV8n46136M+t3fCTrm0pr
n4pt5xfW3y02BuzifFPFan6H+Sv6WOafTFuFxXbvXxlfS7GRezf7X4D2P9Bq
X+S3+x62Xy319a20/YNYm7KX61NdHKyyj/kzxK7yG9sXfCL5fEYbn2bK+Ous
/p3znSJWH9N6N2lvtk1g/8PEvlL7Ob+dEm9gBG0dC7cNq1/9wfn0eS75GHqA
6zcC9Qsf5PrvEFu7af+upzKfVw+x/mGx+QXtd6W+9tJhOOk3zGce7axUwjwd
Vi/T2kcyH3+vAP0Q8W2n7QJS35frCMcPSrm2jY4qhv6mHYXrNBTrk4/BKY3F
gcyJjKcz4jlOR32G/db+OJz+hdjzlDbXob9yJ+BR28VG6b/YfivGP0QHEtDf
Azr+kNj9NInrcwHz+ZtW0hBfy5N0TsmfdZs2aor9t07x+VI1c8ZfTT/D8YeK
1ZfPsv5SsX8+3d8W++qd4/xdcWAuvfY2+rtE++6InZ7n4dgcWSQfM1y4UzOx
0u0C9+cYsbnpIudnoH7lS8x/d7HegVa7iK1xl7l/EsXOmpCPiv2jkxnfSvR3
mPbNR38P6YQNiOfbK4z3W7F2kI5fgvHUq8zXboz3Nu1eRPx3aW272G2RwvXY
j/G+pJOaZZX8FbkGl0/FeEOuhZ5XUu4ddJ37vYjYvR5yDbFvwA3ms7bYaHCT
82srdix6+nvoL18q9/d8sb83bS9HPMYtPh8uiK3oNLZ/iP5q0vF5s0l/W+nY
N8WuFuT4zcVK1dusP0VsTKLT48SeZ3eYn/rZM/7aY+8yPkNslPmbz+eRYm86
rf0gdkfc4/gbxL57tLUd/ZW4z3z/iv4SaO2JONj8AfNfLYesz+B0uOUssVLw
IdfjF7Gzi05IFPvqP+b8WkXJ+l2mld5idfsTxjdLbOZ6yv7uhzv2CNbzHJ10
Wax0f8b16SL50qbR3n5iJ9tz/n4+EqtdaO9UsbmZtjaK9Y5KqnjUenHgOG1c
wvq0z0S/LvmxxtNRLcRmTGa4/yCxfwxt+MT6Izp+l1i1s8J1PJIvf/Fs8Npa
yN/vdPBdsX2b9nqR/+bZ4dgeYs1HR40RG8voOpbY2hsq92O9btHTV4uDhXLA
7tdi9wYddQLjL4qCzWvov2E0rOSV9fJ6csJaPbE7l45vIQ70zAWnjBYrs+lC
47EfZuSG/duw/mdpe4dYn5oHTr+I/dQ5L2xFR8t8/qJbthYHM+Vj/G3FamXa
PzGn9G/So74Su4m0ivn7lr7C+GGl0KtwwMHv3aHdVXgfNS7IeOPE5gDasxjv
owaF4IQVYuUn2sb7T0umo46Lg3MKw0lBsb92EZb3k/eVa9Cjxont6KKwEysO
1KTrrBUbW+mEMzg/ZC/GfFzE++8k3QnvP9+k11g/RmxvpL0D8H47Qcd/hvfZ
uuLMX5zYW74E98NRvC/H0lYy2n+mcrxqeL7/Satt8P5oXZL7Zbw4OIJWZorV
b+g6c/H+Gl6Kxvx9CbS1RuwdXJr7pxXyd5MOTBR7CpZhPqYhPwvKcn3Wi836
5RjfYbF+ma6TIlbmlGe5B/PfVoHxfil2a1Tk+L8in6dpNQX5S6rE9a0v8/F2
rMz89Rbb46uwfYLYKFeV8Q5G+zG0MVdslq7G+Z0TKyM0/n63Id82nRCHfBev
zv1cDu+/2/T0ZWJ7bw3Wr4Hn6681uf47xf5FtRhvfrxvGr7B8r54v3hqM/5N
eF9doq0DeH7meZPxRuH34obc45me8adWHf6eJonVbnW5PsvEbtZ63P855fzq
+5z29RRbZn2WvylWn9OuV2x7G/L5Wx3nzW8bMb4kxLO/MfdjDPZHUOfzeQt+
P3uacH65sb+dplz/NWKjcTOuz36s10K6v5olzOX74nxkvcX5TsP5KJkutAPn
sbn/4vgPcf7K3Zz5qCnrpc6iE3BedWu24Pxv4fe9tUXo+Y39dYZ2SyCeky25
H32I50Qrrscw1J/wNvMTi3gSaX0P9mf5d7i/cd5Uj9BRhbG/2rbm/Opif5V6
l/tnBt7vI2llKc5vB+jY38VmQhvmswDOSy3aslzH+3woHWwj9i2nC7XDeeEt
L9drPPbzbnrtVzi/NYnh+tTD+XJXTOh9jPNIo3aMd5BYu0r3fyfc3izyPWrV
f4/78Rf5HlN30Loi5Wbe9szv62J9O223F9u53mc++uP71qDtAWJjG623EjtR
Hfh77yMO1gh5kFjtTmurwm2tQTzfdQg9/8QerSPX8zuxbzKt78T4HTux/Dz6
UzpzvBNidy3tLyvft/pT2ugkNh51odfje3hUV+ZrCb6HH9DqJrHvj27cz9+J
tU+6c7wN6G8F7c4Wq80/4HwdsadwD843HvE0o+2fxPaSHmH1nUUG13O12Pty
T85nGeJr2DP0exX7+9E+S+zOp40RGO8KrXQUBz7sxf7zIv5LtJ2A/ZOnN+uv
Q35nh7wF69PjQ843FuvzPe2vif1Sow/764r21foyfyuw3yr343rew34zaUWR
eJTjtFYM8VXoz3gfo7+jtDMW8x09gPF8g/oHP2L7t+V57f16IMuX4/n92iD+
vnLI81gfRrvF8fxe+jHbLxL7Fw/mfsiOf0+4QbeMxvf+wiEsLy+2Gvi4P6rg
vJZMxw/Cvz/ED+X6TBbbuYdx/ndkPOOHYaH1wfvhg0+YLy/+/SH7cD4/RuN9
MYWOx793GJ0+5fNnJs4jlUbAdZ7jPLKOjtqI98fYkXzf4H3vtB3FeG7hfPAn
bTbG8/PeZ8w/zqfa8NHsPzOeb3fo+BL4Hk0bw/gXyvtXSR3LfKXifd1kHJ+n
7+H7YBfd6S6+DxaMh5P6ynnc99IE/p7W43xv0VpuOX9rO2h/dZzPe5mc71Kx
eYGO/0TO4/rMiXx/zcol+YiaxPUpnVv66053qpVH5neaTqmUV/LT5XP6otic
TPsaSXv/Zjp9j7TXq0xm/rbI+PZEWo2S8a32UzhetFg9RgeHiz2rpzIftlgP
0NrPYrv0NPaXiP4e0An3xf+9X8///lvO/yL38SP38eHIfXxpH7mPH7mPL+WR
+/gSf+Q+fuj/3xFH7uNH7uOjPHIfP8yR+/hYr8h9fMYXuY+f4ch9/Mh9fMwn
ch9f4o3cx2f+IvfxJR+R+/gsj9zHl/Ei9/HZX+Q+vqxP5D4+5xO5jy/5i9zH
5/pG7uNLPiP38ZnvyH18iS9yH5+O3MeX+CL38ZnvyH18mV/kPj7vP0Xu40v+
I/fxWT9yH1/WM3Ifn/Uj9/Fl/pH7+MxP5D6+9Be5j8/yyH38DEfu40fu46P/
yH18iSdyH5/9veA+/n8AgVqyTQ==
"], {{{},
{RGBColor[0.24, 0.6, 0.8], Opacity[0.2], EdgeForm[None],
GraphicsGroupBox[PolygonBox[CompressedData["
1:eJwl1tOSIAgSBdDqatu2bdu2bdu2bdu2bdu2bYxn9vT2w4mbH5AZeRM36Vil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1:eJwl1tOyIAYQBcC7tm3btm3btm3btm3btm3bjpPe7EPXmQ+YqTmJGneo3D5w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"]]]}, {}, {}}, {{}, {},
TagBox[
{RGBColor[0.24, 0.6, 0.8], PointSize[0.0055000000000000005`],
AbsoluteThickness[2], LineBox[CompressedData["
1:eJwl1tOyGAgUBMAb27Zt27Zt27Zt27Zt27ZtZ5nt1D50zRecmZOocYfK7QMF
BAR8DxwQ8DtFQBCCEozghCAkoQhNGMISjvBEICKRiEwUohKN6MQgJrGITRzi
1:eJwl1tOyGAgUBMAb27Zt27Zt27Zt27Zt27Ztb7Ls1D50zRecmZOocYfK7QMF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@@ -372,7 +370,7 @@ TBOa0ozmtKAlrWhNG9rSjt/l3YGOdKIzXehKN7rTg570ojd96Es/+jOAgQxi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@@ -380,52 +378,58 @@ mtOClrSiNW1oSzva04GOdKIzXehKN7rTg570ojd96Es/+jOAgQxiMEMYyjCG
M4KRjGI0YxjLOMYzgYlMYjJTmMo0pjODmcxiNnOYyzzms4CFLGIxS1jKMpaz
gpWsYjVrWMs61rOBjWxiM1vYyja2s4Od7GI3e9jLPvZzgIMc4jBHOMoxjnOC
k5ziNGc4yznOc4GLXOIyV7jKNa5zg5vc4jZ3uMs97vOAhzziMU94yjOe84KX
vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
vOI1b3jLO97zgY984jNf+Mo3vgf+/7f/D4mrfFA=
"]]},
Annotation[#, "Charting`Private`Tag#1"]& ]},
TagBox[
{Opacity[0.], PointBox[1518]},
Annotation[#, {{Callout}, Charting`Private`Tag, {758}}]& ]}], {{{}, {{},
{Opacity[0.], PointBox[1520]},
Annotation[#, {{Callout}, Charting`Private`Tag, {759}}]& ]}], {{{}, {{},
GraphicsGroupBox[{
{RGBColor[0.87, 0.94, 1], AbsoluteThickness[4], Opacity[
{LightDarkSwitched[
RGBColor[0.87, 0.94, 1]], AbsoluteThickness[4], Opacity[
NCache[
Rational[2, 3], 0.6666666666666666]], CapForm["Butt"], JoinForm[
"Round"],
BSplineCurveBox[{
Offset[{-3., 3.6739403974420594`*^-16}, {3.96246373875*^9,
227972.}],
Offset[{-8., 9.797174393178826*^-16}, {3.96246373875*^9, 227972.}],
Offset[{-10., 9.797174393178826*^-16}, {3.96246373875*^9,
227972.}],
Offset[{-12., 9.797174393178826*^-16}, {3.96246373875*^9,
227972.}],
Offset[{-12., 9.797174393178826*^-16}, {3.96246373875*^9,
227972.}]}]},
{RGBColor[0.6666666666666666, 0.6666666666666666, 0.6666666666666666],
AbsoluteThickness[1.25],
Offset[{-3., 3.6739403974420594`*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-8., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-10., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-12., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-12., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}]}]},
{LightDarkSwitched[
RGBColor[
0.6666666666666666, 0.6666666666666666, 0.6666666666666666]],
AbsoluteThickness[1.25],
BSplineCurveBox[{
Offset[{-3., 3.6739403974420594`*^-16}, {3.96246373875*^9,
227972.}],
Offset[{-8., 9.797174393178826*^-16}, {3.96246373875*^9, 227972.}],
Offset[{-10., 9.797174393178826*^-16}, {3.96246373875*^9,
227972.}],
Offset[{-12., 9.797174393178826*^-16}, {3.96246373875*^9,
227972.}],
Offset[{-12., 9.797174393178826*^-16}, {3.96246373875*^9,
227972.}]}]},
Offset[{-3., 3.6739403974420594`*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-8., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-10., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-12., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}],
Offset[{-12., 9.797174393178826*^-16}, {3.962894439375*^9,
229081.}]}]},
{EdgeForm[None], FaceForm[{RGBColor[0.87, 0.94, 1], Opacity[
NCache[
Rational[2, 3], 0.6666666666666666]]}],
PolygonBox[{
Offset[{-12., 5.500000000000004}, {3.96246373875*^9, 227972.}],
Offset[{-12., -5.499999999999996}, {3.96246373875*^9, 227972.}],
Offset[{-48., -5.500000000000003}, {3.96246373875*^9, 227972.}],
Offset[{-48., 5.499999999999997}, {3.96246373875*^9,
227972.}]}]},
{RGBColor[0.6666666666666666, 0.6666666666666666, 0.6666666666666666],
AbsoluteThickness[1.25], EdgeForm[None]}, {}, InsetBox[
Offset[{-12., 5.500000000000004}, {3.962894439375*^9, 229081.}],
Offset[{-12., -5.499999999999996}, {3.962894439375*^9, 229081.}],
Offset[{-48., -5.500000000000003}, {3.962894439375*^9, 229081.}],
Offset[{-48., 5.499999999999997}, {3.962894439375*^9, 229081.}]}]},
{LightDarkSwitched[
RGBColor[
0.6666666666666666, 0.6666666666666666, 0.6666666666666666]],
AbsoluteThickness[1.25], EdgeForm[None]}, {}, InsetBox[
StyleBox[
RotationBox["\<\"227972\"\>",
RotationBox["\<\"229081\"\>",
BoxRotation->0.],
StripOnInput->False,
LineColor->GrayLevel[0],
@@ -439,13 +443,14 @@ vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
FontSize->Small,
FontColor->GrayLevel[0],
FontOpacity->1],
Offset[{-30., 9.797174393178826*^-16}, {3.96246373875*^9, 227972.}],
NCache[ImageScaled[{Rational[1, 2], Rational[1, 2]}],
Offset[{-30., 9.797174393178826*^-16}, {3.962894439375*^9, 229081.}],
NCache[ImageScaled[{Rational[1, 2], Rational[1, 2]}],
ImageScaled[{0.5, 0.5}]]]}]}}, {}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{False, False},
AxesLabel->{None, None},
AxesOrigin->{3.729024*^9, 0},
DefaultBaseStyle->{"PlotGraphics", "Graphics"},
DisplayFunction->Identity,
Frame->{{True, True}, {True, True}},
FrameLabel->{{
@@ -458,123 +463,10 @@ vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
TagBox[
TagBox["Year", HoldForm], HoldForm], TraditionalForm], None}},
FrameStyle->Automatic,
FrameTicks->FrontEndValueCache[{{All, All}, {
Charting`DateTicksFunction[Automatic, DateTicksFormat -> {Automatic}],
Charting`DateTicksFunction[
Automatic, DateTicksFormat -> {Automatic}, "TickLabels" -> None]}}, {{
All, All}, {{{3.7237536*^9,
FormBox[
StyleBox["\"2018\"",
Directive[], {}, StripOnInput -> False], TraditionalForm],
Automatic,
Directive[]}, {3.7868256*^9,
FormBox[
StyleBox["\"2020\"",
Directive[], {}, StripOnInput -> False], TraditionalForm],
Automatic,
Directive[]}, {3.849984*^9,
FormBox[
StyleBox["\"2022\"",
Directive[], {}, StripOnInput -> False], TraditionalForm],
Automatic,
Directive[]}, {3.913056*^9,
FormBox[
StyleBox["\"2024\"",
Directive[], {}, StripOnInput -> False], TraditionalForm],
Automatic,
Directive[]}, {3.9762144*^9,
FormBox[
StyleBox["\"2026\"",
Directive[], {}, StripOnInput -> False], TraditionalForm],
Automatic,
Directive[]}, {3.7237536*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7552896*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7868256*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7868256*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.818448*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.849984*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.849984*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.88152*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.913056*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.913056*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.9446784*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.9762144*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}}, {{3.7237536*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7868256*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.849984*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.913056*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.9762144*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7237536*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7552896*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7868256*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.7868256*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.818448*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.849984*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.849984*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.88152*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.913056*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.913056*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.9446784*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}, {3.9762144*^9,
FormBox[
TemplateBox[{0, 0}, "Spacer2"], TraditionalForm], Automatic,
Directive[]}}}}],
FrameTicks->{{All, All}, {
Charting`DateTicksFunction[Automatic, DateTicksFormat -> {Automatic}],
Charting`DateTicksFunction[
Automatic, DateTicksFormat -> {Automatic}, "TickLabels" -> None]}},
GridLines->{{{3.6922176*^9,
Thickness[Large]}, {3.7237536*^9,
Thickness[Large]}, {3.7552896*^9,
@@ -673,8 +565,9 @@ vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02],
"PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05],
"AllowMicroRanges" -> {True, False}, "OptimizePlotMarkers" -> True,
"IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic,
"OptimizePlotMarkers" -> True,
"IncludeHighlighting" -> Automatic, "HighlightStyle" -> Automatic,
"OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet",
"HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True,
"CoordinatesToolOptions" -> {"DisplayFunction" -> ({
(DateString[
Identity[#], "DateShort"]& )[
@@ -686,6 +579,7 @@ vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
Part[#, 1]],
(Identity[#]& )[
Part[#, 2]]}& )}},
PlotInteractivity:>True,
PlotLabel->FormBox[
TagBox[
GridBox[{{
@@ -695,16 +589,16 @@ vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
"\"base version: (adware + malware) only\"", 12, Bold, StripOnInput ->
False]}, {
StyleBox[
"\"updated: Sun 3 Aug 2025 16:47:11 UTC\"", 12, StripOnInput ->
"\"updated: Fri 8 Aug 2025 14:40:52 UTC\"", 12, StripOnInput ->
False]}}, GridBoxAlignment -> {"Columns" -> {{Center}}},
DefaultBaseStyle -> "Column",
GridBoxItemSize -> {
"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "Column"],
TraditionalForm],
PlotRange->{{3.729024*^9, 3.963168*^9}, {0., 253021.}},
PlotRange->{{3.729024*^9, 3.9636*^9}, {0., 253021.}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.02]}, {0,
Scaled[0.02]}, {None,
Scaled[0.08090169943749476]}},
Ticks->{{}, Automatic}]], "Output",
CellChangeTimes->{
@@ -839,14 +733,14 @@ vOI1b3jLO97zgY984jNf+Mq3wP//9f8BjHN7Vg==
3.960982670874343*^9, 3.9612440530188007`*^9, 3.961364455456285*^9,
3.961418758806306*^9, 3.961420546415202*^9, 3.961705409006983*^9,
3.961862765641695*^9, 3.962272280228839*^9, 3.962532718589654*^9,
3.962913765110361*^9, 3.963061701744007*^9, 3.9632284319349747`*^9},
CellLabel->
"Out[4197]=",ExpressionUUID->"358ade2e-41ad-43b8-8a06-762a4cf9d9f3"]
3.962913765110361*^9, 3.963061701744007*^9, 3.9632284319349747`*^9,
3.9636528527151117`*^9},
CellLabel->"Out[23]=",ExpressionUUID->"d7740b32-7d2e-4a5a-a71f-9bca92702265"]
}, Open ]]
},
WindowSize->{1280, 1387},
WindowMargins->{{-280, Automatic}, {1329, Automatic}},
FrontEndVersion->"14.2 for Mac OS X ARM (64-bit) (March 16, 2025)",
FrontEndVersion->"14.3 for Mac OS X ARM (64-bit) (July 8, 2025)",
StyleDefinitions->"Default.nb",
ExpressionUUID->"a68abeaf-41ba-46e4-a91b-e09f414e080e"
]
@@ -861,10 +755,10 @@ CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[561, 20, 3377, 69, 151, "Input",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
Cell[561, 20, 3372, 68, 151, "Input",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
Cell[CellGroupData[{
Cell[3963, 93, 5469, 117, 519, "Input",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
Cell[9435, 212, 32866, 631, 451, "Output",ExpressionUUID->"358ade2e-41ad-43b8-8a06-762a4cf9d9f3"]
Cell[3958, 92, 5464, 116, 519, "Input",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
Cell[9425, 210, 28653, 527, 481, "Output",ExpressionUUID->"d7740b32-7d2e-4a5a-a71f-9bca92702265"]
}, Open ]]
}
]