Updates from URLHaus, someonewhocares.org, and KADhosts.

This commit is contained in:
Steven Black
2026-05-02 11:34:46 -04:00
parent 61b93463b3
commit 8b5abf8b02
69 changed files with 91624 additions and 117421 deletions

450
stats.nb
View File

@@ -10,17 +10,18 @@
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[ 161, 7]
NotebookDataLength[ 34581, 749]
NotebookOptionsPosition[ 33718, 724]
NotebookOutlinePosition[ 34146, 741]
CellTagsIndexPosition[ 34103, 738]
NotebookDataLength[ 34569, 749]
NotebookOptionsPosition[ 33706, 724]
NotebookOutlinePosition[ 34134, 741]
CellTagsIndexPosition[ 34091, 738]
WindowFrame->Normal*)
(* Beginning of Notebook Content *)
Notebook[{
Cell[BoxData["\[IndentingNewLine]"], "Input",
CellChangeTimes->{3.9838230626051273`*^9},
CellLabel->"In[1]:=",ExpressionUUID->"4758e301-de41-43dc-8b9d-10592e1aa6bd"],
CellLabel->
"In[354]:=",ExpressionUUID->"4758e301-de41-43dc-8b9d-10592e1aa6bd"],
Cell[CellGroupData[{
@@ -53,7 +54,7 @@ Cell[BoxData[{
RowBox[{"SetOptions", "[",
RowBox[{"#", ",",
RowBox[{"CellOpen", "->", "False"}]}], "]"}], "&"}], "/@",
"cells"}], ";"}]}], "]"}]}], ";"}], "\n"}], "\[IndentingNewLine]",
"cells"}], ";"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\n",
RowBox[{
RowBox[{
RowBox[{
@@ -76,7 +77,7 @@ Cell[BoxData[{
RowBox[{"SetOptions", "[",
RowBox[{"#", ",",
RowBox[{"CellOpen", "->", "True"}]}], "]"}], "&"}], "/@",
"cells"}], ";"}]}], "]"}]}], ";"}], "\n"}], "\[IndentingNewLine]",
"cells"}], ";"}]}], "]"}]}], ";"}], "\[IndentingNewLine]"}], "\n",
RowBox[{"Row", "[",
RowBox[{"{",
RowBox[{
@@ -154,7 +155,8 @@ Cell[BoxData[{
3.931376805515088*^9}, {3.954598230829558*^9, 3.954598269603718*^9}, {
3.96136444466888*^9, 3.961364449285103*^9}, {3.961420570214137*^9,
3.961420572598192*^9}, {3.972758024916869*^9, 3.972758025765842*^9}},
CellLabel->"In[2]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
CellLabel->
"In[355]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"],
Cell[BoxData[
TemplateBox[{
@@ -166,16 +168,17 @@ Cell[BoxData[
Automatic, Method -> "Preemptive"]},
"RowDefault"]], "Output",
CellChangeTimes->CompressedData["
1:eJxTTMoPSmVkYGDQAmJTnleO+TPfOt4KnMGWNuutY0OEoMIBIB2Z5ZHlPPut
o+r6oy59QFrpsbPnmjlvHUs6t75LnvvWcYllgyLHvLeODwT3S/wF0mZf/AT0
Frx1nCa27W48kE6wc7/cBaQ7A9Yd81/41vFZJw//EiC9bPtU1VtA+oLb1u/q
i946btuj4Ci5+K3jN9VFqZVA+u7bA/pyS946CnilSJ0A0lOfbA1WWPrWMdBb
1b4ESDu9f/zhBJB+mCO1kHv5W0cTtvdZLCveOpbrCTKYAGkfraBTR4D0KusV
XJwr3zqKSK72NAHS67d0h68G0tvucu67veqtI9tZlwn1q986nunnesS65q3j
OUm/gCYgve1lv2fIWmA4lJT6XQPSK56mSHetA5r7eNXmz0B6TuST3aXrgfp1
Nq64suGto8G6igOzNr111JFnfWq7+a0jAM9Br4o=
1:eJwN0E8ogwEYBvBP2bJRNkk2xaa+FBqHURJ6EYZmQ+FE/h2WctnCyXIbhcvk
f8ww22xs9jkQOyAJKVLGCtsU9ZoiclDew9Pv9DyHR97Z39gTwzBMDqUg4Q36
ZxAC2ml+7yyCsVUs85NtuhpdxRwC6z6uHCczQxUq5zyC3uR771pAsBYZ5XGL
CI/iw9Q/svBLLVIsIUylcMF2sqO0+nqUNGlcJw3LCC+mhEQrubZrZgPkVZXv
J8uCwO3LQLKC8M1aeobIIPrz0q0Iotpu6SlpDvuaZKsI2jq2TE+WR0Mfp+RT
n3Q5fh1ByY/qYm0IAwoxoyTrsxvPjkh7sU0o2EBIljhUStK9M9biILmg4ODe
jsC/qJwcdiCcTwifeU6ES4laM0JyrxOq5k36QW9Q35K2SHfaqIt2Q3bvJznf
Ft4zuKmfu2272ULIdw36Zz0IuRm8SIkXwXP38Ju0g/APZ0q03w==
"],
CellLabel->"Out[5]=",ExpressionUUID->"fdfad96d-04bf-4376-83f2-42c87620dc8b"]
CellLabel->
"Out[358]=",ExpressionUUID->"176738f5-2722-4dda-85ae-054e2a03f2ad"]
}, Open ]],
Cell[CellGroupData[{
@@ -297,200 +300,201 @@ Cell[BoxData[{
3.956601171882221*^9, 3.956601200199129*^9}, {3.956601252613394*^9,
3.9566012593755283`*^9}, {3.956601299500546*^9, 3.956601381489203*^9}},
NumberMarks->False,
CellLabel->"In[12]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
CellLabel->
"In[365]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"],
Cell[BoxData[
GraphicsBox[{{}, GraphicsComplexBox[CompressedData["
1:eJzt23d0FNXbB/ChJzRXRCkqDEqvQxHpDKAURVgQ6chApCllQUSkOSK9DkUI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1:eJzt22eQFFW7B/Am7xJHRAkqNAiSoQkimQaUoAgDIhlpWElKGBARSbZIjk0Q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"], {{{},
{RGBColor[0.24, 0.6, 0.8], Opacity[0.2], EdgeForm[None],
GraphicsGroupBox[PolygonBox[CompressedData["
1:eJwl1lOwGIYSANAb27ZtO2nQ2LZtW03SRo1t27Zt27btd/L6cWb3d3dmkahh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1:eJwl1lOwGIYSANAb27Zt2zYb27bd2LadtGls27ZttLH1Tl4+zuz+7s4sEjVq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"]]]}, {}, {}}, {{}, {},
TagBox[
{RGBColor[0.24, 0.6, 0.8], PointSize[0.0055000000000000005`],
AbsoluteThickness[2], LineBox[CompressedData["
1:eJwl10O0GIYSANAX27Ztu3Ea27Zt22xs27bTxrZt2/o35y/umdnOYpSoYbuK
bQMFBATkDhIQ8CcGRhoQlGAEJwQhCUVowhCWcIQnAhGJRGSiEJVoRCcGMYlF
bOIQl3jEJwEJSURikpCUZCQnBSlJRWrSkJZ0pCcDGclEZrKQlWxkJwc5yfWn
TvKQl3z8RX4KUJBCFKYIRSnG3xSnBCUpRWnKUJZylKcCFalEZapQlWpUpwY1
1:eJwl10O0GIYSANAX27Ztu2ls27ZtNWYb27Zt27ZtO/k35y/umdnOYpSoYbuK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IzkpSEkqUpOGtKQjPRnISCYyk4WsZCM7OchJLnIH+f+v8z+1sYsf
"]]},
Annotation[#, "Charting`Private`Tag#1"]& ]},
TagBox[
{Opacity[0.], PointBox[1654]},
Annotation[#, {{Callout}, Charting`Private`Tag, {826}}]& ]}], {{{}, {{},
{Opacity[0.], PointBox[1656]},
Annotation[#, {{Callout}, Charting`Private`Tag, {827}}]& ]}], {{{}, {{},
GraphicsGroupBox[{
{LightDarkSwitched[
RGBColor[0.87, 0.94, 1]], AbsoluteThickness[4], Opacity[
@@ -498,46 +502,41 @@ IzkpSEkqUpOGtKQjPRnISCYyk4WsZCM7OchJriD//3P+B3wuiuA=
Rational[2, 3], 0.6666666666666666]], CapForm["Butt"], JoinForm[
"Round"],
BSplineCurveBox[{
Offset[{-3., 3.6739403974420594`*^-16}, {3.985463152125*^9,
83106.}],
Offset[{-8., 9.797174393178826*^-16}, {3.985463152125*^9, 83106.}],
Offset[{-10., 9.797174393178826*^-16}, {3.985463152125*^9,
83106.}],
Offset[{-12., 9.797174393178826*^-16}, {3.985463152125*^9,
83106.}],
Offset[{-12., 9.797174393178826*^-16}, {3.985463152125*^9,
83106.}]}]},
Offset[{-3., 3.6739403974420594`*^-16}, {3.98589385275*^9, 81830.}],
Offset[{-8., 9.797174393178826*^-16}, {3.98589385275*^9, 81830.}],
Offset[{-10., 9.797174393178826*^-16}, {3.98589385275*^9,
81830.}],
Offset[{-12., 9.797174393178826*^-16}, {3.98589385275*^9, 81830.}],
Offset[{-12., 9.797174393178826*^-16}, {3.98589385275*^9,
81830.}]}]},
{LightDarkSwitched[
RGBColor[
0.6666666666666666, 0.6666666666666666, 0.6666666666666666]],
AbsoluteThickness[1.25],
BSplineCurveBox[{
Offset[{-3., 3.6739403974420594`*^-16}, {3.985463152125*^9,
83106.}],
Offset[{-8., 9.797174393178826*^-16}, {3.985463152125*^9, 83106.}],
Offset[{-10., 9.797174393178826*^-16}, {3.985463152125*^9,
83106.}],
Offset[{-12., 9.797174393178826*^-16}, {3.985463152125*^9,
83106.}],
Offset[{-12., 9.797174393178826*^-16}, {3.985463152125*^9,
83106.}]}]},
Offset[{-3., 3.6739403974420594`*^-16}, {3.98589385275*^9, 81830.}],
Offset[{-8., 9.797174393178826*^-16}, {3.98589385275*^9, 81830.}],
Offset[{-10., 9.797174393178826*^-16}, {3.98589385275*^9,
81830.}],
Offset[{-12., 9.797174393178826*^-16}, {3.98589385275*^9, 81830.}],
Offset[{-12., 9.797174393178826*^-16}, {3.98589385275*^9,
81830.}]}]},
{EdgeForm[None], FaceForm[{RGBColor[0.87, 0.94, 1], Opacity[
NCache[
Rational[2, 3], 0.6666666666666666]]}],
PolygonBox[{
Offset[{-12.000000000000002`, 5.500000000000004}, {
3.985463152125*^9, 83106.}],
Offset[{-12.000000000000002`, 5.500000000000004}, {3.98589385275*^9,
81830.}],
Offset[{-11.999999999999998`, -5.499999999999996}, {
3.985463152125*^9, 83106.}],
Offset[{-43., -5.500000000000003}, {3.985463152125*^9, 83106.}],
Offset[{-43., 5.499999999999997}, {3.985463152125*^9,
83106.}]}]},
3.98589385275*^9, 81830.}],
Offset[{-43., -5.500000000000003}, {3.98589385275*^9, 81830.}],
Offset[{-43., 5.499999999999997}, {3.98589385275*^9, 81830.}]}]},
{LightDarkSwitched[
RGBColor[
0.6666666666666666, 0.6666666666666666, 0.6666666666666666]],
AbsoluteThickness[1.25], EdgeForm[None]}, {}, InsetBox[
StyleBox[
RotationBox["\<\"83106\"\>",
RotationBox["\<\"81830\"\>",
BoxRotation->0.],
StripOnInput->False,
LineColor->GrayLevel[0],
@@ -551,8 +550,8 @@ IzkpSEkqUpOGtKQjPRnISCYyk4WsZCM7OchJriD//3P+B3wuiuA=
FontSize->Small,
FontColor->GrayLevel[0],
FontOpacity->1],
Offset[{-27.5, 9.797174393178826*^-16}, {3.985463152125*^9, 83106.}],
NCache[ImageScaled[{Rational[1, 2], Rational[1, 2]}],
Offset[{-27.5, 9.797174393178826*^-16}, {3.98589385275*^9, 81830.}],
NCache[ImageScaled[{Rational[1, 2], Rational[1, 2]}],
ImageScaled[{0.5, 0.5}]]]}]}}, {}}},
AspectRatio->NCache[GoldenRatio^(-1), 0.6180339887498948],
Axes->{False, False},
@@ -697,13 +696,13 @@ IzkpSEkqUpOGtKQjPRnISCYyk4WsZCM7OchJriD//3P+B3wuiuA=
"\"base version: (adware + malware) only\"", 12, Bold, StripOnInput ->
False]}, {
StyleBox[
"\"updated: Mon 27 Apr 2026 14:20:24 UTC\"", 12, StripOnInput ->
"\"updated: Sat 2 May 2026 15:33:36 UTC\"", 12, StripOnInput ->
False]}}, GridBoxAlignment -> {"Columns" -> {{Center}}},
DefaultBaseStyle -> "Column",
GridBoxItemSize -> {
"Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "Column"],
TraditionalForm],
PlotRange->{{3.729024*^9, 3.9862368*^9}, {0., 253021.}},
PlotRange->{{3.729024*^9, 3.9866688*^9}, {0., 253021.}},
PlotRangePadding->{{
Scaled[0.02],
Scaled[0.02]}, {None,
@@ -718,8 +717,9 @@ IzkpSEkqUpOGtKQjPRnISCYyk4WsZCM7OchJriD//3P+B3wuiuA=
3.982228611165803*^9, 3.982503697506815*^9, 3.9827585306037893`*^9,
3.983188556815083*^9, 3.983454835814192*^9, 3.983823067293882*^9,
3.9840393254807997`*^9, 3.9843056323664627`*^9, 3.985024325671249*^9,
3.985954307906972*^9, 3.986288425461619*^9},
CellLabel->"Out[14]=",ExpressionUUID->"211ddde8-a9d1-4dbe-8286-d75dfdee97b1"]
3.985954307906972*^9, 3.986288425461619*^9, 3.986724816592309*^9},
CellLabel->
"Out[367]=",ExpressionUUID->"d6589494-a1b4-4c78-a969-e2479aedf2c1"]
}, Open ]]
},
WindowSize->{1280.25, 878.25},
@@ -740,16 +740,16 @@ CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[561, 20, 167, 2, 62, "Input",ExpressionUUID->"4758e301-de41-43dc-8b9d-10592e1aa6bd"],
Cell[561, 20, 172, 3, 62, "Input",ExpressionUUID->"4758e301-de41-43dc-8b9d-10592e1aa6bd"],
Cell[CellGroupData[{
Cell[753, 26, 5536, 130, 23, "Input",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5",
Cell[758, 27, 5541, 131, 23, "Input",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5",
CellOpen->False],
Cell[6292, 158, 1024, 19, 53, "Output",ExpressionUUID->"fdfad96d-04bf-4376-83f2-42c87620dc8b"]
Cell[6302, 160, 1041, 20, 53, "Output",ExpressionUUID->"176738f5-2722-4dda-85ae-054e2a03f2ad"]
}, Open ]],
Cell[CellGroupData[{
Cell[7353, 182, 5482, 117, 23, "Input",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309",
Cell[7380, 185, 5486, 118, 23, "Input",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309",
CellOpen->False],
Cell[12838, 301, 20864, 420, 587, "Output",ExpressionUUID->"211ddde8-a9d1-4dbe-8286-d75dfdee97b1"]
Cell[12869, 305, 20821, 416, 546, "Output",ExpressionUUID->"d6589494-a1b4-4c78-a969-e2479aedf2c1"]
}, Open ]]
}
]