(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='WolframDesktop 13.1' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 161, 7] NotebookDataLength[ 39836, 777] NotebookOptionsPosition[ 39264, 759] NotebookOutlinePosition[ 39658, 775] CellTagsIndexPosition[ 39615, 772] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[BoxData[{ RowBox[{ RowBox[{"SetDirectory", "[", RowBox[{"NotebookDirectory", "[", "]"}], "]"}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"data", "=", RowBox[{"Import", "[", "\"\\"", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"graphtitle", "=", "\"\\""}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ "graphsubtitle", " ", "=", " ", "\"\\""}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"data", "=", RowBox[{ RowBox[{"(", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"DateObject", "[", RowBox[{"#1", "\[LeftDoubleBracket]", "1", "\[RightDoubleBracket]"}], "]"}], ",", RowBox[{ "#1", "\[LeftDoubleBracket]", "2", "\[RightDoubleBracket]"}]}], "}"}], "&"}], ")"}], "/@", "data"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"lastitem", "=", RowBox[{"Callout", "[", RowBox[{ RowBox[{"Last", "[", "data", "]"}], ",", RowBox[{"ToString", "[", RowBox[{ RowBox[{"Last", "[", "data", "]"}], "[", RowBox[{"[", "2", "]"}], "]"}], "]"}], ",", "Left", ",", " ", RowBox[{"LabelStyle", "->", "Small"}], ",", " ", RowBox[{"Background", "->", "LightBlue"}]}], "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{ RowBox[{"data", "[", RowBox[{"[", RowBox[{"Length", "[", "data", "]"}], "]"}], "]"}], "=", "lastitem"}], ";"}]}], "Input", CellChangeTimes->{{3.867182545948308*^9, 3.867182555077017*^9}, { 3.8671856323646584`*^9, 3.867185655249*^9}, 3.867187032420275*^9, { 3.867187218478177*^9, 3.867187234045384*^9}, {3.867187352932571*^9, 3.867187371829939*^9}, {3.8671903940899982`*^9, 3.8671904257542353`*^9}, 3.867190458276375*^9, {3.867190733940156*^9, 3.867190734419613*^9}, { 3.867190798905361*^9, 3.86719081289338*^9}, {3.867190843782461*^9, 3.867190868878964*^9}, {3.867191008084812*^9, 3.867191008823593*^9}, { 3.867191045756618*^9, 3.86719109928176*^9}, {3.867191132601091*^9, 3.867191153305139*^9}, {3.867191256528245*^9, 3.867191304159674*^9}, { 3.867191352877194*^9, 3.867191356182763*^9}, {3.867191386467814*^9, 3.867191411094434*^9}, {3.867191451576531*^9, 3.867191464669776*^9}, { 3.867191517397131*^9, 3.867191585673174*^9}, {3.867191623805966*^9, 3.867191637345644*^9}, {3.867191694067857*^9, 3.867191832972144*^9}, { 3.867443529594183*^9, 3.867443565893339*^9}, {3.867445761749815*^9, 3.86744582007928*^9}, {3.867445877108981*^9, 3.867445877563551*^9}, { 3.88987554010293*^9, 3.889875542354431*^9}, {3.890909771395684*^9, 3.890909773446272*^9}, {3.89765774638717*^9, 3.897657747223047*^9}, { 3.898379436246955*^9, 3.898379440050661*^9}, {3.90338401735606*^9, 3.9033840200448112`*^9}, {3.906908185436775*^9, 3.9069081879516287`*^9}, { 3.925848183308426*^9, 3.925848185881434*^9}, {3.926438108465784*^9, 3.92643813766343*^9}, {3.928879584090178*^9, 3.928879587280989*^9}, { 3.9293606429237022`*^9, 3.929360645945132*^9}, {3.931376802792758*^9, 3.931376805515088*^9}, {3.954598230829558*^9, 3.954598269603718*^9}, { 3.96136444466888*^9, 3.961364449285103*^9}, {3.961420570214137*^9, 3.961420572598192*^9}}, CellLabel->"In[1]:=",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"], Cell[CellGroupData[{ Cell[BoxData[{ RowBox[{ RowBox[{"graph", "=", RowBox[{"DateListPlot", "[", RowBox[{"data", "\[IndentingNewLine]", ",", RowBox[{"Filling", "->", "Axis"}], "\[IndentingNewLine]", ",", RowBox[{"FrameLabel", "\[Rule]", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"HoldForm", "[", RowBox[{"Unique", " ", "domains"}], "]"}], ",", "None"}], "}"}], ",", RowBox[{"{", RowBox[{ RowBox[{"HoldForm", "[", "Year", "]"}], ",", "None"}], "}"}]}], "}"}]}], "\[IndentingNewLine]", ",", RowBox[{"FrameTicks", "->", RowBox[{"{", RowBox[{ RowBox[{"{", RowBox[{"All", ",", "All"}], "}"}], ",", "Automatic"}], "}"}]}], "\[IndentingNewLine]", ",", " ", RowBox[{"GridLines", "->", RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"Join", "[", RowBox[{ RowBox[{"Table", "[", RowBox[{ RowBox[{"{", RowBox[{ RowBox[{"DateObject", "[", RowBox[{"{", "x", "}"}], "]"}], ",", "Thick"}], "}"}], ",", RowBox[{"{", RowBox[{"x", ",", "2017", ",", "2027"}], "}"}]}], "]"}], ",", RowBox[{"DateRange", "[", RowBox[{ RowBox[{"{", "2017", "}"}], ",", RowBox[{"{", "2027", "}"}], ",", "\"\\""}], "]"}]}], "]"}], "\[IndentingNewLine]", ",", " ", RowBox[{"Join", "[", RowBox[{ RowBox[{"Range", "[", RowBox[{"0", ",", "300000", ",", "10000"}], "]"}], ",", RowBox[{ RowBox[{ RowBox[{"{", RowBox[{"#", ",", "Thick"}], "}"}], "&"}], "/@", RowBox[{"Range", "[", RowBox[{"0", ",", "300000", ",", "50000"}], "]"}]}]}], "]"}]}], "\[IndentingNewLine]", "}"}]}], "\[IndentingNewLine]", ",", RowBox[{"ImageMargins", "\[Rule]", "20"}], "\[IndentingNewLine]", ",", RowBox[{"ImageSize", " ", "->", " ", "Large"}], "\[IndentingNewLine]", ",", RowBox[{"LabelStyle", "\[Rule]", RowBox[{"{", RowBox[{"GrayLevel", "[", "0", "]"}], "}"}]}], "\[IndentingNewLine]", ",", RowBox[{"PlotLabel", " ", "->", " ", "\[IndentingNewLine]", RowBox[{"Column", "[", "\[IndentingNewLine]", RowBox[{ RowBox[{"{", "\[IndentingNewLine]", RowBox[{ RowBox[{"Style", "[", RowBox[{"graphtitle", ",", "16", ",", "Bold"}], "]"}], "\[IndentingNewLine]", ",", RowBox[{"Style", "[", RowBox[{"graphsubtitle", ",", "12", ",", "Bold"}], "]"}], "\[IndentingNewLine]", ",", RowBox[{"Style", "[", RowBox[{ RowBox[{"\"\\"", "<>", RowBox[{"DateString", "[", RowBox[{"TimeZone", "->", "\"\\""}], "]"}], " ", "<>", " ", "\"\< UTC\>\""}], ",", "12"}], "]"}]}], "\[IndentingNewLine]", "}"}], "\[IndentingNewLine]", ",", "Center"}], "\[IndentingNewLine]", "]"}]}], "\[IndentingNewLine]", ",", RowBox[{"PlotRange", "->", RowBox[{"{", RowBox[{"Automatic", ",", RowBox[{"{", RowBox[{"0", ",", "Automatic"}], "}"}]}], "}"}]}], "\[IndentingNewLine]", ",", RowBox[{"PlotTheme", "\[Rule]", "\"\\""}]}], "\[IndentingNewLine]", "]"}]}], ";"}], "\[IndentingNewLine]", RowBox[{ RowBox[{"Export", "[", RowBox[{ RowBox[{ RowBox[{"StringReplace", "[", RowBox[{ RowBox[{"ToLowerCase", "[", "graphtitle", "]"}], ",", RowBox[{"\"\< \>\"", "->", "\"\<_\>\""}]}], "]"}], "<>", " ", "\"\<.png\>\""}], ",", " ", "graph"}], "]"}], ";"}], "\[IndentingNewLine]", "graph"}], "Input", CellChangeTimes->{{3.867186565207215*^9, 3.867186567959504*^9}, { 3.867186655694774*^9, 3.867186670522201*^9}, {3.867186775392453*^9, 3.867186776891725*^9}, 3.867186837903651*^9, {3.867186904930146*^9, 3.867186940968878*^9}, {3.867187286976087*^9, 3.867187304612606*^9}, { 3.867187379649686*^9, 3.867187384392969*^9}, {3.8671874248081408`*^9, 3.867187425393301*^9}, {3.867187462942827*^9, 3.867187467876066*^9}, { 3.867187585120219*^9, 3.867187592332826*^9}, {3.867190421572784*^9, 3.867190455350173*^9}, {3.867191170483214*^9, 3.867191170658471*^9}, { 3.867191203296914*^9, 3.867191245177144*^9}, {3.867443579626745*^9, 3.867443615991692*^9}, {3.867445864801002*^9, 3.867445865695055*^9}, { 3.867585461992905*^9, 3.867585470469511*^9}, {3.904556674711198*^9, 3.90455667849632*^9}, {3.9218516314196*^9, 3.921851639595783*^9}, { 3.92185167067825*^9, 3.9218517351487503`*^9}, 3.9218517880751457`*^9, { 3.955049104125002*^9, 3.9550491107858753`*^9}, {3.955724397073245*^9, 3.955724433737275*^9}, {3.955724625452713*^9, 3.955724669412251*^9}, { 3.956329876096713*^9, 3.9563299103616667`*^9}, {3.956329970680182*^9, 3.9563299964577503`*^9}, {3.956330107899218*^9, 3.95633011499457*^9}, { 3.956330149847582*^9, 3.956330152663987*^9}, {3.95660104472755*^9, 3.956601064036846*^9}, {3.956601094494957*^9, 3.956601107665969*^9}, { 3.956601171882221*^9, 3.956601200199129*^9}, {3.956601252613394*^9, 3.9566012593755283`*^9}, {3.956601299500546*^9, 3.956601381489203*^9}}, NumberMarks->False, CellLabel->"In[8]:=",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"], Cell[BoxData[ GraphicsBox[{{}, GraphicsComplexBox[CompressedData[" 1:eJzt22eUFNW6BuAizxBbRIlCgeRYBJFMAR6CIvQgkpECDgNIahABiQWSYxGE AURL4ZBDiziMiFISdEjSRIdc5CEM0+QZ4l1879t3rT4L17q/7q/2Dz5rp29/ e3fVLnQX7zGoTa+MiqJkzaooL/9UFMWcmXiz0ct/cdvf1F9hf/w/2OkYbrO1 2JNjL6y3E/u60fbHYntayOgv8CPtwFrUPrqT2OpCu53FzmRaXxJutatYPR1q D5tV9sNGD8TbkVZ7I96NtA3rSaH681NeZV/GA/QKxN+OVtch/nW0/qPYOE47 mzGfF7QNq2MPcn4jw23XRfxHaDX1hsT/lNZvid3Sf9FXxPoo2jgrVkoeos+L nQP/5CPi4ENahb0fBOhNGP/bQGh+GH8vrcB60cPcD1vEvua0u0JsFD7C+a3D +INoZw7Gu02bFvrvf5Ttx4jtN46xvSkONKRV2EqmlQ6YT73jLIfNX46H9i/y k+tvjncO7WeE7IrV7EnMzxPMfyrtTsf+OUvbs7AfJp3k+F+H210abgfWTtHq VuyXzKc43iHsl8q0fkocnECbmW5JPBVOs79ose/YP9jNJQ6UPUO/JbYO02aS OFjqLONve1vytYJWY8RuGu3Gy+8hsP8c228Vq/fOs/4osX+wy/J5+P0UusD5 pKP9wJAzSP/qwovMZx2xp+8lxtNTrMVeZvkJsXOZdqeife0rdHWxt2fI5dBf zqth8WvR1xjvBrHVlXa9/+WO4uAPtNNB7E5Mpu8g35muc76dke/2tJGK51X5 GxwvO+qvvMn5w0qpW6w/BvUP0vYQPL/sFLYfjf1z9zbj+wq/ryKprD9U7IkL Mp7z1+X3uTNkD34P2+8yv1mC8vv6+R7L16ZK/JdCThA78fc535Zi7zsP6Fli Peohx58ptqo8oi9jPZJo44o4UC6dfl3qB0s/phfclfWMoe1oKfeUfML5pmI/ FH/K+B9clPi+pVXYV/g5+0sTa7tpPd8lqd/4Bcvzi/UFyi1YFWu9M8BKdrE5 OyPsZBHbMzLBZhT6m5qZ7bOhftUs9D6MvyEr+9so9q7NBrsrxfqYKNaPF1sr omHdLzaHZ2f7daiv5mA8U8TGWznZX0exOzAX2/fC+Atzs7yqxGfdoNUKiD9f Hs4H9l8LuRDyE+th+zfEas68YeXemiEXRP3o12G7NsbT8tG10H+lN9gfHCj/ Jn0N+R8XcjLie0bbt8Tu4/z0PbGSVoDjp6P9nsL0U8S3swj7gz393mL5C9Tv U5RufVn2o6cY++8hNufQ5iSx/+eQZ4m1HMXZ/0KUdynB8qViZeLbdGfkI2NJ 5j9vuJ1u4bZfx/wr0spy6c+3uhTXdxXGjynN/jaKva3KsP0WsVG0HMePRX9D Qu6D/Nyh7cdS3x1Unv1fF1s3K3B/pobbhtVPK3L+dzH+gpCfo7+8ldj+Bern qsLxk5Df7rThij0ubd/A/M5qzE+eKzKfbFXZP+w9Ret5xYEK1cOstKPdaZj/ c9rpif14uAbLP8H+ekKbWA/d+86rraK+Nbwmy3uIg/tpG/XN99+lP0P/34Tc D/t/cC22TxUbQVp5kSzxvlc7tF/D7fyXFUWe995dtUP5l3J//jrMx2Oxpz/t nhHrC2n1a7Exvy7L80l/ar169Dti06L18ni/1K7P+KqItZwNGE99sTOdVhuj ffWG7K/u/8n6GVqvE24V1jbpLG8pDrZvxP2kIx/rafs9sefjxrQhDjyjHQXv 09FN6GI4Tz6mlQ9xHlz+HsfrifNviX9xvNE4/7akVbyPlf2h8nHov1hTzq9M uI35OI+2oO2ZGH8ZrSzC+7tIM/a/GfE0DTke52cf7WxFfHtoA/UDTZqzv1Ni LY62k1/poN6C/fE8fJ1WHuG80eB9lt9G/1dpNQbn214fMF/5w62WxflmZkvm I7+ch9x42i4XbrW8WM/xIedTVaydo52yYu/pVmyfQWxmaU1nFdsZveyvIM6/ 5WK4f3Oj/5g2rA8brT5i/Wc4jx+gjcwYr3hbjp+O78n7tJvjVpgdODDk49Dv W+ory2j9idi7ux3bM55F7TleGcSzoAPjq4zxe3dk/WXI1xVan4v2dTrR9V/p QALtjBarbmeWn0T/2btw/ueRzxq0g3J3Ku3ORv9naeMB1vtUV8ZbUexW6Mby WHwfPe8Wel7ie7h099D7Dfl8uwfrf4/+1J5cr7+wf5r9m/Ecw983FOrF9mvw PZVCu6Nwvs4fy/xjP/pv0HYhfB9ZfVi+DvnI05f9fYn596SVfvi+qfkpx4/F 98102i6F74nq/Zi/utLe6dovrDw4hTbLic2s/V9ttZG090yilVpSbmcawPg6 4/tmwoDQ+x79lx/I8QZifdoMYj5X4PdTysfyPZhvGq1vwfdKsSEs34T9d5c2 ZmA+TT9j+VDslz20aeH3dmso8x+H/O74nP3/hnzOG8b6r6WEWcmL78nt4Xav 0m4DzDf3CJYbyHePkPE96syk7XHor9sXjH8O+ptGuwuxfl1Gcj23of8faDce 35sTRzH+ovge2hjyKXyvtB/N/h+Lfeto9Sm+j1aPYbkq319qmbGh96vYG0N7 Z4p9rcbB/qFio7jJ/gaJ/c3Hs/4qsf4nbd2V7ynFNwHWst2T/dD4S7YvJ/bf pK11Uj+QPJH1R0u588skrk/b+xKvZzLsGXovzN4J6G82HYgXey7R7hqx3X0K 89VaHJhBOx+JlXja0znc9hCM9+NUxv8Hxqs6jf2dw3iTaWc92necDvtuiq2/ aa8u8/Efm8H21cTK05mMPxrlw2dz/IOId+gc+j/I52CL80sUm0FaS0M8g+bS D5DPG/O4/m+j/1/ns7/GYvca7WhSX8vzFfvvL+XOLNqaKzZrLmT9JHGg6yI4 2OiB7KdNcZyPKnYrLeZ6NhEHlCXMz0mxUoG2Mz6U8Y7SgV3or81S9p9Nyj1P aL2EWC/1NcsXiLU02rtFrO5fxvGWi313vwm9P8VW6rfMT03UH2gzf83E5k7a HiQOXP+O9VdivAbf8/dyGO1fW875XhC7P9PatVfa7rGC892B9lv+w+fJVcR7 eiXjTRUrnVZxPimIP4n2RD+SfI1fzXj94sCRNWyfOS3MViZx8NBazmef1PeP WMf57BHrj2jzmNhXfD3z+1is2LReQfqzim5gPFXETnNaay72F97I39McsX2b Dk4Kd8ASawM2cfwp6P932hMnVnU/268Ru8m0b4LEp3k2s/5JsVGH9u0WO7Pp wA3kL9ePnM926c8TTxsV02X+2bfQ74jtGrT7MfL7CR0ciPx2/on5X4r4Ksdz fc6g/460czncFhzIsJXzT0Y+j9GB/RKvOSaB63UC63HoZ/Z/FPlLp81pyN+H 27gey5C/A7SxVWyqv3B9m4l992hrgNj4Y3tofZWXf3oX/8r67R/L+qbQ2udi 2/mN9XeKjb47ON8UsZrXYf4KP5H5X6GtgmK75++Mr7nYyLmT/c9D+59oNRb5 7bqL7VdKfX0zbf8k1ibt5vpUFQcr7WH+DLGr/MH2+Z9KPp/TxucZXv7prPyT 850kVp/Qehdpb7ZOZP9DxL4Sezm/7RJvYBhtHQ23Davf7ON8er2QfAzez/Ub hvoFD3D9t4mtnbR/xzOZz5sHWf+Q2PyK9rtSX3vtEJz0B+Yzh3aWK2GeCquX ae1TmY+/R4BOR3xbaTuf1PflOMzxg1KubaGjiqC/KUfgWvXF+sSjcHJDcSDj McbTEfEcp6O+wH5rexxO+0rseUaba9BfmRPwiK1io+TfbL8Z4x+kA4no7xGd cFDsfp7E9bmA+dynlVTE1/wknV3yZ92hjepi/+1TfL5UzvjyT00/w/EHi9XX z7L+YrF/Lt3HFvvqnOP8XXFgNr36Dvq7RPvuip3u5+G4bJkkH9NcuEMTsdLl AvfnKLG54SLnZ6B+xUvMf1ex3o5WO4mtMZe5f46JnVUhHxH7R15hfMvR3yHa Nxf9pdOJ6xDP91cZ7/di7QCdsAjjqdeYr50Y733avYj479HaVrHbLJnrsRfj fU0nNcks+St0HS6bgvEGXQ89r6Tc2/8G93shsXsj5GpiX9+bzGdNsVHvFufX WuxY9NSP0F+eFO7vuWJ/T9peiniM23w+XBBb0alsn47+qtMJubNIf5vpuHfF rhbk+E3FSuU7rD9JbEyg0+LFnud3mZ+6WV/+aY++x/gMsVHqPp/Pw8XeNFr7 SewOe8Dx14l9D2hrK/or9pD5/h39JdLaU3Gw6SPmv0o2WZ+BaXDzGWIlfzrX 4zexs4NOPCb21X3C+bWIkvW7TCs9xerWp4xvhtjM8Yz9PQx33GGs5zk66bJY 6fqc69NJ8qVNob29xU6WF/z9fCpWO9HeyWJzI22tF+vtlRTxiLXiwHHauIT1 aZuBflvyY42lo5qJzZiMcJ/+Yv8o2vCJ9cd0wg6xameGa3kkX/6iWeDVNZC/ P+ngh2L7Du31Iv9Ns8Jx3cSaj44aJTaW0LUssbU7VO7Het2mp64UBwtkg91v xe5NOuoExl8QBZvX0X/9aFjJLevl9WSHtTpidzad0Ewc6J4DTh4pVmbSBcZi P0zLCfu3YP3P0vY2sT45F5x2EfupY27Yio6W+fxNN28pDmbIw/hbi9WKtH98 dunfpEd8I3aP0Srm71v8BuOHlQJvwgEHv3eHdlfgfdQwP+ONF5t9ac9CvI/q FYATl4mVX2gb7z/tCh11XBycVRBOCor9NQuxvLe8r1yDHjFGbEcXhp04caA6 XWu12NhMJ57B+SFrEebjIt5/J+kOeP/5JrzF+jFiez3t7Yv32wk64Qu8z9YU Zf7ixd6yxbgfjuB9OZq2rqD9FyrHq4Ln+1+02grvj5bFuV/GioPDaGW6WP2O rjUb76+hJWjM35dIW6vE3oEluX9aIH+36MB4sSd/KeZjCvIzrzTXZ63YrFuG 8R0S65fpWsliZVZZlnsw/y3lGO/XYrdaeY7/O/J5mlaTkb+kClzfujIfb/uK zF9PsT22Etsnio0ylRnvQLQfRRuzxWbJKpzfObEyTOPvdwvybdOJ8ch30arc z2Xw/rtDT10itndXY/1qeL7+Xp3rv13sX1CD8ebF+6b+OyyPxfvFU5Pxb8D7 6hJt7cfzM9e7jDcKvxc35G7P5fxcoxZ/TxPEapfaXJ8lYjdzHe7/7HJ+9X1J +7qLLbMuy98Vqy9o1yu2vfX5/K2K8+b3DRhfEuLZ25D7MQb7I6jz+bwJv59d jTi/nNjfTmOu/yqx0bAJ12cv1ms+3UfNFOaysTgfWe9xvlNwPrpCF9iG89js f3H8dJy/cjZlPqrLeqkz6EScV93qzTj/2/h9b24Wen5jf52h3WKI52Rz7kcf 4jnRgusxBPXHvc/8xCGeY7S+C/uz7Afc3zhvqofpqILYX61bcn61sb9KfMj9 Mw3v9+G0shjnt/103J9iM7EV85kP56VmrVmu430+mA62EvuW0gXa4Lzwnpfr NRb7eSe9+huc3xrFcH3q4Hy5Iyb0PsZ5pEEbxttfrF2j+3wQbm8m+R616n7E /fibfI+p22hdkXIzd1vm922xvpW224rtHB8zH33wfWvQdl+xsYXWW4idqHb8 vfcSB6uF3F+sdqW1FeG2ViGeH9qFnn9ij9ae6/mD2DeR1rdj/PYdWH4e/Skd Od4Jsbua9peW71v9GW10EBuPO9Fr8T08ojPztQjfw49odYPYt68L9/MPYu2z rhxvHfpbRrszxWrTTzhfR+wp2I3zTUA8TWj7F7G9qFtYfWeBwfVcKfa+3p3z WYL46ncP/V7F/t60zxK7c2ljGMa7SivtxYF/92D/uRH/JdpOxP7J1ZP11yC/ M0PehPXp9m/ONw7r8yPtr479Uq0X++uM9lVimb9l2G8Ve3M9H2C/mbSiSDzK cVorgvjK9WG8T9DfEdoZjfmO7Mt4vkP9A5+y/fvyvPZ+24/lS/H8fqs/f1/Z 5HmsD6Hdonh+Lx7A9gvE/oUDuR+y4u8TbtLNo/G9P38Qy8uKrXo+7o9KOK9d oRP64+8fEgZzfSaK7ZxDOP+7Mp7x05DQ+uD98MlnzJcXf/+QdSifHyPxvphE J+DvO4wOn/P5Mx3nkQrD4FovcB5ZQ0etx/tj9HC+b/C+d1qPYDy3cT74izYb 4vn54AvmH+dTbehI9p8Rz7e7dEIxfI+mjmL88+X9q6SMZr5S8L5uNIbP04/w fbCD7nAP3wfzxsJJsXIe9702jr+ntTjfW7SWU87f2jbaXxXn8x4m57tYbF6g Ez6T87g+fTzfXzNySD6iJnB9SuaU/rrSHWrkkvmdppMr5Jb8dPqSvig2J9K+ BtLev5FO2yXt9UoTmb9NMr49nlajZHyr7SSOFy1Wj9LBoWLPysnMhy3WA7T2 q9guOYX9HUN/j+jEh2Jz31SO/0zsv08H80m89p/TOL4mtpZM5++5odgcMAMu GysOLJjJ/VJK5mfVn8X8LhabntncP+lifx1azSb5stw5jGcG/vtVDYv5O47/ fhW6D8B//rec/0TuD0TuD8CR+wN65P5A5P5A5P5A5P6AErk/ELk/ELk/oEfu D0TuD0TuD9CR+wN65P5A5P5A5P4A+4vcH9Aj9wci9wci9wfoyP0BPXJ/IHJ/ IHJ/gPFG7g/okfsDkfsDkfsDcOT+QOT+QOT+QOT+QOT+AP//osj9gUaR+wOR +wOR+wN05P5Ao8j9gcj9gcj9AfYfuT+gR+4PRO4PRO4PMJ7I/YFG/9/3B/4H P6cPXQ== "], {{{}, {RGBColor[0.24, 0.6, 0.8], Opacity[0.2], EdgeForm[None], GraphicsGroupBox[PolygonBox[CompressedData[" 1:eJwl11MQKIYSA9CT3PbVtm3btm3btm3btm3btm3b7ZtOvzbJdybJjrf+Nstv XQQDDfjvDhjwH+6/fMC/Av+Uv8tf5c/yR/m9/FZ+Lb+Un8tP5cfyQ/m+fFe+ Ld+Ur8tX5cvyRfm8fFY+LZ+Uj8tH5cPyQXm/vFfeLe+Ut8tb5c3yRnm9vFZe La+Ul8tL5cXyQnm+PFeeLc+Up8tT5cnyRHm8PFYeLY+Uh8tD5cHyQLm/3Ffu LfeUu8td5c5yR7m93FZuLbeUm8tN5cZyQ7m+XFeuLdeUq8tV5cpyRbm8XFYu LZeUi8tF5cJyQTm/nFfOLeeUs8tZ5cxyRjm9nFZOLaeUk8tJ5cRyQjm+HFeO LceUo8tR5chyRDm8HFYOLYeUg8tB5cByQNm/7Ff2LfuUvcteZc+yR9m97FZ2 LbuUnctOZceyQ9m+bFe2LduUf422VdmybFE2L5uVTcsmZeOyUdmwbFDWL+uV dcs6Ze2yVlmzrFFWL6uVVcsqZeWyUlmxrFCWL8uVZcsyZemyVFmyLFEWL4uV RcsiZeGyUFmwLFDmL/OVecs8Ze4yV5mzzFFmL7OVWcssZeYyU5mxzFCmL9OV acs0ZeoyVZmyTFEmL5OVScskZeIyUZmwTFDGL+OVccs4ZewyVhmzjFFGL6OV UcsoZeQyUhmxjFCGL8OVYcswZegyVBmyDFEGL4OVQcsg5X9l4DJQGVBa8m84 lH/C3+Gv8Gf4I/wefgu/hl/Cz+Gn8GP4IXwfvgvfhm/C1+Gr8GX4InwePguf hk/Cx+Gj8GH4ILwf3gvvhnfC2+Gt8GZ4I7weXguvhlfCy+Gl8GJ4ITwfngvP hmfC0+Gp8GR4IjweHguPhkfCw+Gh8GB4INwf7gv3hnvC3eGucGe4I9webgu3 hlvCzeGmcGO4IVwfrgvXhmvC1eGqcGW4IlweLguXhkvCxeGicGG4IJwfzgvn hnPC2eGscGY4I5weTgunhlPCyeGkcGI4IRwfjgvHhmPC0eGocGQ4IhweDguH hkPCweGgcGA4IOwf9gv7hn3C3mGvsGfYI+wedgu7hl3CzmGnsGPYIWwftgvb hm3C1mGrsGXYImweNgubhk3CxmGjsGHYIKwf1gvrhnXC2mGtsGZYI6weVgur hlXCymGlsGJYISwflgvLhmXC0mGpsGRYIiweFguLhkXCwmGhsGBYIMwf5gvz hnnC3GGuMGeYI8weZguzhlnCzGGmMGOYIUwfpgvThmnC1GGqMGWYIkweJguT hknCxGGiMGGYIIwfxgvjhnHC2GGsMGYYI4weRgujhlHCyGGkMGIYIQwfhgvD hmHC0GGoMGQYIgweBguDhkHC/8LAYaAwIDQk/42Df/A3/sKf+AO/4zf8il/w M37Cj/gB3+M7fItv8DW+wpf4Ap/jM3yKT/AxPsKH+ADv4z28i3fwNt7Cm3gD r+M1vIpX8DJewot4Ac/jOTyLZ/A0nsKTeAKP4zE8ikfwMB7Cg3gA9+M+3It7 cDfuwp24A7fjNtyKW3AzbsKNuAHX4zpci2twNa7ClbgCl+MyXIpLcDEuwoW4 AOfjPJyLc3A2zsKZOAOn4zScilNwMk7CiTgBx+M4HItjcDSOwpE4AofjMByK Q3AwDsKBOAD7Yz/si32wN/bCntgDu2M37IpdsDN2wo7YAdtjO2yLbbA1tsKW 2AKbYzNsik2wMTbChtgA62M9rIt1sDbWwppYA6tjNayKVbAyVsKKWAHLYzks i2WwNJbCklgCi2MxLIpFsDAWwoJYAPNjPsyLeTA35sKcmAOzYzbMilkwM2bC jJgB02M6TItpMDWmwpSYApNjMkyKSTAxJsKEmADjYzyMi3EwNsbCmBgDo2M0 jIpRMDJGwogYAcNjOAyLYTA0hsKQGAKDYzAMikHwPwz87x/w3+T/t/b9H9RJ g2U= "]]]}, {}, {}}, {{}, {}, TagBox[ {RGBColor[0.24, 0.6, 0.8], PointSize[0.0055000000000000005`], AbsoluteThickness[2], LineBox[CompressedData[" 1:eJwt19MWKAqCA9GdnGvbtm3btm3btm3btm3btm32mp5+yhekUhl/g21X2Cbo AP6bGICBMDAGwaAYDINjCAyJoTA0hsGwGA7DYwSMiJEwMkbBqBgNo2MMjImx MDbGwbgYD+NjAkyIiTAxJsGkmAyTYwpMiakwNabBtJgO02MGzIiZMDNmwayY DbNjDsyJuTA35sG8mA/zYwEsiIWwMBbBolgMi2MJLImlsDSWwbJYDstjBayI lbAyVsGqWA2rYw2sibWwNtbBulgP62MDbIiNsDE2wabYDJtjC2yJrbA1tsG2 2A7bYwfsiJ2wM3bBrtgNu2MP7Im9sDf2wb7YD/vjAByIg3AwDsGhOAyH4wgc iaNwNI7BsTgOx+MEnIiTcDJOwak4DafjDJyJs3A2zsG5OA/n4wJciItwMS7B pbgMl+MKXImrcDWuwbW4DtfjBtyIm3AzbsGtuA234w7cibtwN+7BvbgP9+MB PIiH8DAewaN4DI/jCTyJp/A0nsGzeA7P4wW8iJfwMl7Bq3gNr+MNvIm38Dbe wbt4D+/jA3yIj/AxPsGn+Ayf4wt8ia/wNb7Bt/gO3+MH/Iif8DN+wa/4Db/j D/yJv/A3/sG//Lf8CQ0DwkBh4DBIGDQMFgYPQ4Qhw1Bh6DBMGDYMF4YPI4QR w0hh5DBKGDWMFkYPY4Qxw1hh7DBOGDeMF8YPE4QJw0Rh4jBJmDRMFiYPU4Qp w1Rh6jBNmDZMF6YPM4QZw0xh5jBLmDXMFmYPc4Q5w1xh7jBPmDfMF+YPC4QF w0Jh4bBIWDQsFhYPS4Qlw1Jh6bBMWDYsF5YPK4QVw0ph5bBKWDWsFlYPa4Q1 w1ph7bBOWDesF9YPG4QNw0Zh47BJ2DRsFjYPW4Qtw1Zh6/B/8N42bBe2DzuE HcNOYeewS9g17BZ2D3uEPcNeYe+wT9g37Bf2DweEA8NB4eBwSDg0HBYOD0eE I8NR4ehwTDg2HBeODyeEE8NJ4eRwSjg1nBZOD2eEM8NZ4exwTjg3nBfODxeE C8NF4eJwSbg0XBYuD1eEK8NV4epwTbg2XBeuDzeEG8NN4eZwS7g13BZuD3eE O8Nd4e5wT7g33BfuDw+EB8ND4eHwSHg0PBYeD0+EJ8NT4enwTHg2PBeeDy+E F8NL4eXwSng1vBZeD2+EN8Nb4e3wTng3vBfeDx+ED8NH4ePwSfg0fBY+D1+E L8NX4evwTfg2fBe+Dz+EH8NP4efwS/g1/BZ+D3+EP8Nf4e/wT/j3f8Of0jKg DFQGLoOUQctgZfAyRBmyDFWGLsOUYctwZfgyQhmxjFRGLqOUUctoZfQyRhmz jFXGLuOUcct4ZfwyQZmwTFQmLpOUSctkZfIyRZmyTFWmLtOUact0ZfoyQ5mx zFRmLrOUWctsZfYyR5mzzFXmLvOUect8Zf6yQFmwLFQWLouURctiZfGyRFmy LFWWLsuUZctyZfmyQlmxrFRWLquUVctqZfWyRlmzrFXWLuuUdct6Zf2yQdmw bFQ2LpuUTctmZfOyRdmybFW2LtuUbct2ZfuyQ9mx7FR2LruUXctuZfeyR9mz 7FX2LvuUfct+Zf9yQDmwHFQOLoeUQ8th5fByRDmyHFWOLseUY8tx5fhyQjmx nFROLqeUU8tp5fRyRjmznFXOLueUc8t55fxyQbmwXFQuLpeUS8tl5fJyRbmy XFWuLteUa8t15fpyQ7mx3FRuLreUW8tt5fZyR7mz3FXuLveUe8t95f7yQHmw PFQeLo+UR8tj5fHyRHmyPFWeLs+UZ8tz5fnyQnmxvFReLq+UV8tr5fXyRnmz vFXeLu+Ud8t75f3yQfmwfFQ+Lp+UT8tn5fPyRfmyfFW+Lt+Ub8t35fvyQ/mx /FR+Lr+UX8tv5ffyR/mz/FX+Lv+Uf/8n/Rnw/z/gP1neg1Q= "]]}, Annotation[#, "Charting`Private`Tag#1"]& ]}, TagBox[ {Opacity[0.], PointBox[1542]}, Annotation[#, {{Callout}, Charting`Private`Tag, {770}}]& ]}], {{{}, {{}, GraphicsGroupBox[{ {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}, {3.967201445625*^9, 81239.}], Offset[{-8., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], Offset[{-10., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], Offset[{-12., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], Offset[{-12., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}]}]}, {LightDarkSwitched[ RGBColor[ 0.6666666666666666, 0.6666666666666666, 0.6666666666666666]], AbsoluteThickness[1.25], BSplineCurveBox[{ Offset[{-3., 3.6739403974420594`*^-16}, {3.967201445625*^9, 81239.}], Offset[{-8., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], Offset[{-10., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], Offset[{-12., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], Offset[{-12., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}]}]}, {EdgeForm[None], FaceForm[{RGBColor[0.87, 0.94, 1], Opacity[ NCache[ Rational[2, 3], 0.6666666666666666]]}], PolygonBox[{ Offset[{-12., 5.500000000000004}, {3.967201445625*^9, 81239.}], Offset[{-12., -5.499999999999996}, {3.967201445625*^9, 81239.}], Offset[{-46., -5.500000000000003}, {3.967201445625*^9, 81239.}], Offset[{-46., 5.499999999999997}, {3.967201445625*^9, 81239.}]}]}, {LightDarkSwitched[ RGBColor[ 0.6666666666666666, 0.6666666666666666, 0.6666666666666666]], AbsoluteThickness[1.25], EdgeForm[None]}, {}, InsetBox[ StyleBox[ RotationBox["\<\"81239\"\>", BoxRotation->0.], StripOnInput->False, LineColor->GrayLevel[0], LineOpacity->1, FrontFaceColor->GrayLevel[0], BackFaceColor->GrayLevel[0], FrontFaceOpacity->1, BackFaceOpacity->1, GraphicsColor->GrayLevel[0], Opacity->1, FontSize->Small, FontColor->GrayLevel[0], FontOpacity->1], Offset[{-29., 9.797174393178826*^-16}, {3.967201445625*^9, 81239.}], 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->{{ FormBox[ TagBox[ TagBox[ RowBox[{"Unique", " ", "domains"}], HoldForm], HoldForm], TraditionalForm], None}, { FormBox[ TagBox[ TagBox["Year", HoldForm], HoldForm], TraditionalForm], None}}, FrameStyle->Automatic, 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, Thickness[Large]}, {3.7868256*^9, Thickness[Large]}, {3.818448*^9, Thickness[Large]}, {3.849984*^9, Thickness[Large]}, {3.88152*^9, Thickness[Large]}, {3.913056*^9, Thickness[Large]}, {3.9446784*^9, Thickness[Large]}, {3.9762144*^9, Thickness[Large]}, {4.0077504*^9, Thickness[Large]}, 3.6922176*^9, 3.6999936*^9, 3.707856*^9, 3.7158048*^9, 3.7237536*^9, 3.7315296*^9, 3.739392*^9, 3.7473408*^9, 3.7552896*^9, 3.7630656*^9, 3.770928*^9, 3.7788768*^9, 3.7868256*^9, 3.794688*^9, 3.8025504*^9, 3.8104992*^9, 3.818448*^9, 3.826224*^9, 3.8340864*^9, 3.8420352*^9, 3.849984*^9, 3.85776*^9, 3.8656224*^9, 3.8735712*^9, 3.88152*^9, 3.889296*^9, 3.8971584*^9, 3.9051072*^9, 3.913056*^9, 3.9209184*^9, 3.9287808*^9, 3.9367296*^9, 3.9446784*^9, 3.9524544*^9, 3.9603168*^9, 3.9682656*^9, 3.9762144*^9, 3.9839904*^9, 3.9918528*^9, 3.9998016*^9, 4.0077504*^9}, { 0, 10000, 20000, 30000, 40000, 50000, 60000, 70000, 80000, 90000, 100000, 110000, 120000, 130000, 140000, 150000, 160000, 170000, 180000, 190000, 200000, 210000, 220000, 230000, 240000, 250000, 260000, 270000, 280000, 290000, 300000, {0, Thickness[Large]}, {50000, Thickness[Large]}, {100000, Thickness[Large]}, {150000, Thickness[Large]}, {200000, Thickness[Large]}, {250000, Thickness[Large]}, {300000, Thickness[Large]}}}, GridLinesStyle->Directive[ GrayLevel[0.4, 0.5], AbsoluteThickness[1], AbsoluteDashing[{1, 2}]], ImageMargins->20, ImagePadding->{{All, All}, {All, All}}, ImageSize->Large, LabelStyle->{ GrayLevel[0]}, Method->{ "NoShowPlotTheme" -> "Detailed", "AxisPadding" -> Scaled[0.02], "DefaultBoundaryStyle" -> Automatic, "DefaultGraphicsInteraction" -> { "Version" -> 1.2, "TrackMousePosition" -> {True, False}, "Effects" -> { "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, "Droplines" -> { "freeformCursorMode" -> True, "placement" -> {"x" -> "All", "y" -> "None"}}}}, "DefaultMeshStyle" -> AbsolutePointSize[6], "DefaultPlotStyle" -> { Directive[ RGBColor[0.24, 0.6, 0.8], AbsoluteThickness[2]], Directive[ RGBColor[0.95, 0.627, 0.1425], AbsoluteThickness[2]], Directive[ RGBColor[0.455, 0.7, 0.21], AbsoluteThickness[2]], Directive[ RGBColor[0.922526, 0.385626, 0.209179], AbsoluteThickness[2]], Directive[ RGBColor[0.578, 0.51, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.772079, 0.431554, 0.102387], AbsoluteThickness[2]], Directive[ RGBColor[0.4, 0.64, 1.], AbsoluteThickness[2]], Directive[ RGBColor[1., 0.75, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.8, 0.4, 0.76], AbsoluteThickness[2]], Directive[ RGBColor[0.637, 0.65, 0.], AbsoluteThickness[2]], Directive[ RGBColor[0.915, 0.3325, 0.2125], AbsoluteThickness[2]], Directive[ RGBColor[0.40082222609352647`, 0.5220066643438841, 0.85], AbsoluteThickness[2]], Directive[ RGBColor[0.9728288904374106, 0.621644452187053, 0.07336199581899142], AbsoluteThickness[2]], Directive[ RGBColor[0.736782672705901, 0.358, 0.5030266573755369], AbsoluteThickness[2]], Directive[ RGBColor[0.28026441037696703`, 0.715, 0.4292089322474965], AbsoluteThickness[2]]}, "DomainPadding" -> Scaled[0.02], "PointSizeFunction" -> "SmallPointSize", "RangePadding" -> Scaled[0.05], "AllowMicroRanges" -> {True, False}, "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> Automatic, "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "IncludeHighlighting" -> "CurrentSet", "HighlightStyle" -> Automatic, "OptimizePlotMarkers" -> True, "CoordinatesToolOptions" -> {"DisplayFunction" -> ({ (DateString[ Identity[#], "DateShort"]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& ), "CopiedValueFunction" -> ({ (DateString[ Identity[#], "DateShort"]& )[ Part[#, 1]], (Identity[#]& )[ Part[#, 2]]}& )}}, PlotInteractivity:>True, PlotLabel->FormBox[ TagBox[ GridBox[{{ StyleBox[ "\"Hosts file size history\"", 16, Bold, StripOnInput -> False]}, { StyleBox[ "\"base version: (adware + malware) only\"", 12, Bold, StripOnInput -> False]}, { StyleBox[ "\"updated: Sat 27 Sep 2025 16:39:26 UTC\"", 12, StripOnInput -> False]}}, GridBoxAlignment -> {"Columns" -> {{Center}}}, DefaultBaseStyle -> "Column", GridBoxItemSize -> { "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}}], "Column"], TraditionalForm], PlotRange->{{3.729024*^9, 3.96792*^9}, {0., 253021.}}, PlotRangePadding->{{ Scaled[0.02], Scaled[0.02]}, {None, Scaled[0.08090169943749476]}}, Ticks->{{}, Automatic}]], "Output", CellChangeTimes->{ 3.867186551570758*^9, {3.867186680772122*^9, 3.867186699782072*^9}, 3.867186777935874*^9, 3.86718694202357*^9, 3.867187051044989*^9, 3.867187255654533*^9, 3.867187310041932*^9, 3.867187431429256*^9, 3.867187477376759*^9, 3.867187602705633*^9, {3.867190444725642*^9, 3.86719046295945*^9}, 3.867190761611189*^9, 3.867190819779409*^9, { 3.867190852467555*^9, 3.867190875035033*^9}, 3.867191085771729*^9, { 3.867191139927058*^9, 3.867191174532995*^9}, {3.867191217100472*^9, 3.867191249934973*^9}, {3.867191282486545*^9, 3.867191309118765*^9}, 3.867191362884745*^9, {3.86719139757495*^9, 3.867191417861985*^9}, 3.867191469212702*^9, 3.867191534117766*^9, {3.867191566041802*^9, 3.867191590853747*^9}, {3.867191700666916*^9, 3.867191770546698*^9}, { 3.867191813970607*^9, 3.867191837153657*^9}, {3.8674436061237383`*^9, 3.867443624613255*^9}, 3.867444944515202*^9, 3.867445839945568*^9, { 3.867445870303279*^9, 3.867445881911745*^9}, 3.867584995471957*^9, 3.867585478130906*^9, 3.86774687062293*^9, 3.868098851430778*^9, 3.868523516725683*^9, 3.86906681078651*^9, 3.869308928711943*^9, 3.869735161175044*^9, 3.870007810203533*^9, 3.870340372505321*^9, 3.870340403401229*^9, 3.87045361082372*^9, 3.870942972286525*^9, 3.8713065010498323`*^9, 3.871395829118849*^9, 3.871641630959985*^9, 3.871642275253429*^9, 3.871899229411577*^9, 3.8720932523644876`*^9, 3.87242839478826*^9, 3.8729292766301403`*^9, 3.8736608832707767`*^9, 3.874069338302347*^9, 3.874325909186389*^9, 3.874696457503956*^9, 3.874861895344188*^9, 3.875050962875978*^9, 3.87526519097518*^9, 3.875891090297274*^9, 3.876342003848527*^9, 3.876998312579729*^9, 3.8772936096656237`*^9, 3.877382516377141*^9, 3.877964348832008*^9, 3.87804450687954*^9, 3.878470212323723*^9, 3.8786395885601797`*^9, 3.878639620334971*^9, 3.878757847201033*^9, 3.879112223224792*^9, 3.879170520951467*^9, 3.879289724404871*^9, 3.879371591147833*^9, 3.879797285624524*^9, 3.879923975629261*^9, 3.880151317819726*^9, 3.880393658429194*^9, 3.880543046724104*^9, 3.881056375670085*^9, 3.881325738216374*^9, 3.881334367469533*^9, 3.881592959478129*^9, 3.882027365892887*^9, 3.88219345383886*^9, 3.882466370101098*^9, 3.882613249735723*^9, 3.883174805016778*^9, 3.883439999108673*^9, 3.883605359783735*^9, 3.883843869256338*^9, 3.883866592728613*^9, 3.883867143448183*^9, 3.884153915891087*^9, 3.884641124197339*^9, 3.884773401559798*^9, 3.884775165607097*^9, 3.88477566967144*^9, 3.885548303427269*^9, 3.885831123028147*^9, 3.886191584864834*^9, 3.886621436378044*^9, 3.886855243870946*^9, 3.887106308113074*^9, 3.887235622274569*^9, 3.887498860649525*^9, 3.887834971429055*^9, 3.8884179282247667`*^9, 3.888752672205769*^9, 3.889131678960092*^9, 3.889875549917007*^9, 3.890245716755601*^9, {3.890686789876093*^9, 3.8906868143380527`*^9}, 3.8908207849213142`*^9, 3.890908186110266*^9, 3.89090978001711*^9, 3.891285151358225*^9, 3.891545263571479*^9, 3.8916073042523813`*^9, 3.891872341652968*^9, 3.892072401751935*^9, 3.89228235594491*^9, 3.892544999424947*^9, 3.892806179970969*^9, 3.893095552437428*^9, 3.893172375102555*^9, 3.89362060069613*^9, 3.893686053639799*^9, 3.89397203764882*^9, 3.894751203039884*^9, 3.895084844111672*^9, 3.895439490125032*^9, 3.895526321693917*^9, 3.895657784061549*^9, 3.8957448599055853`*^9, 3.895931247787265*^9, 3.896013566564756*^9, 3.896095386373332*^9, 3.8965191786429*^9, 3.896893631393726*^9, 3.897216178858164*^9, 3.897657754621402*^9, 3.897926194231195*^9, 3.898379414999449*^9, 3.8983794476037083`*^9, 3.898434292317229*^9, 3.898951274337104*^9, 3.899121622375916*^9, 3.899475149831279*^9, 3.899911501496304*^9, 3.900175205856585*^9, 3.900270527812401*^9, 3.900491563343502*^9, {3.903025185560467*^9, 3.903025205982198*^9}, 3.903174150401764*^9, 3.903182074275147*^9, 3.903383990135808*^9, 3.903384025396119*^9, 3.903726387165244*^9, 3.903971852825098*^9, 3.904336629052966*^9, 3.904556665826528*^9, 3.904660734636202*^9, 3.905083048189001*^9, 3.905285129053268*^9, 3.905441042720232*^9, 3.905782272103561*^9, 3.906106379419388*^9, 3.90620708413487*^9, 3.906558811905631*^9, 3.906635301595938*^9, 3.906908194396344*^9, 3.907055587466549*^9, 3.907452024145508*^9, 3.90783837173269*^9, 3.90797214412626*^9, 3.908034764359009*^9, 3.908469310792593*^9, 3.908732154353013*^9, 3.908732190062996*^9, 3.908901085229148*^9, {3.909427575397406*^9, 3.909427588602787*^9}, 3.909612415221402*^9, 3.909847575834868*^9, 3.909936481017467*^9, 3.909991254378272*^9, 3.910005424673617*^9, 3.910456143107051*^9, 3.910647476573389*^9, 3.911433387460314*^9, 3.911728222756092*^9, 3.9118237070907784`*^9, 3.912544596386341*^9, 3.912962757486238*^9, 3.91332901505127*^9, 3.913585485561975*^9, 3.914191899559814*^9, 3.91452905381531*^9, 3.914864261401607*^9, 3.915353459292568*^9, 3.915612436883578*^9, 3.916243653217845*^9, 3.916581681635819*^9, 3.916758553791595*^9, 3.917042927532581*^9, 3.91779822205876*^9, 3.917830311292558*^9, 3.918163568568325*^9, 3.918587407268053*^9, 3.9190016728292847`*^9, 3.9195037040688963`*^9, 3.9198942834595957`*^9, 3.920234712218867*^9, 3.920662078423338*^9, 3.921093853155019*^9, 3.921237317218327*^9, 3.921696325797345*^9, 3.921851598339695*^9, 3.921851647511963*^9, {3.921851723783431*^9, 3.921851736631104*^9}, 3.921851789631633*^9, 3.922439881880352*^9, 3.922748366740074*^9, 3.923045431914585*^9, 3.923572464604835*^9, 3.923778956655144*^9, 3.924544421212076*^9, 3.925203572822671*^9, 3.925848169754739*^9, 3.925848217744079*^9, 3.926438083805722*^9, {3.9264381205815907`*^9, 3.9264381421853952`*^9}, 3.9268502289991503`*^9, 3.927388977392035*^9, 3.92757446555766*^9, 3.92782075468937*^9, 3.927990566625127*^9, 3.928273181747738*^9, 3.928273253177276*^9, 3.928445235964464*^9, 3.928879595108038*^9, 3.929093886948715*^9, {3.9293606314921618`*^9, 3.929360652965334*^9}, 3.929714464833693*^9, 3.929988766810141*^9, 3.930079284149286*^9, 3.930510896991767*^9, 3.930510938300539*^9, 3.931113466961287*^9, {3.9313767836902103`*^9, 3.931376810889453*^9}, 3.9316146196756153`*^9, {3.931804387786202*^9, 3.931804406214263*^9}, 3.9321123856670113`*^9, 3.9323876432660027`*^9, 3.932802530588872*^9, 3.932934182040694*^9, 3.933185625332106*^9, 3.933683992394909*^9, 3.933944168693449*^9, 3.934049101145823*^9, 3.9341340358613033`*^9, 3.9344541086606693`*^9, 3.934663074849002*^9, 3.9349695431536903`*^9, 3.9352387720342407`*^9, 3.93550336171005*^9, 3.93586909609081*^9, 3.935941745580612*^9, 3.936030389292848*^9, 3.93628015526616*^9, 3.936444367786038*^9, 3.936805488935912*^9, 3.9369590965559273`*^9, 3.937168651459606*^9, 3.937300611594054*^9, 3.937489671622321*^9, 3.937558235442833*^9, 3.937671079329116*^9, 3.9377615200370893`*^9, 3.93785808991883*^9, 3.938034788460722*^9, 3.938290929252728*^9, 3.938718791109577*^9, 3.938985933523465*^9, 3.93932711736786*^9, 3.9395541667847223`*^9, 3.94002264823391*^9, 3.940365418251431*^9, 3.940587757835065*^9, 3.941041083594245*^9, 3.941391262071135*^9, 3.941465460154566*^9, 3.941819366459153*^9, 3.942176463258642*^9, 3.942342955722383*^9, 3.942484441050716*^9, 3.9430232620045*^9, 3.94328565204541*^9, 3.9433497081629467`*^9, 3.9433859356078568`*^9, 3.9433859659393463`*^9, 3.9435418083866587`*^9, 3.943708057618864*^9, 3.9439622686622868`*^9, 3.94423934466717*^9, 3.944331366932857*^9, 3.944582807320376*^9, 3.945035698250413*^9, 3.9451872226369143`*^9, 3.9454275730998573`*^9, 3.9459669237252493`*^9, 3.946485490114737*^9, 3.946590997909848*^9, 3.946810796910342*^9, 3.946937977333229*^9, 3.947344865914122*^9, 3.947710724624213*^9, 3.948372183091978*^9, 3.948807734073106*^9, 3.949085720055255*^9, 3.9492552569328833`*^9, 3.949864583797016*^9, 3.9503955533275433`*^9, 3.9504852994318953`*^9, 3.9508904745101633`*^9, 3.95121634226016*^9, 3.951564384377158*^9, 3.951987570390267*^9, 3.952185461763713*^9, 3.952508849594125*^9, 3.9528851002469673`*^9, 3.953236732526196*^9, 3.953462174480653*^9, 3.9538880422373447`*^9, 3.9543605056707287`*^9, 3.954598191475656*^9, 3.954598246028067*^9, 3.954598277031808*^9, {3.9550490935789633`*^9, 3.9550491123226423`*^9}, 3.955401042607274*^9, 3.9557243571820517`*^9, { 3.955724401130506*^9, 3.955724435107072*^9}, 3.955724636672626*^9, 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, 3.9587304389769077`*^9, 3.959017511434112*^9, 3.95926793864137*^9, 3.9593680633173532`*^9, 3.959705236257415*^9, 3.959891773532778*^9, 3.960299152278488*^9, 3.960552682478962*^9, 3.960716245398271*^9, 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, 3.9636528527151117`*^9, 3.9641288435811*^9, 3.9641866630959797`*^9, 3.964601789720335*^9, 3.965039779511491*^9, 3.965040637806281*^9, 3.96550628803647*^9, 3.966074950714575*^9, 3.9663677781941977`*^9, 3.966868575532692*^9, 3.9669375244292316`*^9, 3.967841844229856*^9, 3.967979967649527*^9}, CellLabel->"Out[10]=",ExpressionUUID->"dbac9bcc-1f80-4547-997f-eab4a955969f"] }, Open ]] }, WindowSize->{1280.25, 878.25}, WindowMargins->{{0, Automatic}, {Automatic, 0}}, FrontEndVersion->"14.3 for Linux x86 (64-bit) (July 8, 2025)", StyleDefinitions->"Default.nb", ExpressionUUID->"a68abeaf-41ba-46e4-a91b-e09f414e080e" ] (* End of Notebook Content *) (* Internal cache information *) (*CellTagsOutline CellTagsIndex->{} *) (*CellTagsIndex CellTagsIndex->{} *) (*NotebookFileOutline Notebook[{ Cell[561, 20, 3371, 68, 160, "Input",ExpressionUUID->"e5e34011-aa3d-4e95-90b1-863054ac32f5"], Cell[CellGroupData[{ Cell[3957, 92, 5463, 116, 550, "Input",ExpressionUUID->"55c17c4f-14a9-40f1-a01c-ab0b0c9b3309"], Cell[9423, 210, 29825, 546, 486, "Output",ExpressionUUID->"dbac9bcc-1f80-4547-997f-eab4a955969f"] }, Open ]] } ] *)