(* Content-type: application/vnd.wolfram.mathematica *)

(*** Wolfram Notebook File ***)
(* http://www.wolfram.com/nb *)

(* CreatedBy='Mathematica 12.0' *)

(*CacheID: 234*)
(* Internal cache information:
NotebookFileLineBreakTest
NotebookFileLineBreakTest
NotebookDataPosition[       158,          7]
NotebookDataLength[   1397613,      24681]
NotebookOptionsPosition[   1387927,      24524]
NotebookOutlinePosition[   1388388,      24541]
CellTagsIndexPosition[   1388345,      24538]
WindowFrame->Normal*)

(* Beginning of Notebook Content *)
Notebook[{

Cell[CellGroupData[{
Cell["Top", "Section",
 CellChangeTimes->{{3.790522280881784*^9, 
  3.790522284556188*^9}},ExpressionUUID->"62c53be9-ba36-4f2f-98a7-\
b81d27ca26a3"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"A", "=", 
  RowBox[{"{", 
   RowBox[{
    RowBox[{"{", 
     RowBox[{"2", ",", 
      RowBox[{"-", "1"}]}], "}"}], ",", 
    RowBox[{"{", 
     RowBox[{
      RowBox[{"-", "1"}], ",", "2"}], "}"}]}], "}"}]}]], "Input",
 CellChangeTimes->{{3.790521366796093*^9, 3.790521384634845*^9}},
 CellLabel->
  "In[515]:=",ExpressionUUID->"696f5d1a-9801-430f-9bbc-159e48643fbf"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{"2", ",", 
     RowBox[{"-", "1"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"-", "1"}], ",", "2"}], "}"}]}], "}"}]], "Output",
 CellChangeTimes->{3.790521385913035*^9, 3.790569559092005*^9},
 CellLabel->
  "Out[515]=",ExpressionUUID->"4858abae-454b-4f80-8188-8f23fb73baba"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"b", "=", 
  RowBox[{"A", ".", 
   RowBox[{"{", 
    RowBox[{"1", ",", "1"}], "}"}]}]}]], "Input",
 CellChangeTimes->{{3.790521388366026*^9, 3.790521392991036*^9}},
 CellLabel->
  "In[516]:=",ExpressionUUID->"1857aa32-5f04-48c9-ae34-f2e39686c247"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"1", ",", "1"}], "}"}]], "Output",
 CellChangeTimes->{3.790521394088821*^9, 3.790569559210765*^9},
 CellLabel->
  "Out[516]=",ExpressionUUID->"f4fd2bc2-cb0f-42cd-bf2c-ff16420678c4"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Expand", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"(", 
     RowBox[{"1", "/", "2"}], ")"}], 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"x", ",", "y"}], "}"}], ".", "A", ".", 
     RowBox[{"{", 
      RowBox[{"x", ",", "y"}], "}"}]}]}], "-", 
   RowBox[{
    RowBox[{"{", 
     RowBox[{"x", ",", "y"}], "}"}], ".", "b"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.790569563814528*^9, 3.790569567341832*^9}},
 CellLabel->
  "In[518]:=",ExpressionUUID->"65cfc0f4-00b2-4210-b517-68e6d7451905"],

Cell[BoxData[
 RowBox[{
  RowBox[{"-", "x"}], "+", 
  SuperscriptBox["x", "2"], "-", "y", "-", 
  RowBox[{"x", " ", "y"}], "+", 
  SuperscriptBox["y", "2"]}]], "Output",
 CellChangeTimes->{{3.790569559222394*^9, 3.790569568004208*^9}},
 CellLabel->
  "Out[518]=",ExpressionUUID->"cdcf1c39-495f-4baf-8743-7fe77da3ed53"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot3D", "[", 
  RowBox[{
   RowBox[{
    RowBox[{
     RowBox[{"(", 
      RowBox[{"1", "/", "2"}], ")"}], 
     RowBox[{
      RowBox[{"{", 
       RowBox[{"x", ",", "y"}], "}"}], ".", "A", ".", 
      RowBox[{"{", 
       RowBox[{"x", ",", "y"}], "}"}]}]}], "-", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"x", ",", "y"}], "}"}], ".", "b"}]}], ",", 
   RowBox[{"{", 
    RowBox[{"x", ",", 
     RowBox[{"-", "1"}], ",", "3"}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"y", ",", 
     RowBox[{"-", "1"}], ",", "3"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.7905214007657633`*^9, 3.790521473166787*^9}},
 CellLabel->
  "In[384]:=",ExpressionUUID->"e7c49035-a76e-4474-a79f-b7ecc6431e6b"],

Cell[BoxData[
 Graphics3DBox[{GraphicsComplex3DBox[CompressedData["
1:eJyFnXucjfX2x4dxl1sNZZKRRiEhdNHF3iEZ0U2dhoMjFHWMHMml6Gg6RYUY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    "], {{
      {RGBColor[0.880722, 0.611041, 0.142051], EdgeForm[None], Specularity[
        GrayLevel[1], 3], 
       StyleBox[GraphicsGroup3DBox[
         TagBox[{Polygon3DBox[CompressedData["
1:eJxFm3n8F1P7xj8zc+aUpFBkqUT2Ndkla7YkVJbKliKShGStpyxZkqWINi2S
aCEkIlqUVJbsIkRIVKSy57nev+v8Xs8f53tfc+bMfGbOnHMv131/d7zoylbd
8kqlcnSoVArJLSW3kBylzgPLSqWDcHf1faPj84V3l2yn49OF94uVymFZpXK4
2nc6Hqgb/C3ZWfJztfPU/4TkI7rPheq/Utf9rusvFW4seZiuv1j4WvXvL9xJ
+BrhgbruAbVcrYuu76f+UzX+XeHd1ddPcpmOz1X/rpJX6ZqLhEfod5rr/J5q
/+q4q44PFb5UsodaJry35GG65mqdf0j3aa7jivp3keyq44d02F7nf1JrK7yL
5I9q5wjvLPmVWnPhbSVra/w9wq2EtxIeINxaeLvM97xDoqb6b5dsof5awv2F
zxD+Uu1k4W3A6r9V49+WrKp2s/qPU3814d7Cxws/J/yT8NmS96r9KHyW5APM
l/COev4lOj5H9xkteYCOW6n/XJ0fpr5r1VqrHap5PlP9F6j/T933cuEDJf9S
6yp8kGQNXX+b8CnCAzVukPBOut/fOr5C+GCeXffaQ+0fHQ/W+P2FB0juq/sP
klwneaXkczr/geRRur6+8He635HC6xPuoHM1hFfp+vOE+RxLhO9Tu1ftDx1P
0O81kFyj45eE9xPeKNy99PkFkoN1fLzaFmq3qTXOPEcf6Nyvkl/ot27W/RcL
P5h7TbO271Pf3YXX5xmSZ+m6fTKfu0DHeo3KZxzrPt2FN5HsX/h8K8m9cq+9
B4RnqX2T7nNL5jlhnd1e+lkmSzbWDQ9QfyfhvqWfs6PkVbpmNmN1v9Y6fp37
SzZT/wesVfWfoOO/WA+Sp7LHhB9V/2m6x05qm6g1VKum9qXOfahzp0puJ9lS
45cKj2S/6Po/WWOSO2vspmpf6XhzyV8q1gN3lV5v3+jg4MzPzDHv1VdtpfAd
krerrWKdS/4siS45RHhXtTXCA0qf/75wXw211Um/oGc+Ym2W3ustJCcXvveZ
kncW3seXSf6j8d24t+SzarsJ/6ZrZgkfLBwlZ6sdIlxF8mW1/St+oKN13x0E
d9A330ztbd5ZcqLO7aj+n3V8mo6bCb+ksfPUdmJPqe9R/XYrnR8m+V7ptbe3
+qcVfq9zJKvoeC57QfgN3XNv9f+j43nCewn/LXyMrt1XeJ9gXXuc8J+SC9Nz
ZpJH6fhY4T8k39G9LtV1z7LX1Z4S/kHyFK5H1+p+r+r4a+HTJT/Lva8bSL5X
eM2fL7lcxxcI7yG5Tebv3kLtHdaTZG3JJ3WvFjrXk2fUNRPR1erfR3iCMAZi
kc6NFZ6k3z9Q/VPQ2+hktROFt5J8W+144VqS8zX+SOE3Jb/W8XnCu0kuVTsb
fSL5udpZzLPktpnXdnu1j1nTknUlP2LtCm8vOV73Ook9Jbkg9zzUzD2Hx7B+
Jeeo7c4catxc4T2F/xJ+XXgP5lx4EbZNOEi+oLa98Er1T0V3C68Qfp5nQkcJ
P41+F/4887pizfwiPE24rvBPwi8K1xNeLfxK7vWzVri65ms276Y520l4Z/X/
IPmMxmwt/KXOPce3EV4unGlcD+Ej1He7xt2KjdD7Pqpz/1Frh13UmGvV31Rj
qgjfJHyscBC+Tvgo4S/UThKuI7mJ+nsJNxMuhHsKHyk8SW1L4U90z1PV9lJ7
n28Z/L7ozMUavxY7Ivm+xh8uvKnkB2pNhKtLvqa2i/B6XT9DuKHwr8KLhQ9F
Z0rO0PVXMTfsI2y/+qtJvpp7Ttbp3PWl90VL/e7W2DnhNrn3KbriY/wJ7KLw
t8KP8f7CS4UfLqy72kvWDn6vzyQf15iqwss0ZhxzgU4T3k1tQ8V2aLz6N0VH
qe9J4ep8I+GnhDcT/lF465C+l+RB+o1nhXuyZ5O/8QN6H/9CbRl6SmPmoSN5
V+H56FTmT/hN4bvRW8JzhfsxT+gO4TvRGcIvCd+ILhGeLnwTcyz8tPDVzJnw
ZOGr2L96plHcU/O3v/pfFe6j/sbCrwn3xQ6kPc5ev4K9KdxN8ti0p9hbjTR+
hsb/h/G6ZxvmQP0HRn+3RyUn6HhEZjuIHpil8bdq/AHCM7EPwn/wDBrzm+Se
ai+q/wb2n/A04euFL0GXasyFkueX9iNOZJ2r9VL/cMm2mccsr/h32wvfJDm0
sI27QXIYOkv4AsmPCtvA6yR3QGfquq76rRtYW6yR0vad8djpT4P9AfyCJmoL
hPtrfBZsj7rhb6q9oP7r1H+k8CLhe/nuwm8J3yc8VGPPzKyLP9G176LnNVcP
lO47jT2n8z3UHsSG69w22DbhD4Lv2Qb/Sv3bYnwlf4n2CU7HFyg9n+9ILlZ/
U/VvI/mUrn0NPaf+T3R8vPrrS85T2094M8nvo32mTzXmu2hf6qPSvv23Fc/b
q+pviO8V/T2Y8y6Sn+r4BOZS8jO1k4R3lPxA7Wjh7SXfj56L7SSXqjUXbii5
RO1E4QaS70XP3baSH6odI1xX8t3oea8j+bnayehIyY/UjhWuF70OWA8TS/u0
fDfmkG/JNx2eef0QF1wjeRo+BPpbspRy2Kj3/U14lto1uraH5myGWr00pnOK
EYgVJqu/brKDPyf/taVwE/XXSXbnZbWzuVbtPPW3rhg3Vv+QtF9qJTu4hn2s
+9SR3Kj+G0qvE/zx9sE++bC0Jnivnqn/jIT/1bWzde1D6X3ZB6xllN68wvgP
jdlU+E90Z/JvB+WeP9bhwNzf6m3h+9EVmeMr3vMXfEH1H4pdyDwnc3R8XPLf
+Klz8a0rjo/eL+xf3yLZVy0kfdu7sP/YS7JPYf+xnf78p7A/2LawL7hr8v1q
J/2L7g2S9dXe47UkG6h9hq4v7NPeKnlCGl9T/cckO7WD2u2F/dybJG9T+6Ji
nUA8ynogJj026eRdMvtEW2b26dep1cpsP45O9+e5WA/MyVjJy0r79T/qggMz
+8H4wAck3De90yFprtBhxEQr0GW5zxOj7ZKeobraRaX7/9X5rwvf66TccUiH
imML7n1guv/9mWMh1l87Xdu0Yr+9fWk/jljgd8mtM/u4v2G/hTeXPE/nHq84
5j0i2Sne7ZHCz3lH4efaLD1bVbUdM8cVd6fxG4Un6foLhftI9sn8nrzjH3ru
G5m/3HE78ftM4qToOH9z4br6jSfUf1myldgdfPpG0bHtbdhTjWujcZk+xsFp
fpinm0vHT70k6+n8eOEuuk994SeFLxf+MFgPn1la/30oPDj3GolqZWZ98476
H8itzz4Sfli4ReG1NgKfOVj/N0x662PmKbfO+0R4SG799Knw0Nw6A67j+4rX
4l7ptxYU1qutJX/AzgnvJxl1fDe2gHkRfoS9hW9Q2nY/Jvmi+i/XPaaii9Xu
Un9LjenHOsQ3kDw8Ot4n7j9Ex/cJj0aHqd0vfLHkHWojhZ+VvA2bKjwcn0j3
HCp8fm6eAD12EX5JYd1CPHs+dl/4FV23UuM6860krwiOIw7S7z+ocY107T3o
A7UhrDWNuUXX3II/INm79No5SXJFbp5nX8kvo+d9Z8ndJMeovzM+eGZ+Bl1z
go77SH6R9A1xPbqGPXp00gPMN7oAf/Xj4O+7t+65S/Tcd5U8PXNsjF74Nve7
Eq/jS+NLEM8/prFXSj6e9gL6YpmOr0SPS34evBeaZvbxeJZm6XmapWdbm/QA
epP4Fv+K5z+59B46Iu0jeBLuA+9E/1FpLxyZMPd/Tde8IDyj9Lpn/VcrreP5
1mfq+UcW5t+I+7Af2BRsBrwF/g22ZN+E0Slb5o5t5xTmRuCaeD74CeJ54u0l
ub/7DpLT9XvPZo6FsW3PZbZ7L5b2CfEN8XnapN9tmeYZ3+tqneuovlc19kls
gPCEwvdhzWEzv8s9Zu/cPhHxNVwV839G0kfcj++HDZhWesx1pftbpm86JXO8
vLrw2sBO4NPj556SWfcNYg6FW+h3P8k9b/Vy69++SU8/g67PvL/YE73Svrg5
815mTx+CD4TNq2IftXdmvhFO80J0Qml9QD864azc+3GlrumSOZbneLpkx8y+
CL4ee/9iYrHMz8D+AU9U66z2dOHvAy/CtS/xbJn3GGPrlPYl2e+d0Dc6d3Hm
tTKy9PxvLflVYd7mcI1ZVHjtX1rY9z8xs10hFoBPg1ebkL5dm3Qd64S1uFnu
uP7itIabZ//zIZDYFGIN/Gd4HfbpqUkX48scpzFb4I/m9p3qS84t/P1fl5xZ
eE3Bt8BX4iMxv0NK79Oqpf1p/OpXk1/NGPymnmk9co/66f6fFvaVuP/cNJ79
AVc3pDCncUXh9c46b532AHthVOG+51M/PsVdmf2KE1PMcnna43en/dsvMy8G
N4SNuDPZicc1rrbk0mDfgrnC/8LPeTBzzMK14zLrevTK4KRbbk/3pJ+9yx6G
T5yV2deFK38ks1/HvM9K+PmKr+uXru0veU9mjrVpemb00qDMzwA/2DjdH/3w
XeHfPie3H90n6Wb46tGZ9TM8/8jMewN9gF7g2zROsQ8xEP7Lw5l9mIHpWfE/
8d2xO/i26DG+Nz4y/Xy336N129D0XYclybfG/oxI+xNeBJ3OmuY9Hkrvwpof
k5lLZM+NSfsOX4bnvyAzv4lPB7+OPzY2M8fOXhyb9mP7dH+4l6f1fI9l5nKr
F97T7PWPgn3svaL5bnhv4kfeHR8O7o854Jg9xv6elO5/WcLsd/bvhLSH4f3A
6JCTc3NBU4SvUN8Tmf2An/AhJQudr6FnmMPcZc69TFM7N+mep5L+gYdlbcJf
8n25Dxzm97n9t30kp2a2Qeho8jLjdH5ytP5mL6Aj0bno3lWFbRa/hc7n+z6Z
1h6xGHHFE9g0taczc56T0xplzJ+6vhvvnfvZ4cqwu2/iL0rWkHw++UX4R8TA
xMIbUt8rmfMT+EW/orMkvy28j+BO701zzvyTM4C/jcH7YEDaC58UPobjmkOM
lznf0SQ3FzepsN6dntbP/KQD0YX/6txj6FLhJtE8MJzn+5kxvzcwvS/7lPed
yfxKri38TZvnXp/cH93+bum4nvie+7yn9rpa/9LXbSob9JJkY12b69qXC/Of
0yX/1bhGwn8X/v3307Vw3h9k5vV2jeaGj46+9/vpOQ8v/8fNV0s8OXz5bvAC
/IbkWJ2rw97SuWOjObgPS/O9/M4Xkger/02+D/m94Dzdz+rvEMz9riaeCOZ+
V+ErCXcR3oAdDuaKfyFeDvY/1wtfHpx/XFs6X4g/+avwdcE+9jrh6bnfnTlg
L7ybmXdlDSxM+65+ym/CKZIXIF6CD4G3hb+9iP2kMbsKf67+nYPf9xPhKbn7
N2jsqdEc7selOUq4yqfw76JzC6cQMwbnKZbiV0TzpJ8Jz5Q8SP2lZAjW8fCs
5BF4TtbnAdFxQD/Jt3TNgsy2g3XP+odjeyfzO2JX9g3mpeGnF5fmYFeo78PM
4xjTOZhfX4NfUFr/wRscETxvXwrfHRzT/UF/aR4VPrVp8ofxi88pzTPAn51d
mmeA92pSem7JIbctHdMvCV5XxKO1hHeP5jzfEj5C7/CycC898xmluYdFrIvS
/jx+/R7R8R1x3naF93pbjR8RHDvsobHbY0OF27EWC8ex10rupDaCb6r+BvjK
6H7hHYWHC3fIvbbZE3De8Gzcc0IwlzJL+Lbc+WxsOHlnYp8mmXOcxwbnnr7W
dccEf9Nl2Dt8FfStZNPg/A45iuOC81PflM6/kq/5Cf8hd2w1onBcPBY/JTou
Js4m7p6a9Cd69LzoHMZXwm8l3x4fv1VwLmaF+s8Izu98X9pn4ZnxW04P5qa+
U3/b4DzLj3zT4DzLSuGTg/XbcuHmwXr4W9ZwcD7xB+H+wjcI/146T7YTvyXZ
IK1D9le94D31LbokmA+HS5wfzEvDAb4RzFfDJc4L5p/hElkfrBP4zAXB34Jv
Qu6WtXc13yeYW94KfRPMP8MZPiM8Triq8Jxg/rxO4k0XCg/QPW6PzjFsTDEy
9hY+ltgZewlJNDuYh986cXjE0R117dPBnMYmcJjB3D686FzhVyrmOe+PXt/w
tDODee/a6ADhqXyvxNEyvjd6RfgZ4WvQJXqGrpn5/Dck52f2J46IxuTg3i5t
/1j/U0r7BPeUtn3EG2fn5iO7Z7bTMzKPwWfIg/1e/N9Xg/ntWrr3i8H5hc2F
nw3mWDYVnhLMvVQTfi6YV68ufG90vhCe+QX1T8JeC08Lzk3UhHsOfq8thKcH
5w3JG5Dnni3cXfjhYG7kn9K1F9RgXK7+h4I5kL/VP1j4TuG/iCmE98GmoGc1
bonwcF23XXD+7utgrhKbjm0nv8uarMmeCK67+Jt9EJwj+wvJvYQ3SjYrnScl
T75NcG7uK+4ZvH7gLrYNzg8uQ0cF53lXSzYMzoWtDM5tow876hl2D85FrsIm
BOcif8LOBOcrf5TcPjgX+Q1jg/PIayTrBucZl7O/g+tP/gnWL+gZ8sXURjRQ
fyf8guD85q+S/aP1YJk4fr5Rd83VqGAOKlf/aOGHhTPhHrm/F7mbJ4LXfFT/
+OAYs0p03ov8FyTIKaV5G+prxgRzQQV+QTDXFITfCc5tkQtoFOy3/CK5X9KN
/5erD/Zj12IvsA3oFsnDgvOMv0keGpx/3CC5ODiPRr7g4OA84zr0a3BucT06
LNgvQve+HZ2HQ1cMxm/IzKtP1PHPuf0KuDh8Y2oWOunay3gX4RuDc6Y18D2i
axG2Er45ON9aU/jq6HqaLbl3dB53W+Jg+Wq/qn9TxkfX99QX7hFdT1NbuFd0
jnYH7G+0fdpXuGNwrVSODo+2Yfugo6Jt4Z7Cd0bbv72Er4mu46kl3Du6fqiB
8C3BNUX03xSdM67He0XnjOuWjoMe15wsJ2aKztmj568PzjVvRtwTXQeGjRgb
XVuA7XhSeFVuv+KV4H29v/AT0RwoPt74aD4R329kdL0CNqhvcP6aeRsVXROA
zbon8YP78QzROe/t8Amjc9jbo7ej6652Fx4QXa/QSHh0dJ0BdrC37n89+if5
pdSQdFPfy8mmoIvGRXOU2OI2wbVe/0r2ja7f2ln9twbn0PleCwvHnG9hg6Jz
hNiaB6N9O3y8OdG5T3QmvBlc1fronAI1c+TX8IWu0ZiPJW8sHVfBsw0vHAvj
D7wWnetlD74ZndNFPy+IzrmiV8l7wU3AJyyMzitjX+ZG54/R1eTW4dDg0mZG
55LZy69H55vR81zPfaizg1uGY6B2aXZ07hZ7d2t03dtu6q9C8qRwfUIhvFnh
OrSzNFft0CelOWFimudK1znBL5B37hNdZ9awNOcPx0VN1C3RdXK7lq5bwt+4
pHB+5CB8qsJ8OLHymNL1bD+zdqM5cGJ5apfODK7fI8AjRwyXtza65qpDZv6P
WqxndO2v0flo7s/vUMMGl0DN1/zonDq2bGqwv8oau1LHv+Xe++2ja33QUS2i
60XQ/82FJ+f2w8+ProfA1tSs4lhlCX5adA0KtoO6PWLsMYX5KXgt+Cr4ebjd
NyRbRdedYBdaRteOYDvaRde7oBvPjK7DQJeeGF3TgO04IbrWAfvSJrpOBT18
enTtC7bptOjaF2xT6+i6Fuxs57THA/6R8GrhUvgy4TXCsbSv3kPP+JVk9SqO
4YkHO0TXi2BbO0bXPvJdFgb7cvh1F0TXhWCXn0r3J2a8KLqWhf14YXQNCrav
U3QtJmtsz2h/f1l0vSncx3j8kiqOzxeWriGDa18q2Ta6Hggb0SXp/yoac0l0
3Sc6n9xGo7Te4H9vyryGLo6uB0Un9wzmB6oLnxRdL4Kve050HRL26KHoGjVi
yUXJn+N5JgbbUPRbl+DaS+ZzaHRtFjEF65XfhFt+OLrmiRhtSHStFbHG4Oi6
N2LMQdG1ccSq/ZMPiS85IrqmCh9+WHTNFjHIuOBaL2zN48G1XtiXapq3dbnf
ixrdX/T+TzM3amtz5yPui66DQc+j19Bv8PPDo2u2iB26CW/IbTcnpHVCXH9u
dJ0c9v246Bod/KuzouuB8FuaRdfr4F/BvXesOLdwcnTdErHG8dH1QPh7k4Tn
F85PwRtSCwuPeJTwmNx5HGJS8pzUe1wSXPvKer5CY9bntnHYBmwE64HcwTWZ
+WbqBuB+sONdg+tgWfNH6trRuWuNNkTrbuqihwTHm+ixR6LjNOK1caXztdRj
kKuC04bbhlOap9/aWPg9bszMocB94buvl1xXmO8CP5OeGQ5kQHBdMTYd3/5N
jSmCeYNSskYVc/59ks26L7hWGX8DPnMZ9qWKdRX8GzVr9wdzGvgP8FFvJc7t
2aT34GTg9eD3qJGAc4S/4/fuDa6Lxs+ZktbAurRP4UjhSu8IrovGphPX8Lxr
ojkx+De4vLuCa6jxT/htnmGT4LpQ8tfksfE/4e9XR+etqLnYpIr5THhMbEO/
4Hpm/DH4z/HqX1E4poa/rFrFfOYzmdcxa//FzOv+5ejcM34yvBk8Clz+ouga
L+KmGdH1Rvi61ECTV5so+Vx0jhxei5ptcvrM9YvRuVjiHWpKF8PBSU6LzqcS
7xC/dUn+GOuPdfha4dxGj2QXjklriTX1QnRemfjolegcOX74W9G1ZbXT3j0/
6cavddyzMF/9Df5B4fwpviqcMZzvcvySwrVM8EXwW3+in6Lr2IiLyZ/Ci8NZ
UCcwKnO9DXmrTpntK/42uceN0XU4zO3s0vUr2DSKMJ6PznnDJxALo7t+L8yD
ja44tp0anUeHm4Iv7pa+I3wL3Oc/0fX8xI6ronO+bZM9xTfBZ4A/p56NuOD/
c4LUJVKfOD26XoE4CL8GvwXuF1+hQ/qm1CQwP6NK57bJn/D/BXCw3dM3ujP4
fxbwUeG1qHGhjgteFX6VehhqufFrVuq3BkZzi3CJD0RzrHCqw4L5K/zbocGc
FX4XNRPUThCDwDmjM1ZEc48NK+b/qPeGB4MPo94eXvNb1kgwD7xF8Jpj7eGH
wCGwL9gf5EOJBYgJRgZzBcQX+KjkxH7TfR4N5r2JQdB/1H5T84OupQ6TeswH
g2N5/Gf45A/T77KmqDmnbocae2px4JfRy+hn6ohYj9T4UevH/wVQu0NdM7E5
uccfomvgqRnC56BOnvoL/Gm4SjjVN0qvcfLS1AYOCuYJ8TmrCi9K+uSN6NpH
uIv/Atpud4Y=
            "]], Polygon3DBox[CompressedData["
1:eJwtm3f8V9Mfx++9554bqawQoTILaQghOzskm0SIopQdJZSyKvNnhqZRiKiE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            "]], Polygon3DBox[CompressedData["
1:eJwt1wm4jeUaxvFl77W3QyFT2YYiM4WkjJUUMuRUR3U4DYjSwE4ZmydSsqNE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            "]], 
           Polygon3DBox[{{1530, 779, 597, 596, 938, 1407}, {1291, 755, 934, 
            1585, 1139, 1140}, {1134, 1133, 1589, 968, 969, 1590}, {1429, 962,
             529, 530, 963, 1430}, {1292, 756, 1009, 1593, 1141, 1142}}]},
          Annotation[#, "Charting`Private`Tag$38463#1"]& ]],
        Lighting->{{"Ambient", 
           RGBColor[0.30100577, 0.22414668499999998`, 0.090484535]}, {
          "Directional", 
           RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
           ImageScaled[{0, 2, 2}]}, {"Directional", 
           RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
           ImageScaled[{2, 2, 2}]}, {"Directional", 
           RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
           ImageScaled[{2, 0, 2}]}}]}, {}, {}, {}, {}}, {
      {GrayLevel[0], Line3DBox[CompressedData["
1:eJwl0j1IlHEcwPH/ZZ1ZqWealuVrOYWugRmmggQp+AIOaksIvQy61qC9KRUS
uHhXmicOCi7SUGM02OhkmXqmdkRERLg193lo+D2f7++O+99zLzU3R3qGYyGE
tGkTUV9yOWDx4RASPGWv0lW6VNfrBj2ly8xl+xV7/5EQTts79IA+owf0Lc/f
Nnf1Q97nJJ8xyRQXuMQ3fMcP/Mhe58Sd02k+2VuiezHTh0L4HL2eG0zxC19y
k6+4xRluc5avTUbPcYfVzknrr7pGz+tdPa2f5IRQyy6z57Fx+3m9ryf0Bf1N
j+l83W2y9lbWmYz7X7dX6jW9qiv0e/1WL+tzZsW+aL/hc561J/WgLtdP9XPP
34veh6Pmjh5iP/t4ndfYxEbW8yIr2eycv2x3ViGvssT8MQX238znL57gTx7n
Dx7jd+Yxy6Pc467Jjf4b3DFxfTL6vMbbhRd87DspotsIj3RC50S/vUuh9jWH
B7og9v8/9w+AsUbV
        "]]}, 
      {GrayLevel[0.2], 
       Line3DBox[{1043, 1338, 672, 1042, 1339, 1598, 1243, 1044, 1340, 1599, 
        1244, 1391, 1341, 1479, 1806, 1485, 1245, 1445, 1574, 1600, 1492, 
        1246, 1045, 1575, 1601, 1247, 1046, 1602, 1493, 1681, 1047, 1603, 
        1248, 1048, 1604, 1249, 1049, 1605, 1250, 1050, 1606, 1251, 1051, 
        1607, 1252, 1052, 1608, 1253, 1053, 1765, 1342, 1254, 1343}], 
       Line3DBox[{1055, 1344, 1494, 1766, 1054, 684, 1056, 1609, 1255, 1057, 
        1478, 1610, 1256, 1489, 1597, 1611, 1257, 1058, 1612, 1258, 1059, 
        1613, 1495, 1682, 1060, 1496, 1683, 1061, 1614, 1259, 1062, 1615, 
        1260, 1063, 1616, 1261, 1064, 1617, 1262, 1065, 1618, 1263, 1066, 
        1619, 1264, 1067}], 
       Line3DBox[{1069, 1345, 1446, 1497, 1767, 1068, 1490, 1491, 1498, 1807, 
        1070, 699, 1071, 1620, 1265, 1072, 1621, 1266, 1073, 1622, 1267, 1074,
         1623, 1499, 1684, 1075, 1500, 1685, 1076, 1501, 1686, 1077, 1624, 
        1268, 1078, 1625, 1269, 1079, 1626, 1270, 1080, 1627, 1271, 1081, 
        1628, 1272, 1082}], 
       Line3DBox[{1083, 1394, 1448, 1346, 1392, 1482, 1768, 1595, 1481, 1480, 
        1502, 1804, 1084, 1503, 1687, 1085, 715, 1086, 1789, 1423, 1424, 1273,
         1087, 1800, 1461, 1462, 1274, 1088, 1629, 1504, 1688, 1089, 1505, 
        1689, 1090, 1506, 1690, 1091, 1507, 1691, 1092, 1630, 1275, 1093, 
        1631, 1276, 1094, 1632, 1277, 1095, 1633, 1278, 1096}], 
       Line3DBox[{1110, 1281, 1636, 1109, 1280, 1635, 1108, 1279, 1634, 1107, 
        1697, 1512, 1106, 1696, 1511, 1105, 1695, 1510, 1104, 1801, 1466, 
        1465, 1103, 1790, 1430, 1429, 1791, 1102, 1400, 1463, 1399, 1781, 
        1464, 1101, 1450, 1330, 1425, 847, 1427, 1100, 1588, 1694, 1426, 1099,
         1693, 1509, 1098, 1692, 1508, 1097, 1769, 1348, 1393, 1347, 1370}], 
       Line3DBox[{1124, 1283, 1638, 1123, 1282, 1637, 1122, 1704, 1518, 1121, 
        1703, 1517, 1120, 1702, 1516, 1119, 1592, 1701, 1468, 1118, 1783, 
        1402, 1467, 436, 1117, 1784, 412, 1431, 377, 1792, 1116, 1331, 1428, 
        374, 1115, 411, 1401, 1782, 1583, 1114, 1700, 1515, 1113, 1699, 1514, 
        1112, 1698, 1513, 1111, 1770, 1350, 1349, 1371}], 
       Line3DBox[{1128, 1639, 1284, 1126, 1640, 1285, 1130, 1641, 1286, 1132, 
        1642, 1287, 1134, 1590, 1643, 1288, 1433, 1573, 1644, 1403, 1451, 
        1289, 1377, 1582, 1780, 1387, 1351, 1374, 1395, 753, 1444, 1383, 1388,
         1384, 1352, 1406, 1772, 1290, 1405, 1404, 1440, 1794, 1291, 1140, 
        1473, 1474, 1802, 1292, 1142, 1645, 1293, 1144, 1646, 1294, 1146, 
        1647, 1295, 1148, 1649, 1297, 1150}], 
       Line3DBox[{1149, 1296, 1648, 1147, 1714, 1525, 1145, 1713, 1524, 1143, 
        1712, 1523, 1141, 1593, 1711, 1472, 1139, 1585, 1710, 1469, 1471, 
        1470, 1138, 1591, 1796, 1452, 1436, 1438, 1437, 1137, 1771, 1385, 
        1386, 1376, 1382, 911, 1136, 1332, 1375, 1435, 1778, 1434, 1135, 1432,
         1709, 1589, 1133, 1708, 1522, 1131, 1707, 1521, 1129, 1706, 1520, 
        1125, 1705, 1519, 1127}], 
       Line3DBox[{1152, 1526, 1715, 1151, 1650, 1298, 1153, 1651, 1299, 1154, 
        1652, 1300, 1155, 1653, 1301, 1156, 1584, 1654, 1302, 1439, 1793, 
        1333, 1408, 1453, 1527, 1797, 1353, 1389, 1390, 1379, 1409, 767, 1378,
         1334, 1380, 1586, 1779, 1303, 1411, 1410, 1459, 1799, 1304, 1157, 
        1655, 1305, 1158, 1656, 1306, 1159, 1657, 1307, 1160, 1658, 1308, 
        1161}], Line3DBox[{1163, 1528, 1716, 1162, 1529, 1717, 1164, 1659, 
        1309, 1165, 1660, 1310, 1166, 1661, 1311, 1167, 1662, 1312, 1168, 
        1786, 1407, 1530, 1785, 1441, 1335, 1413, 1454, 1455, 1798, 1381, 
        1336, 1417, 995, 1456, 1416, 1414, 1442, 1795, 1313, 1169, 1594, 1663,
         1475, 1314, 1170, 1664, 1315, 1171, 1665, 1316, 1172, 1773, 1354, 
        1317, 1372}], 
       Line3DBox[{1174, 1531, 1718, 1173, 1532, 1719, 1175, 1533, 1720, 1176, 
        1666, 1318, 1177, 1667, 1319, 1178, 1668, 1320, 1179, 1669, 1534, 
        1721, 1180, 1412, 1535, 1787, 1458, 1415, 1536, 1788, 1443, 1337, 
        1421, 999, 1457, 1420, 1587, 1670, 1486, 1321, 1181, 1671, 1322, 1182,
         1672, 1323, 1183, 1774, 1355, 1396, 1324, 1373}], 
       Line3DBox[{1185, 1537, 1722, 1184, 1538, 1723, 1186, 1539, 1724, 1187, 
        1540, 1725, 1188, 1673, 1325, 1189, 1674, 1326, 1190, 1675, 1541, 
        1726, 1191, 1542, 1727, 1192, 1543, 1728, 1193, 1418, 1422, 1419, 
        1803, 1477, 1194, 1488, 1014, 1487, 1476, 1195, 1676, 1327, 1196, 
        1805, 1483, 1484, 1197, 1596, 1775, 1356, 1397, 1357, 1449, 1398, 
        1198}], Line3DBox[{1200, 1544, 1729, 1199, 1545, 1730, 1201, 1546, 
        1731, 1202, 1547, 1732, 1203, 1548, 1733, 1204, 1677, 1328, 1205, 
        1678, 1549, 1734, 1206, 1550, 1735, 1207, 1551, 1736, 1208, 1552, 
        1737, 1209, 1553, 1738, 1210, 820, 1211, 1679, 1329, 1212, 1776, 1358,
         1447, 1359, 1460, 1213}], 
       Line3DBox[{1215, 1554, 1739, 1214, 1555, 1740, 1216, 1556, 1741, 1217, 
        1557, 1742, 1218, 1558, 1743, 1219, 1559, 1744, 1220, 1680, 1560, 
        1745, 1221, 1561, 1746, 1222, 1562, 1747, 1223, 1563, 1748, 1224, 
        1564, 1749, 1225, 1565, 1750, 1226, 835, 1227, 1777, 1360, 1361, 
        1228}], Line3DBox[{1242, 1369, 892, 1241, 1368, 1764, 1581, 1240, 
        1367, 1763, 1580, 1239, 1366, 1762, 1579, 1238, 1578, 1761, 1365, 
        1237, 1577, 1760, 1364, 1236, 1759, 1572, 1235, 1758, 1757, 1571, 
        1234, 1756, 1570, 1233, 1755, 1569, 1232, 1754, 1568, 1231, 1753, 
        1567, 1230, 1752, 1566, 1229, 1576, 1751, 1362, 1363}]}, 
      {GrayLevel[0.2], 
       Line3DBox[{474, 861, 978, 862, 1600, 1040, 1041, 1034, 1037, 1035, 
        1611, 499, 701, 1621, 514, 953, 1789, 954, 955, 959, 847, 958, 848, 
        927, 1782, 924, 925, 554, 1709, 968, 969, 1643, 567, 765, 1653, 580, 
        777, 1661, 594, 788, 1667, 608, 800, 1673, 621, 1733, 812, 635, 1743, 
        826, 650, 1755, 840, 665}], 
       Line3DBox[{475, 863, 864, 1601, 476, 687, 1612, 500, 702, 1622, 515, 
        1004, 1800, 1005, 1006, 433, 1781, 926, 923, 960, 374, 961, 849, 906, 
        1778, 380, 970, 851, 1644, 933, 931, 932, 1654, 581, 778, 1662, 595, 
        789, 1668, 609, 801, 1674, 622, 813, 1677, 636, 1744, 827, 651, 1756, 
        841, 666}], 
       Line3DBox[{477, 675, 1602, 479, 688, 1613, 501, 703, 1623, 516, 716, 
        1629, 529, 962, 1791, 964, 965, 966, 1792, 967, 905, 850, 907, 911, 
        912, 908, 916, 915, 1780, 872, 972, 973, 971, 1793, 852, 939, 937, 
        1786, 938, 596, 790, 1669, 610, 802, 1675, 623, 814, 1678, 637, 828, 
        1680, 652, 1757, 842, 667}], 
       Line3DBox[{481, 677, 1603, 482, 1683, 690, 503, 1685, 705, 518, 1689, 
        718, 531, 1007, 1801, 730, 543, 928, 1783, 742, 556, 1796, 987, 988, 
        935, 936, 754, 1772, 569, 917, 918, 909, 940, 767, 583, 854, 910, 993,
         1798, 780, 598, 1002, 1003, 1001, 1787, 792, 612, 1727, 804, 625, 
        1735, 816, 639, 1746, 830, 654, 1759, 844, 669}], 
       Line3DBox[{483, 678, 1604, 484, 691, 1614, 504, 1686, 706, 519, 1690, 
        719, 532, 1695, 731, 544, 1701, 1008, 743, 557, 1710, 934, 755, 1794, 
        570, 992, 853, 942, 943, 944, 1779, 584, 994, 855, 947, 995, 996, 599,
         997, 946, 975, 1788, 793, 613, 1728, 805, 626, 1736, 817, 640, 1747, 
        831, 655, 1760, 884, 845, 670}], 
       Line3DBox[{485, 679, 1605, 486, 692, 1615, 505, 707, 1624, 520, 1691, 
        720, 533, 1696, 732, 545, 1702, 744, 558, 1711, 1009, 756, 1802, 571, 
        941, 768, 1799, 585, 945, 781, 1795, 600, 998, 856, 951, 999, 1000, 
        614, 1018, 950, 1803, 1016, 806, 627, 1737, 818, 641, 1748, 832, 656, 
        1761, 885, 981, 846, 671}], 
       Line3DBox[{487, 680, 1606, 488, 693, 1616, 506, 708, 1625, 521, 721, 
        1630, 534, 1697, 733, 546, 1703, 745, 559, 1712, 757, 1645, 572, 769, 
        1655, 586, 1010, 1011, 1663, 1012, 1013, 948, 952, 949, 1670, 1032, 
        1033, 1014, 1017, 1015, 628, 1738, 819, 642, 1749, 833, 657, 1762, 
        886, 982, 887, 983, 899}], 
       Line3DBox[{489, 681, 1607, 490, 694, 1617, 507, 709, 1626, 522, 722, 
        1631, 535, 734, 1634, 547, 1704, 746, 560, 1713, 758, 1646, 573, 770, 
        1656, 587, 782, 1664, 601, 794, 1671, 615, 807, 1676, 629, 820, 643, 
        1750, 834, 658, 1763, 888, 922, 889, 900}], 
       Line3DBox[{491, 682, 1608, 492, 695, 1618, 508, 710, 1627, 523, 723, 
        1632, 536, 735, 1635, 548, 747, 1637, 561, 1714, 759, 1647, 574, 771, 
        1657, 588, 783, 1665, 602, 795, 1672, 616, 1023, 1805, 1024, 630, 821,
         1679, 644, 835, 659, 1764, 890, 891, 901}], 
       Line3DBox[{493, 865, 1765, 866, 494, 696, 1619, 509, 711, 1628, 524, 
        724, 1633, 537, 736, 1636, 549, 748, 1638, 562, 760, 1648, 1649, 575, 
        772, 1658, 589, 874, 1773, 875, 603, 876, 1774, 877, 921, 1026, 1027, 
        1775, 1025, 878, 980, 879, 1776, 880, 645, 881, 1777, 882, 660, 892, 
        893, 894}], 
       Line3DBox[{661, 836, 883, 1751, 646, 822, 1739, 631, 808, 1729, 617, 
        796, 1722, 604, 784, 1718, 590, 773, 1716, 576, 761, 1715, 563, 1639, 
        749, 1705, 550, 737, 1770, 870, 538, 725, 1769, 869, 525, 712, 1022, 
        1768, 1021, 1031, 1030, 510, 697, 1767, 868, 495, 683, 1766, 867, 470,
         672, 857, 895}], 
       Line3DBox[{662, 837, 1752, 647, 823, 1740, 632, 809, 1730, 618, 797, 
        1723, 605, 785, 1719, 591, 774, 1717, 577, 1650, 762, 564, 1640, 750, 
        1706, 551, 738, 1698, 539, 726, 1692, 526, 713, 1804, 1020, 511, 698, 
        1807, 1039, 496, 684, 471, 1598, 673, 858, 896}], 
       Line3DBox[{663, 838, 1753, 648, 824, 1741, 633, 810, 1731, 619, 798, 
        1724, 606, 786, 1720, 592, 1659, 775, 578, 1651, 763, 565, 1641, 751, 
        1707, 552, 739, 1699, 540, 727, 1693, 527, 714, 1687, 512, 699, 497, 
        1609, 685, 472, 1599, 674, 919, 859, 897}], 
       Line3DBox[{664, 839, 1754, 649, 825, 1742, 634, 811, 1732, 620, 799, 
        1725, 607, 1666, 787, 593, 1660, 776, 579, 1652, 764, 566, 1642, 752, 
        1708, 553, 740, 1700, 541, 728, 957, 956, 1694, 528, 715, 513, 1620, 
        700, 498, 1610, 686, 1036, 1019, 1038, 473, 1029, 1806, 1028, 977, 
        860, 984, 979, 898}], 
       Line3DBox[{668, 843, 1758, 653, 829, 1745, 638, 815, 1734, 624, 803, 
        1726, 611, 791, 1721, 597, 779, 1785, 974, 991, 990, 582, 766, 1797, 
        989, 873, 904, 920, 903, 568, 753, 976, 902, 871, 914, 1771, 913, 555,
         741, 930, 929, 986, 1784, 985, 542, 729, 1790, 963, 530, 717, 1688, 
        517, 704, 1684, 502, 689, 1682, 480, 676, 1681, 478}]}, {}, {}}},
    VertexNormals->CompressedData["
1:eJx0vHk81cH3P05CKJSSytqmKJItodO+CFmiEikh7VlatCntu5RS0YKKUiIt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     "]], {}},
  Axes->True,
  AxesLabel->{None, None, None},
  AxesOrigin->{Automatic, Automatic, Automatic},
  BoxRatios->{1, 1, 0.4},
  DisplayFunction->Identity,
  FaceGrids->None,
  FaceGridsStyle->Automatic,
  ImageSize->{355.5546250841514, 222.4033737354235},
  ImageSizeRaw->Automatic,
  Method->{"DefaultBoundaryStyle" -> Directive[
      GrayLevel[0.3]], 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "RotationControl" -> 
    "Globe"},
  PlotRange->{Full, Full, All},
  PlotRangePadding->{
    Scaled[0.02], 
    Scaled[0.02], 
    Scaled[0.02]},
  Ticks->{Automatic, Automatic, Automatic},
  ViewPoint->{-1.258565512415939, -2.9124759531794453`, 1.1762213537887651`},
  ViewVertical->{0.13788684114260857`, 0.3190871711690443, 
   0.9376409740593945}]], "Output",
 CellChangeTimes->{3.790521475136997*^9},
 CellLabel->
  "Out[384]=",ExpressionUUID->"997d261d-d327-45dd-99aa-cdd87438a281"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"base", "=", 
  RowBox[{"ContourPlot", "[", 
   RowBox[{
    RowBox[{
     RowBox[{
      RowBox[{"(", 
       RowBox[{"1", "/", "2"}], ")"}], 
      RowBox[{
       RowBox[{"{", 
        RowBox[{"x", ",", "y"}], "}"}], ".", "A", ".", 
       RowBox[{"{", 
        RowBox[{"x", ",", "y"}], "}"}]}]}], "-", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{"x", ",", "y"}], "}"}], ".", "b"}]}], ",", 
    RowBox[{"{", 
     RowBox[{"x", ",", 
      RowBox[{"-", "1"}], ",", "3"}], "}"}], ",", 
    RowBox[{"{", 
     RowBox[{"y", ",", 
      RowBox[{"-", "1"}], ",", "3"}], "}"}], ",", 
    RowBox[{"ContourShading", "\[Rule]", "None"}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.7905214007657633`*^9, 3.7905215205509377`*^9}, {
  3.7905216923416224`*^9, 3.790521693447467*^9}},
 CellLabel->
  "In[389]:=",ExpressionUUID->"03d5e97a-f3ac-4f8f-9d10-549cc11ce72a"],

Cell[BoxData[
 GraphicsBox[{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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    "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065, 
          1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
         LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189, 
          2112, 2310, 1785, 2072, 2077}]},
        "10"],
       Annotation[#, 10, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349, 
          2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
          2358, 2357}], 
         LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999, 
          1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
          2393, 2392}]},
        "8"],
       Annotation[#, 8, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
          2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
          1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
          2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
         LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
          2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
          1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
          2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
        "6"],
       Annotation[#, 6, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413, 
          1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
          2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
          1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
          1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
          2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
          1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
          2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
          2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
          1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
          2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
          2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
        "4"],
       Annotation[#, 4, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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          "]], 
         LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101, 
          1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
          1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
          1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
          1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
          2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
          2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
         LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
          "]]},
        "2"],
       Annotation[#, 2, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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          "]]},
        "0"],
       Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.790521505840844*^9, 3.790521521532318*^9}, 
   3.790521694543251*^9},
 CellLabel->
  "Out[389]=",ExpressionUUID->"47991c7c-e73e-42ed-a2d4-4d825d4e923f"]
}, Open  ]],

Cell[CellGroupData[{

Cell["Case 1", "Subsection",
 CellChangeTimes->{{3.7905222412389517`*^9, 
  3.790522245107605*^9}},ExpressionUUID->"731a0598-29d5-4a39-9dc9-\
bbf142c7d0de"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{"x", "=", 
  RowBox[{"{", 
   RowBox[{"2", ",", 
    RowBox[{"-", "1"}]}], "}"}]}], "\[IndentingNewLine]", 
 RowBox[{"g", "=", 
  RowBox[{
   RowBox[{"A", ".", "x"}], "-", "b"}]}]}], "Input",
 CellChangeTimes->{{3.790521555183687*^9, 3.790521586160231*^9}},
 CellLabel->
  "In[387]:=",ExpressionUUID->"f82d2365-564a-42f7-8228-1e718f1f0fff"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"2", ",", 
   RowBox[{"-", "1"}]}], "}"}]], "Output",
 CellChangeTimes->{3.790521587905542*^9},
 CellLabel->
  "Out[387]=",ExpressionUUID->"6c286108-3083-4a3a-9fc2-ec9df873c359"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"4", ",", 
   RowBox[{"-", "5"}]}], "}"}]], "Output",
 CellChangeTimes->{3.7905215879092903`*^9},
 CellLabel->
  "Out[388]=",ExpressionUUID->"98144bb2-562e-432b-91f5-b05509594f26"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"path", "=", 
   RowBox[{"{", "x", "}"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{"While", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"Norm", "[", "g", "]"}], ">", "0.01"}], ",", 
   "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"mu", "=", 
     RowBox[{
      RowBox[{"(", 
       RowBox[{"g", ".", "g"}], ")"}], "/", 
      RowBox[{"(", 
       RowBox[{"g", ".", "A", ".", "g"}], ")"}]}]}], ";", 
    "\[IndentingNewLine]", 
    RowBox[{"x", "=", 
     RowBox[{"x", "-", 
      RowBox[{"mu", " ", "g"}]}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"g", "=", 
     RowBox[{
      RowBox[{"A", ".", "x"}], "-", "b"}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"AppendTo", "[", 
     RowBox[{"path", ",", "x"}], "]"}], ";", "\[IndentingNewLine]", 
    RowBox[{"Echo", "[", 
     RowBox[{"Show", "[", 
      RowBox[{"base", ",", 
       RowBox[{"Graphics", "[", 
        RowBox[{"{", 
         RowBox[{"Red", ",", 
          RowBox[{"Line", "[", "path", "]"}]}], "}"}], "]"}]}], "]"}], 
     "]"}]}]}], "\[IndentingNewLine]", "]"}]}], "Input",
 CellChangeTimes->{{3.790521600452664*^9, 3.790521728228993*^9}},
 CellLabel->
  "In[390]:=",ExpressionUUID->"52dc684d-e880-4053-8ec0-a6a77a367d65"],

Cell[CellGroupData[{

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[40, 61], Rational[83, 122]}}, {{
       2, -1}, {0.6557377049180327, 0.680327868852459}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790521738612467*^9},ExpressionUUID->"6a7c4f0c-bf69-4a61-bb21-\
c1f8e70cc7b1"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[40, 61], Rational[83, 122]}, {
       Rational[1735, 1708], Rational[827, 854]}}, {{2, -1}, {
       0.6557377049180327, 0.680327868852459}, {1.015807962529274, 
       0.968384074941452}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905217386548653`*^9},ExpressionUUID->"db66a5b9-3207-4a2b-94d3-\
14cb8a0ca86e"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[40, 61], Rational[83, 122]}, {
       Rational[1735, 1708], Rational[827, 854]}, {
       Rational[14803, 14884], Rational[207323, 208376]}}, {{2, -1}, {
       0.6557377049180327, 0.680327868852459}, {1.015807962529274, 
       0.968384074941452}, {0.9945579145391024, 0.9949466349291665}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905217387381573`*^9},ExpressionUUID->"6be0105c-cf06-43d3-9021-\
b735d12e06a3"]
}, Open  ]]
}, Open  ]],

Cell[BoxData[""], "Input",
 CellChangeTimes->{{3.790521495985477*^9, 
  3.790521500727626*^9}},ExpressionUUID->"e02b53fc-82f8-4eb3-a749-\
4ed0c18393b8"]
}, Open  ]],

Cell[CellGroupData[{

Cell["Case 2", "Subsection",
 CellChangeTimes->{{3.7905222412389517`*^9, 
  3.790522250516295*^9}},ExpressionUUID->"9ce55613-790e-4646-b00d-\
913bc9c26848"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{"x", "=", 
  RowBox[{"{", 
   RowBox[{"0", ",", 
    RowBox[{"-", "1"}]}], "}"}]}], "\[IndentingNewLine]", 
 RowBox[{"g", "=", 
  RowBox[{
   RowBox[{"A", ".", "x"}], "-", "b"}]}]}], "Input",
 CellChangeTimes->{{3.790521555183687*^9, 3.790521586160231*^9}, 
   3.7905222579868*^9},
 CellLabel->
  "In[392]:=",ExpressionUUID->"90c0f93a-7666-4957-a0b4-481c409a084d"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"0", ",", 
   RowBox[{"-", "1"}]}], "}"}]], "Output",
 CellChangeTimes->{3.790521587905542*^9, 3.790522261716053*^9},
 CellLabel->
  "Out[392]=",ExpressionUUID->"7b4822cc-737c-4f4b-9fab-3924f07946ea"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"0", ",", 
   RowBox[{"-", "3"}]}], "}"}]], "Output",
 CellChangeTimes->{3.790521587905542*^9, 3.7905222617182426`*^9},
 CellLabel->
  "Out[393]=",ExpressionUUID->"ca3be91e-7ba7-403e-9603-c6f7506b7b70"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"path", "=", 
   RowBox[{"{", "x", "}"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{"While", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"Norm", "[", "g", "]"}], ">", "0.01"}], ",", 
   "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"mu", "=", 
     RowBox[{
      RowBox[{"(", 
       RowBox[{"g", ".", "g"}], ")"}], "/", 
      RowBox[{"(", 
       RowBox[{"g", ".", "A", ".", "g"}], ")"}]}]}], ";", 
    "\[IndentingNewLine]", 
    RowBox[{"x", "=", 
     RowBox[{"x", "-", 
      RowBox[{"mu", " ", "g"}]}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"g", "=", 
     RowBox[{
      RowBox[{"A", ".", "x"}], "-", "b"}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"AppendTo", "[", 
     RowBox[{"path", ",", "x"}], "]"}], ";", "\[IndentingNewLine]", 
    RowBox[{"Echo", "[", 
     RowBox[{"Show", "[", 
      RowBox[{"base", ",", 
       RowBox[{"Graphics", "[", 
        RowBox[{"{", 
         RowBox[{"Red", ",", 
          RowBox[{"Line", "[", "path", "]"}]}], "}"}], "]"}]}], "]"}], 
     "]"}]}]}], "\[IndentingNewLine]", "]"}]}], "Input",
 CellChangeTimes->{{3.790521600452664*^9, 3.790521728228993*^9}},
 CellLabel->
  "In[394]:=",ExpressionUUID->"d11fb236-1d34-4f96-b7de-a07834103daf"],

Cell[CellGroupData[{

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}}, {{0, -1}, {0, 0.5}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905222618139753`*^9},ExpressionUUID->"b97c3f3f-51b8-4776-87a9-\
3afad464b079"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}}, {{0, -1}, {0, 0.5}, {0.75, 0.5}}]]}},
  
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.79052226185632*^9},ExpressionUUID->"350d07b0-d040-4d6a-a6d6-bc009aec4464"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU
JjvKQovqTNRYWOldXkpTBguaUc2Uzz0W3/le1+++nut5zpz7yK3m+qaMEMIA
NnNDOJMK4T1O46u+PxlCizpsC6GVT2I4J4QRpDHj/BAvxDPzlXyCT/F9JDzX
wQPmCuS7kB+RzSVCOMvnsCB7ZeaBepAX9T982F3uwD2sOKtFtfoCauI+fZ53
lPuGCnQiSz9kx1T8Tn5rZhSl+odcxFe5Dkt2pM1clu3R7/DsThzTZ3MSKYya
mZd9wri57bIxLtM/4nXky9Z4A9P2zmAKc5jFTflR8w28hePqj/aO451+KP4+
WZ7ZhLpYXYLDyNRf4osYVqcxgi+eXZct4RsWcUc+iYn4XzrPliXxXN9vdx9n
6V+qPzt/wWv6A/KD6kbO8Vtu8w30ynr4GXfzJrpjhqd4glXP75dfx4p+zN6/
6je8rP/tv9zia7I/6ESmd3TxFXx3F3bzXjP7UIha/JT9wmN88I4JTGJZ/9ru
WZyPdyHeo3gvuB0ZdrdxVer/vf4HQkJmzg==
           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}}, {{
       0, -1}, {0, 0.5}, {0.75, 0.5}, {0.75, 0.875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790522261937436*^9},ExpressionUUID->"2cae5751-b07c-4849-8620-\
7bccf8a26a76"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}, {
       Rational[15, 16], Rational[7, 8]}}, {{0, -1}, {0, 0.5}, {0.75, 0.5}, {
       0.75, 0.875}, {0.9375, 0.875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790522261973954*^9},ExpressionUUID->"60e01442-2141-49f0-bcc5-\
2df58eea4e5b"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}, {
       Rational[15, 16], Rational[7, 8]}, {
       Rational[15, 16], Rational[31, 32]}}, {{0, -1}, {0, 0.5}, {0.75, 
       0.5}, {0.75, 0.875}, {0.9375, 0.875}, {0.9375, 0.96875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790522262039572*^9},ExpressionUUID->"7f7cb68c-2b77-40ee-96ba-\
a92db3f929bb"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}, {
       Rational[15, 16], Rational[7, 8]}, {
       Rational[15, 16], Rational[31, 32]}, {
       Rational[63, 64], Rational[31, 32]}}, {{0, -1}, {0, 0.5}, {0.75, 
       0.5}, {0.75, 0.875}, {0.9375, 0.875}, {0.9375, 0.96875}, {0.984375, 
       0.96875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905222620773973`*^9},ExpressionUUID->"88ee69f8-43b8-46c5-b50c-\
f0e6161d4bec"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}, {
       Rational[15, 16], Rational[7, 8]}, {
       Rational[15, 16], Rational[31, 32]}, {
       Rational[63, 64], Rational[31, 32]}, {
       Rational[63, 64], Rational[127, 128]}}, {{0, -1}, {0, 0.5}, {0.75, 
       0.5}, {0.75, 0.875}, {0.9375, 0.875}, {0.9375, 0.96875}, {0.984375, 
       0.96875}, {0.984375, 0.9921875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790522262144596*^9},ExpressionUUID->"804c00f1-85dc-483f-81e5-\
42954d13b658"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI
S2lTecmivBsz7VgQxiYrC6NFoUh3TH3O4jvf//md33Oee56byrZkmleEECaQ
SIawxuJPIoQF/MWqwhCuFIXQjS40yRoxUhBCv/UAMtiDavySL3EVyj27mzfw
Fk5jM2a9a94ZK+Vf9IfxNb5PvtN+gXwXV3ANV/IBzteZ0603Z1GLg6jDmdi3
X4mz5k6cw5J+UlaMG9ZJd1zrjv+sc1hEofNP2etAOzbJNuKkuRVtOIQGHMa8
M4/wUTTGO3m+iT/wJNL4odPB07w3L4QS82+dOUzJ3uCnbIK/e9dNcyZ20Be/
uewWd3M1X+d7fJUH+Fr8XjyInng39GKf9R2+iz7cjufgv7w/Posq7I//Ddfw
gt80Yr6Ph3iAfNmQvUfmxxhF1voFv8RTPMczJHRH7b2KXX7Nx/gdj/NbHuNi
veP8BDOySXdfLfvMZdYplGKd/Tpu5Vo+we2Y1TvNpSjDJ3xEuc5Wbo7nowWL
utt5B7bhPHL4Jr8Q/zPPpHHRfBmXEJyR4vV4b87pLgNRlW1i
           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}, {
       Rational[15, 16], Rational[7, 8]}, {
       Rational[15, 16], Rational[31, 32]}, {
       Rational[63, 64], Rational[31, 32]}, {
       Rational[63, 64], Rational[127, 128]}, {
       Rational[255, 256], Rational[127, 128]}}, {{0, -1}, {0, 0.5}, {0.75, 
       0.5}, {0.75, 0.875}, {0.9375, 0.875}, {0.9375, 0.96875}, {0.984375, 
       0.96875}, {0.984375, 0.9921875}, {0.99609375, 0.9921875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790522262181395*^9},ExpressionUUID->"42d5730e-4e3e-47ff-9f7a-\
36324342f6e9"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJy1nXm4TdUf8M+5171HNBKVUmYVGgwJ1d4NIilEMqRI+oUGSRp/UUmGMoTM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     "], {{{}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1768, 2066, 1769, 2106, 2105, 2185, 2184, 2209, 2064, 2065,
            1912, 2517, 1982, 2304, 2305, 2306, 2080, 2075}], 
          LineBox[{1774, 2069, 1775, 2108, 2107, 2187, 2186, 2210, 2188, 2189,
            2112, 2310, 1785, 2072, 2077}]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1714, 2228, 2227, 2419, 2418, 1845, 2350, 2351, 2347, 2349,
            2348, 2516, 2401, 2402, 2400, 2404, 2403, 1846, 2359, 2360, 2356, 
           2358, 2357}], 
          LineBox[{1749, 2283, 2282, 2397, 2396, 1905, 2067, 2068, 1989, 1999,
            1748, 2405, 1745, 2281, 2280, 2390, 2389, 1899, 2394, 2395, 2391, 
           2393, 2392}]},
         "8"],
        Annotation[#, 8, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{589, 2022, 2252, 2251, 2250, 1942, 2430, 1854, 2429, 1941, 
           2247, 2248, 2249, 2018, 2241, 2240, 2239, 1939, 2426, 1848, 2422, 
           1937, 2236, 2237, 2238, 2015, 2226, 2225, 2224, 1934, 2417, 1844, 
           2416, 1933, 2221, 2222, 2223, 2014, 2074, 1932}], 
          LineBox[{666, 2061, 2511, 1978, 2510, 1979, 2512, 1902, 2499, 1973, 
           2497, 1972, 2498, 2056, 2182, 1900, 2181, 1901, 2183, 1897, 2489, 
           1968, 2487, 1967, 2488, 2050, 2387, 1894, 2386, 1895, 2388, 1889, 
           2476, 1962, 2475, 1961, 2048, 2093, 2092}]},
         "6"],
        Annotation[#, 6, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{1712, 2215, 1930, 2012, 2011, 2218, 2217, 2216, 1931, 2413,
            1843, 2414, 2415, 2219, 2220, 1713, 2013, 1715, 2235, 2234, 2353, 
           2352, 1806, 2287, 2354, 1754, 2355, 2016, 1938, 2423, 2425, 2424, 
           1849, 2366, 2367, 2363, 2365, 2364, 2019, 2368, 2323, 2324, 2322, 
           1808, 2431, 2432, 2253, 2254, 1723, 2024, 1728, 2258, 2257, 2439, 
           2438, 1866, 2440, 1944, 2259, 2260, 2261, 2028, 2029, 1870, 2377, 
           1869}], LineBox[{1879, 2380, 1880, 2038, 2037, 1954, 2449, 1955, 
           2450, 1878, 2460, 2461, 2457, 2459, 2458, 2044, 1882, 2381, 2383, 
           2382, 1817, 2294, 2295, 1760, 1740, 2049, 1742, 2541, 1966, 1896, 
           1969, 2542, 1743, 2055, 1746, 2333, 2334, 2332, 1820, 2503, 2504, 
           2500, 2502, 2501, 2058, 1974, 2505, 2507, 2506, 1903, 2515, 1981, 
           2513, 1980, 2514, 2062, 2063, 1906, 2284, 2285}]},
         "4"],
        Annotation[#, 4, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0U1QjVEcx/GjqO7NRhs7dYlyjbU1Wxa6mTFGSpcKizKjovGSt3WaQdnI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           "]], 
          LineBox[{1783, 2308, 1983, 2071, 2070, 1793, 2118, 2119, 2100, 2101,
            1763, 1741, 2202, 2203, 2201, 2205, 2204, 1920, 2207, 1922, 2408, 
           1921, 2309, 1784, 2548, 2206, 2111, 1819, 2127, 2102, 1998, 1997, 
           1836, 2546, 1773, 1840, 1821, 1802, 2556, 1801, 1839, 1751, 2544, 
           1804, 1826, 1841, 1777, 2547, 1838, 1803, 2006, 2302, 2338, 1825, 
           2115, 2311, 1788, 2162, 2163, 2161, 2171, 2170, 2300, 1765, 2301, 
           2104, 2117, 2116, 1789, 2083, 2084, 1984, 2518, 2520, 2519}], 
          LineBox[CompressedData["
1:eJwV0D1MU2EYhuFPB2xNcBN/NkPEwa0OTjXR6IDFhQRF2NwoVRYaE3GURASt
YpUEXXHURYU6yASSdIC15ae0/jC0MW1J2DBeZ7hzP9/zvt85J+fcvbH+B0dC
CDl0xkM4gVuxEGLHQpjl13iFX/iJYkcIFTTs1XFJl8AVJHFgluH7SOOi54zy
mr4on8Khe138CA19yzkr1+xVMSCndCf5NJ/FGdxEWzfDzzGN984vuI+b2HF/
G+/kZ/oUT/E8l/Wb2ELdedm7N+R1TNp5gl79HP7I38335G/cttNCEzd0V82v
8zUumP+Wv3DNOS8nMSE/xoo7q/hsXtUX5CUs4qVz1s5lHudc9Bz9V5TlBDL6
qeg/8lMuIS2XPG+E/9rt1F046nt1D6Pv5x7+gU9yt73z8l27wxjCvv4OD0b/
HLdRsVfFLj6aL+g+II+3eIN/+ph5HHPO8eMh/AeyqFaJ
           "]]},
         "2"],
        Annotation[#, 2, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwl0s1TjWEYx/G7U51TRBlEmIyFalUsyYy8lFigxpaM2NY/0MuQl7/BrhaU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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{0, -1}, {0, Rational[1, 2]}, {
       Rational[3, 4], Rational[1, 2]}, {Rational[3, 4], Rational[7, 8]}, {
       Rational[15, 16], Rational[7, 8]}, {
       Rational[15, 16], Rational[31, 32]}, {
       Rational[63, 64], Rational[31, 32]}, {
       Rational[63, 64], Rational[127, 128]}, {
       Rational[255, 256], Rational[127, 128]}, {
       Rational[255, 256], Rational[511, 512]}}, {{0, -1}, {0, 0.5}, {0.75, 
       0.5}, {0.75, 0.875}, {0.9375, 0.875}, {0.9375, 0.96875}, {0.984375, 
       0.96875}, {0.984375, 0.9921875}, {0.99609375, 0.9921875}, {0.99609375, 
       0.998046875}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790522262244066*^9},ExpressionUUID->"9cf082a6-00d8-4816-bf02-\
4873c9602193"]
}, Open  ]]
}, Open  ]],

Cell[BoxData[""], "Input",
 CellChangeTimes->{{3.790521495985477*^9, 3.790521500727626*^9}},
 CellLabel->
  "In[396]:=",ExpressionUUID->"661a4fc0-2990-4ce6-8022-bee5acbd6064"]
}, Open  ]]
}, Open  ]],

Cell[CellGroupData[{

Cell["Other", "Section",
 CellChangeTimes->{{3.790522280881784*^9, 
  3.790522297987857*^9}},ExpressionUUID->"a9a2ea5f-93f1-4fc6-a2e8-\
dcbe3451aeb5"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"A", "=", 
  RowBox[{"{", 
   RowBox[{
    RowBox[{"{", 
     RowBox[{"2", ",", 
      RowBox[{"-", "1"}]}], "}"}], ",", 
    RowBox[{"{", 
     RowBox[{
      RowBox[{"-", "4"}], ",", "10"}], "}"}]}], "}"}]}]], "Input",
 CellChangeTimes->{{3.790521366796093*^9, 3.790521384634845*^9}, {
   3.7905223034283047`*^9, 3.790522351946937*^9}, 3.790522523684174*^9, 
   3.790522578712769*^9, {3.790522670643586*^9, 3.790522672626412*^9}, {
   3.7905232412033663`*^9, 3.790523244758018*^9}},
 CellLabel->
  "In[519]:=",ExpressionUUID->"95f612d4-3243-499e-9c93-a88ced7bcd5d"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{
   RowBox[{"{", 
    RowBox[{"2", ",", 
     RowBox[{"-", "1"}]}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{
     RowBox[{"-", "4"}], ",", "10"}], "}"}]}], "}"}]], "Output",
 CellChangeTimes->{
  3.790521385913035*^9, {3.7905223074662113`*^9, 3.790522356126215*^9}, 
   3.7905225261803226`*^9, 3.7905225818458567`*^9, 3.790522675673354*^9, 
   3.790523248712432*^9, 3.7905695905089273`*^9},
 CellLabel->
  "Out[519]=",ExpressionUUID->"c3bf6d4e-2ca7-4c0a-877e-c1b4ac1e7ad5"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"PositiveDefiniteMatrixQ", "[", "A", "]"}]], "Input",
 CellChangeTimes->{{3.7905223369568*^9, 3.7905223454404573`*^9}},
 CellLabel->
  "In[520]:=",ExpressionUUID->"dc55008d-082b-4100-8853-df637943d0a2"],

Cell[BoxData["True"], "Output",
 CellChangeTimes->{{3.790522346701339*^9, 3.790522356219445*^9}, 
   3.790522526279524*^9, 3.790522581966728*^9, 3.790522675763122*^9, 
   3.790523248814765*^9, 3.790569590611041*^9},
 CellLabel->
  "Out[520]=",ExpressionUUID->"1897d9e2-e97d-4bad-aeca-74fcc96daaa7"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"b", "=", 
  RowBox[{"A", ".", 
   RowBox[{"{", 
    RowBox[{"1", ",", "1"}], "}"}]}]}]], "Input",
 CellChangeTimes->{{3.790521388366026*^9, 3.790521392991036*^9}},
 CellLabel->
  "In[521]:=",ExpressionUUID->"553e50cb-c533-44bb-b0ec-ce7b6d5427e3"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"1", ",", "6"}], "}"}]], "Output",
 CellChangeTimes->{
  3.790521394088821*^9, {3.790522307568726*^9, 3.790522356229643*^9}, 
   3.790522526289974*^9, 3.7905225819783773`*^9, 3.790522675773488*^9, 
   3.790523248824162*^9, 3.7905695906209106`*^9},
 CellLabel->
  "Out[521]=",ExpressionUUID->"70509c94-5235-4261-b133-006679792b3e"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Expand", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"(", 
     RowBox[{"1", "/", "2"}], ")"}], 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"x", ",", "y"}], "}"}], ".", "A", ".", 
     RowBox[{"{", 
      RowBox[{"x", ",", "y"}], "}"}]}]}], "-", 
   RowBox[{
    RowBox[{"{", 
     RowBox[{"x", ",", "y"}], "}"}], ".", "b"}]}], "]"}]], "Input",
 CellLabel->
  "In[522]:=",ExpressionUUID->"578b23c1-1ea0-470f-a864-73d039d7d23b"],

Cell[BoxData[
 RowBox[{
  RowBox[{"-", "x"}], "+", 
  SuperscriptBox["x", "2"], "-", 
  RowBox[{"6", " ", "y"}], "-", 
  FractionBox[
   RowBox[{"5", " ", "x", " ", "y"}], "2"], "+", 
  RowBox[{"5", " ", 
   SuperscriptBox["y", "2"]}]}]], "Output",
 CellChangeTimes->{3.790569590686061*^9},
 CellLabel->
  "Out[522]=",ExpressionUUID->"6b073309-ddf0-411c-93e9-c630458ec32e"]
}, Open  ]],

Cell[BoxData[
 RowBox[{"\[AliasDelimiter]", 
  RowBox[{"\[AliasDelimiter]", 
   RowBox[{"\[AliasDelimiter]", "\[AliasDelimiter]"}]}]}]], "Input",
 CellChangeTimes->{{3.790580986824971*^9, 
  3.790580989734087*^9}},ExpressionUUID->"7dc2b3a7-3900-430d-81b0-\
f89507fb46de"],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"Plot3D", "[", 
  RowBox[{
   RowBox[{
    RowBox[{
     RowBox[{"(", 
      RowBox[{"1", "/", "2"}], ")"}], 
     RowBox[{
      RowBox[{"{", 
       RowBox[{"x", ",", "y"}], "}"}], ".", "A", ".", 
      RowBox[{"{", 
       RowBox[{"x", ",", "y"}], "}"}]}]}], "-", 
    RowBox[{
     RowBox[{"{", 
      RowBox[{"x", ",", "y"}], "}"}], ".", "b"}]}], ",", 
   RowBox[{"{", 
    RowBox[{"x", ",", 
     RowBox[{"-", "1"}], ",", "3"}], "}"}], ",", 
   RowBox[{"{", 
    RowBox[{"y", ",", 
     RowBox[{"-", "1"}], ",", "3"}], "}"}]}], "]"}]], "Input",
 CellChangeTimes->{{3.7905214007657633`*^9, 3.790521473166787*^9}},
 CellLabel->
  "In[493]:=",ExpressionUUID->"bbadb087-1bf6-4aeb-8e9e-3779bbf7fa63"],

Cell[BoxData[
 Graphics3DBox[{GraphicsComplex3DBox[CompressedData["
1:eJyMnXVcVMv//1eapRUDREqUEEEFUQx2FQsDAwMLEVAxUMTCwKsYoIKBCgYG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    "], {{
      {RGBColor[0.880722, 0.611041, 0.142051], EdgeForm[None], Specularity[
        GrayLevel[1], 3], 
       StyleBox[GraphicsGroup3DBox[
         TagBox[{Polygon3DBox[CompressedData["
1:eJxNnAf8V9P/xz/3fs695yshIaQdKrITKbJKZmRU9ooikl1W00gIiazSJFkl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            "]], Polygon3DBox[CompressedData["
1:eJwtmwfcl9Mbxp91nuetaGioKCoJWSWzUtmyEmVFISGSEUpIyFbZkkqFZGRn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            "]], Polygon3DBox[CompressedData["
1:eJwt13ncjlUex/Hbcz/385AlskSypWRJjanIEiW7QkKWIjWZUUaRUNlKGmXL
Usiavexb0kKvbBWlpkVkkLKUyogWE+n9m6s/vp7z/ZzvOdd1n+tsKtz9QNve
WalUajNl6GxOKnVjOpV6FqzEH89OpUpjaX+3YD2xi/mDwtPkDmEzsG78X+gq
yqv+vDypVD5//8rXoBzlvFiuv3lyU6k22s7S9lptf9f3lzIvYF9j07GufJbc
rdhsrCZ2Tu5/0Sf2CDaQ7pF5VfZ+bAXfXK4sf0buBmwcNpZ6y6WoNTYz3jna
8+/KVsiT/KYGyjfQFzRObrfMGM1u49dTL2wl1gIrxx+hVdgZbDX2MP8pPYl9
gA3CmvGf0QhsJzYYa87voqewD7EhWAv+d+/QDJuMXYn96vcOwTZ7v37KfWkQ
/57sYLltcr3kbuL30Fjsc2w01pZ/he7G5mF1sSL8XnoW2xPjgrXjz4aUF2L/
VneMX+45BflF9DH2PbaWuivPxerIF+ZXyxXm19IudcexQzRP+Qdsvtzf+cP0
MnYKW4L15l+nh7HXsU5Ydf5rmhvPw+ZhPfg1dBc2B6uNnc+/Rv/EVmEtsfJ8
tu/ZJZ182/jGK/k38P7YG3xnuSv5r2gO9h02F7uXX0f3YPOxetgF/Df0NlaA
NmEj+KPxm/mzcmuw/vxvxqA2NhIrh33rO72DVeZfoVPqCvK7ZZ9Rrqb+Dt+0
OVbFO66J+nSyBgfKjMePq39a7iTeROZSWqz8k/5+pj18ARqGfcTfT6e1K41N
xw7zR+gjPi/1xF7l23tGac/Ih92Hrcc6xJrGusb888yi1ATfz18l95pcNmVi
vfN7Y49Q/6bcaaw59pz21ZW/iqz+9vnnAnw0/6XsFKyVTFFsDHYQm4q1wXro
b4zfuxFrqF0HvrjcRLmj8S3l2sttxRspL4k5JLeN7yT3lPImuhmvjr1LjeWW
8kvx9/gScpP09w02S10H/eVi3bBlWBOsILZRthy/ULsFtIEvKzdb7jS+XO5u
uZl0HfYkVgg7KjsDq4U9gRXEjmD1tf0Au5z+g42TOafP5vwUuRK0ni8jNwv7
lV8m113uYmwm9kv8DuyuP/e1Bulk74s9cLFMfhqE7Qgm11Aug92ZTsYqxiw/
tknbS6KN93qZ3uZz5Lqmk7GKMSvw5zq6A1uMvRz7E9+BHtTmLF7atyqh7e1Y
n/jYVAYrGfs+1i/Wi3Y9VFXT34tUD+uDFcO+k68p+63ydcq1qbV2xbBjWB2+
LrXBCtPIGDttx6lrqa8dNBT7mXpjjfhJdEXsu9q1lT2qrzu1XcYvp3vlqsq8
RY/EWs1O1listRZy57BLsHZYPZkf8PzKO7EPqZvMUqyAvl+I80r+hNxsqqv8
cawbzzjm71PYJ8qbYu/gW2n7ITYc+0T7Btitsfaxv2F9Y11T05grOcm7rpBZ
STv57XJDYp3z3bU/iRWTHY99we+l9/iWlCUzJtald78+vjk9JlcrnonVz0nG
K8btl5hv1Ey7gvSE8qf6GqmuicxF2FTsR+wl7I6Y89qXijHS3/XRZ24yrvHO
D8m+GHtbbrIPzUgne1XsWbP4N+UGxLmQTu4JcV8ohU+JsYyzRh9dsCLYKOwA
NhlrjV2IPR/nC7YA64yVxCZj/431inXKJHtg7IV74q6grgi/MNaM+o78eLyz
doVoOP+Z7NPqGmt7G9ZC/b54xzjjtetF9ZVvx+5U116mo+wEbAI/kbpgdeWa
Gpdi/MEYs0xy32iVTu4fcQ9Zxs/Br8ce4ouLfC8/HauJDcMKYIdjTci+g1WI
Mx17JuYZtp2/NM5vbDTW1HM7e24rbW6J+StzDb0lUyruHHJPxNrA1vGF496A
PRrfEtvGl6dd2NPxHtgWvmzMBexf2LXYZr5MOpnXMb9rYVv5cjGG2EjsEmwR
nyfOGux+rDy2gD8XZyH2j0xypryOFaOitJCvQAuVU7TOn/vkqmJr+UK0BRuA
VcNe4c+nrdgj2AYaGPcIv79O3FdiD5ebj/0edxO5nnE+xV0x5gS9gz0WczDu
CHxx2o4NwerEvTD2A9qNjcKm5yRrarVnrKKucT5hzyiPohPqJvGzZMvGuHnu
oZj/fFq2Uzq5S8WdapncgUxyN4o7Un7tK0ZbOqOfsXx2nGfa7c8k96C4D03F
lsh8nknubnGH2xH7GFY35q+25fndntVQ26tpo3LJ2BflH5e5ElvPX0DvYoOw
GrE2+RJxhmBDM8k9uwbf3zMGxPqX2ZdJ7ktxb3o+zpC4i+Mb5C6k99UNiwzV
5x+O8y1+Y3Zy14k7zxXK+WKualeRXpLLinuIXK8YE7qJH6rtRdiPsX9j7bBJ
WLWYIvxSaotNwKpgefhlMQbYRKwqlsWvoPbYc9gVcVTFeFJDbDBWCjvhGfW8
X2vvN0C5P3WMfSnmh1y/rP8v5dSX+FTsauxRLB/2FTYt1gg2JL4ldgh7AbsG
G4Sdh32NlcBaxNmpfFRdo9jT4psoP5iV/P9rv7rJsUawvpjXSh3Ars4kczvm
+HF1jbW9Ic4V5Sq0X2589B/nnmdUlzuA3ySzEu+g/Hzcj+L/efxLsXekk3ka
8/XnGAPZHdhlca5gY2Qux5bzeWkD1ge7LM5CPofewB7AKmMr+Hy0Mc60THJn
XZJO7o1xf5zH14nv5v3Ked7n2I1Y7UxyNjXGGsX5jVWKs1t9Lr2pvwdj38Te
5yvRXmwstoRu4cf4HZdhZ7VfiDXGhmMXY6ewRVgTbARWBvsp7ndYI+xxrDR2
Mjs5Vyekk7tz3KGn8Q1oJ1aZ9sk9q91iupkfLXMpdibWA9YSG4VVxH7D/gA7
V+/X
            "]], 
           Polygon3DBox[{{1713, 1179, 682, 683, 1180, 1714}, {1807, 903, 732, 
            731, 1240, 1782}}]},
          Annotation[#, "Charting`Private`Tag$47246#1"]& ]],
        Lighting->{{"Ambient", 
           RGBColor[0.30100577, 0.22414668499999998`, 0.090484535]}, {
          "Directional", 
           RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
           ImageScaled[{0, 2, 2}]}, {"Directional", 
           RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
           ImageScaled[{2, 2, 2}]}, {"Directional", 
           RGBColor[0.2642166, 0.18331229999999998`, 0.04261530000000001], 
           ImageScaled[{2, 0, 2}]}}]}, {}, {}, {}, {}}, {
      {GrayLevel[0], Line3DBox[CompressedData["
1:eJwl0jssXXEcB/C/t3rHZFCvelw3XNzBRIihkZA06aibRRgQEbRERLw2g4TB
zGRsF5OkTeyoN63EZBYkEnxODL/z+f7Oyfn/frnnVvaPfB1OCSGsqgshyjsu
97xKD6GIdyznExN8VpkZIbSzJDWEF/lVvvVeL6vd+yB/k1s8S6ohuYvf+Zkr
/MIN9nGbg/zFKf5hbaZ5zklz3qH+XO5WpWkhHOk/8i/LeMxynrCCp6zkGav4
SZ1Hu/GCNbyMZvCKdbxmjP9Yz/+M84ZrdjrgIn9zgj85wK3oXLs22G1dTtq3
Sh/Xb6pl96b1e3JMTek7vdehBuUE+6K92cNitjGDjXzwu5fxUf/Ea2cUcp9J
tWRegX6B+ZxnHueYy1nmcCb6LvzBbE5yQmXJ47RiGKMxYZTGhgKXlugbyPly
s+xR2JVbhaaU9//NGxFzPfA=
        "]]}, 
      {GrayLevel[0.2], 
       Line3DBox[{1245, 1523, 811, 1677, 1524, 1772, 1777, 2087, 1428, 1768, 
        1525, 1784, 2092, 1429, 1246, 1888, 1430, 1247, 1889, 1431, 1248, 
        1890, 1432, 1249, 1891, 1786, 1961, 1250, 1892, 1433, 1251, 1893, 
        1434, 1252, 1894, 1435, 1253, 1895, 1436, 1254, 1896, 1437, 1255, 
        1897, 1438, 1256, 2041, 1526, 1439, 1527}], 
       Line3DBox[{1258, 1787, 1962, 1257, 1771, 826, 1781, 1780, 1898, 1440, 
        1259, 1899, 1441, 1260, 1900, 1442, 1261, 1901, 1443, 1262, 1902, 
        1788, 1963, 1263, 1789, 1964, 1264, 1903, 1444, 1265, 1904, 1445, 
        1266, 1905, 1446, 1267, 1906, 1447, 1268, 1907, 1448, 1269, 1908, 
        1449, 1270}], 
       Line3DBox[{1272, 1790, 1965, 1271, 1720, 1721, 1791, 2077, 1273, 1769, 
        1770, 842, 1274, 1909, 1450, 1275, 1910, 1451, 1276, 1911, 1452, 1277,
         1912, 1792, 1966, 1278, 1793, 1967, 1279, 1794, 1968, 1280, 1913, 
        1453, 1281, 1914, 1454, 1282, 1915, 1455, 1283, 1916, 1456, 1284, 
        1917, 1457, 1285}], 
       Line3DBox[{1286, 1666, 1528, 1575, 1645, 2042, 1877, 1644, 1531, 1532, 
        1704, 2043, 1882, 1703, 1702, 1710, 1795, 2073, 1287, 1722, 1723, 858,
         1288, 2078, 1726, 1727, 1458, 1289, 2079, 1730, 1731, 1459, 1290, 
        1918, 1796, 1969, 1291, 1797, 1970, 1292, 1798, 1971, 1293, 1799, 
        1972, 1294, 1919, 1460, 1295, 1920, 1461, 1296, 1921, 1462, 1297, 
        1922, 1463, 1298}], 
       Line3DBox[{1312, 1466, 1925, 1311, 1465, 1924, 1310, 1464, 1923, 1309, 
        1975, 1801, 1308, 1974, 1800, 1307, 2081, 1738, 1737, 1306, 2080, 
        1735, 1734, 1305, 2074, 1714, 1713, 2075, 1304, 1540, 1732, 1539, 
        2044, 1733, 1303, 1537, 1728, 1001, 1729, 1302, 1860, 1973, 1724, 
        1535, 1725, 1301, 2051, 1517, 1711, 1516, 1712, 1300, 2062, 1515, 
        1533, 1514, 1646, 1299, 1147, 1530, 1576, 1529, 1648, 1647, 1534}], 
       Line3DBox[{1326, 1468, 1927, 1325, 1467, 1926, 1324, 1980, 1802, 1323, 
        1740, 1979, 1885, 1322, 1884, 1978, 1716, 1321, 1863, 1977, 1739, 556,
         1320, 2053, 1549, 1736, 553, 1319, 2052, 1519, 1715, 529, 2076, 1318,
         1518, 1541, 369, 1317, 395, 1538, 2063, 427, 1316, 489, 1976, 1536, 
        426, 1315, 487, 1187, 537, 461, 1314, 2064, 485, 1578, 567, 1313, 
        2069, 482, 1577, 436, 548}], Line3DBox[CompressedData["
1:eJwVzrkuhGEUBuAzEcZSYSITnWiUjK3B0KhsUaAikUhQEIm9t82IRGnnQux7
R9RcgksQz188Oe93vvdfGqYXRxdSETFDrjQiXRaxm464lpupcN5zvpG/5Ep+
mbJrKo+4tT9wrqKFsLuzO5T7dQrk5Hu7JXOLWp1ts5VBjnhw32VO6Gfcf8s7
tDHEMZslEd3J//GT/BftDHNC1nOP3tMjF9inSEfS8d6U+1n5SSdvLrPKChlG
dP6Yk591es011qn27Ji7uqTHPC86feZG8m/U6IzrZOUzznnVOTUn7Rvdf8of
1HPJFW86F+aATpFO+T35Pv/ayC/c
        "]], Line3DBox[CompressedData["
1:eJwVzrkuRAEUBuAjuG5CqIYIDa099rFLNHSTWMZoTIKOhEegJwyeBI29Zxq7
d/AKfIov5/znnLu0FXdy2xURUWCqOqI1iWjhtyZiUm7WP+oXmJCb5Af9PONy
Rn6iPY0oq8+Mmc/a33MhX3FJ1nzG7I4GeY0Co+Y5s1rv2JJXqSfPHiuMuEns
l/SbLFPHIrtMV0UMu1nXb1CklwO+2WfI/lQ954werj33pX4yaH+sljjh1j91
q+988MaAm0P1iEb/k3fTpX/lhX77ObMbOuX0/ztmP5URHfqEPvkPfN0peA==

        "]], Line3DBox[CompressedData["
1:eJwVz7lKA1EUBuCjYiImgkthqXmLaOe4lzOxdSHaCfoALmDvli51ok9i576k
FPIEQtAqhZBvio//P/fcyzCV+nF2NBQRGcloRKkY8cCSfikf5TI/hYgr85P+
p09ybX42r7Ch3/Cif9tt6rf09F9enTfl7FjElOxTtv8n0ae5GPEtOUOV1G7Y
/bf8G+aeXJDjzlL5bl6V23TZoeHNosxo8eHOmtxlnwlva+7M6TXafLqzLrec
l+0P9D3m8zPu+Mr/URbtT+U5Z1Q45J6OOydyAEUEKQw=
        "]], 
       Line3DBox[{1350, 1805, 1988, 1349, 1806, 1989, 1351, 1938, 1493, 1352, 
        1939, 1494, 1353, 1940, 1495, 1354, 2089, 1775, 1496, 1783, 2091, 
        1782, 1807, 2090, 1355, 1808, 1990, 1356, 1565, 905, 1357, 1566, 1941,
         1497, 1609, 1869, 1942, 1705, 1760, 1761, 1610, 1859, 1943, 1707, 
        1762, 1763, 1611, 2056, 1521, 1709, 1764, 1765, 1612, 2057, 1522, 
        1595, 1663, 1665, 1664, 1570}], 
       Line3DBox[{1359, 1809, 1991, 1358, 1810, 1992, 1360, 1811, 1993, 1361, 
        1944, 1498, 1362, 1945, 1499, 1363, 1946, 1500, 1364, 1947, 1812, 
        1994, 1365, 1813, 1995, 1366, 1814, 1996, 1367, 917, 1368, 1883, 1948,
         1501, 1766, 2085, 1706, 1502, 1767, 2086, 1708, 1503, 1746, 2084, 
        1571, 1504, 1572}], 
       Line3DBox[{1370, 1815, 1997, 1369, 1816, 1998, 1371, 1817, 1999, 1372, 
        1818, 2000, 1373, 1949, 1505, 1374, 1950, 1506, 1375, 1951, 1819, 
        2001, 1376, 1820, 2002, 1377, 1821, 2003, 1378, 1822, 2004, 1379, 929,
         1380, 1952, 1507, 1381, 1953, 1508, 1382, 1954, 1509, 1383}], 
       Line3DBox[{1385, 1823, 2005, 1384, 1824, 2006, 1386, 1825, 2007, 1387, 
        1826, 2008, 1388, 1827, 2009, 1389, 1955, 1510, 1390, 1956, 1828, 
        2010, 1391, 1829, 2011, 1392, 1830, 2012, 1393, 1831, 2013, 1394, 
        1832, 2014, 1395, 945, 1396, 1957, 1511, 1397, 1958, 1512, 1398}], 
       Line3DBox[{1400, 1833, 2015, 1399, 1834, 2016, 1401, 1835, 2017, 1402, 
        1836, 2018, 1403, 1837, 2019, 1404, 1838, 2020, 1405, 1959, 1839, 
        2021, 1406, 1840, 2022, 1407, 1841, 2023, 1408, 1842, 2024, 1409, 
        1843, 2025, 1410, 1844, 2026, 1411, 961, 1412, 1960, 1513, 1413}], 
       Line3DBox[{1427, 977, 1426, 2040, 1856, 1425, 2039, 1855, 1424, 2038, 
        1854, 1423, 2037, 1853, 1422, 2036, 1852, 1421, 2035, 1851, 1420, 
        2034, 2033, 1850, 1419, 2032, 1849, 1418, 2031, 1848, 1417, 2030, 
        1847, 1416, 2029, 1846, 1415, 2028, 1845, 1414, 1870, 2027, 1573, 
        1574}]}, 
      {GrayLevel[0.2], 
       Line3DBox[{624, 814, 1888, 625, 828, 1899, 651, 843, 1909, 666, 1188, 
        858, 681, 1973, 1000, 1046, 1074, 1075, 1156, 1155, 1976, 980, 1126, 
        1128, 1129, 1163, 1162, 1982, 1009, 1160, 889, 2048, 713, 1014, 895, 
        1934, 719, 901, 1939, 728, 910, 1944, 739, 2000, 921, 754, 2008, 936, 
        769, 2018, 951, 784, 2030, 966, 799}], 
       Line3DBox[{626, 815, 1889, 627, 829, 1900, 652, 844, 1910, 667, 1189, 
        2078, 1190, 1191, 1192, 1001, 1047, 1002, 1132, 1003, 1130, 2063, 981,
         1127, 982, 1141, 1039, 1212, 1010, 1161, 1011, 1930, 1040, 1015, 
        1016, 1935, 720, 902, 1940, 729, 911, 1945, 740, 922, 1949, 755, 2009,
         937, 770, 2019, 952, 785, 2031, 967, 800}], 
       Line3DBox[{628, 816, 1890, 629, 830, 1901, 653, 845, 1911, 668, 1193, 
        2079, 1194, 1195, 547, 2044, 1122, 1004, 1005, 369, 1048, 465, 576, 
        1755, 466, 550, 467, 2067, 1041, 578, 1213, 1017, 1936, 1229, 1227, 
        2089, 1228, 730, 912, 1946, 741, 923, 1950, 756, 938, 1955, 771, 2020,
         953, 786, 2032, 968, 801}], 
       Line3DBox[{630, 817, 1891, 632, 831, 1902, 654, 846, 1912, 669, 859, 
        1918, 682, 1179, 2075, 1181, 1182, 1183, 2076, 1184, 1049, 1134, 1133,
         1135, 1088, 1089, 1052, 1143, 1142, 2068, 1216, 1214, 1215, 1164, 
        2071, 1018, 1242, 1243, 1244, 1241, 2091, 1240, 731, 913, 1947, 742, 
        924, 1951, 757, 939, 1956, 772, 954, 1959, 787, 2033, 969, 802}], 
       Line3DBox[{634, 819, 1892, 635, 1964, 833, 656, 1967, 848, 671, 1970, 
        861, 684, 1196, 2080, 871, 694, 1012, 2053, 1051, 1077, 881, 704, 
        2059, 1092, 1093, 1054, 1079, 891, 2072, 715, 1112, 1113, 1060, 897, 
        722, 1990, 904, 733, 1995, 915, 744, 2002, 926, 759, 2011, 941, 774, 
        2022, 956, 789, 2035, 971, 804}], 
       Line3DBox[{636, 820, 1893, 637, 834, 1903, 657, 1968, 849, 672, 1971, 
        862, 685, 1197, 2081, 872, 695, 1977, 1013, 882, 705, 1983, 984, 1055,
         1080, 1081, 2049, 1114, 1108, 1019, 1061, 1084, 1085, 2050, 723, 
        1030, 905, 734, 1996, 916, 745, 2003, 927, 760, 2012, 942, 775, 2023, 
        957, 790, 2036, 972, 805}], 
       Line3DBox[{638, 821, 1894, 639, 835, 1904, 658, 850, 1913, 673, 1972, 
        863, 686, 1974, 873, 696, 1978, 1185, 883, 706, 1984, 985, 1056, 1082,
         1083, 2046, 1115, 1094, 986, 1062, 1086, 2058, 1087, 724, 1031, 1067,
         906, 1941, 735, 917, 746, 2004, 928, 761, 2013, 943, 776, 2024, 958, 
        791, 2037, 973, 806}], 
       Line3DBox[{640, 822, 1895, 641, 836, 1905, 659, 851, 1914, 674, 864, 
        1919, 687, 1975, 874, 697, 1979, 1198, 1199, 1200, 1201, 2082, 1020, 
        1057, 1021, 1136, 2065, 1022, 1095, 987, 1063, 988, 1937, 1096, 1043, 
        1144, 1032, 1068, 1033, 1942, 1172, 1170, 1171, 1948, 747, 929, 762, 
        2014, 944, 777, 2025, 959, 792, 2038, 974, 807}], 
       Line3DBox[{642, 823, 1896, 643, 837, 1906, 660, 852, 1915, 675, 865, 
        1920, 688, 875, 1923, 698, 1980, 884, 707, 1985, 1023, 1058, 1024, 
        1137, 2066, 1025, 1097, 989, 1064, 990, 1098, 2061, 1034, 1103, 991, 
        1069, 992, 1943, 1175, 1173, 1220, 2085, 1174, 748, 930, 1952, 763, 
        945, 778, 2026, 960, 793, 2039, 975, 808}], 
       Line3DBox[{644, 824, 1897, 645, 838, 1907, 661, 853, 1916, 676, 866, 
        1921, 689, 876, 1924, 699, 885, 1926, 708, 1986, 1026, 1165, 1203, 
        1202, 2083, 1204, 1099, 1100, 1065, 1102, 1101, 2060, 1109, 1104, 
        1105, 1070, 2056, 993, 1178, 1176, 1221, 2086, 1177, 749, 931, 1953, 
        764, 946, 1957, 779, 961, 794, 2040, 976, 809}], 
       Line3DBox[{646, 996, 2041, 997, 647, 839, 1908, 662, 854, 1917, 677, 
        867, 1922, 690, 877, 1925, 700, 886, 1927, 709, 1027, 2047, 1166, 
        1028, 1931, 1042, 1029, 1066, 1139, 2055, 1138, 1140, 1106, 1107, 
        1071, 2057, 994, 1044, 1206, 1207, 1205, 2084, 1035, 750, 932, 1954, 
        765, 947, 1958, 780, 962, 1960, 795, 977, 810}], 
       Line3DBox[{796, 963, 1036, 2027, 781, 948, 2015, 766, 933, 2005, 751, 
        918, 1997, 736, 907, 1991, 725, 898, 1988, 716, 892, 1987, 710, 1928, 
        887, 1006, 701, 878, 1148, 1150, 2069, 1149, 691, 868, 1119, 1118, 
        1147, 1146, 678, 855, 1117, 2042, 1116, 998, 663, 840, 1965, 648, 825,
         1962, 621, 811, 1145, 1209, 1208, 1210}], 
       Line3DBox[{797, 964, 2028, 782, 949, 2016, 767, 934, 2006, 752, 919, 
        1998, 737, 908, 1992, 726, 899, 1989, 717, 1932, 893, 711, 1929, 888, 
        1211, 1007, 1981, 702, 879, 1131, 1152, 2064, 1151, 692, 869, 1121, 
        1120, 2062, 978, 679, 856, 1169, 2043, 1168, 1218, 1217, 664, 841, 
        2077, 1186, 649, 826, 1236, 1238, 1237, 622, 2087, 812, 1230, 1222, 
        1224, 1223, 1037}], 
       Line3DBox[{798, 965, 2029, 783, 950, 2017, 768, 935, 2007, 753, 920, 
        1999, 738, 909, 1993, 727, 1938, 900, 718, 1933, 894, 1233, 1226, 
        1234, 712, 2088, 1232, 1231, 1157, 1008, 1219, 1158, 2070, 1159, 1125,
         1124, 1123, 999, 1187, 1153, 1154, 1073, 1072, 1045, 2051, 979, 680, 
        857, 2073, 1167, 665, 842, 1225, 650, 1898, 827, 1235, 623, 2092, 813,
         995, 1038}], 
       Line3DBox[{803, 970, 2034, 788, 955, 2021, 773, 940, 2010, 758, 925, 
        2001, 743, 914, 1994, 732, 903, 2090, 1239, 721, 896, 2045, 1059, 
        1111, 1110, 714, 890, 1078, 1053, 1091, 2054, 1090, 703, 880, 1076, 
        1050, 2052, 983, 693, 870, 2074, 1180, 683, 860, 1969, 670, 847, 1966,
         655, 832, 1963, 633, 818, 1961, 631}]}, {}, {}}},
    VertexNormals->CompressedData["
1:eJx0e2dQFGGzNQICCoKCCgayZBDFAILSgCQxE0TJSFLMZBHJGQFBFEQQFMk5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     "]], {}},
  Axes->True,
  AxesLabel->{None, None, None},
  AxesOrigin->{Automatic, Automatic, Automatic},
  BoxRatios->{1, 1, 0.4},
  DisplayFunction->Identity,
  FaceGrids->None,
  FaceGridsStyle->Automatic,
  ImageSize->{345.65202095849196`, 155.93731704627862`},
  ImageSizeRaw->Automatic,
  Method->{"DefaultBoundaryStyle" -> Directive[
      GrayLevel[0.3]], 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "RotationControl" -> 
    "Globe"},
  PlotRange->{Full, Full, All},
  PlotRangePadding->{
    Scaled[0.02], 
    Scaled[0.02], 
    Scaled[0.02]},
  Ticks->{Automatic, Automatic, Automatic},
  ViewPoint->{0.9791772590311195, -3.1922396488312637`, 0.548468704509163},
  ViewVertical->{-0.04753231024463356, 0.1549612431906399, 
   0.9867764146916055}]], "Output",
 CellChangeTimes->{
  3.790521475136997*^9, {3.790522307676556*^9, 3.790522327826445*^9}, 
   3.790522359037648*^9, 3.790522526404408*^9, 3.790522582108892*^9, 
   3.790522675883065*^9, 3.790523248932354*^9},
 CellLabel->
  "Out[493]=",ExpressionUUID->"1f05a467-7afa-40aa-b264-cea9dbe0798d"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[
 RowBox[{"base", "=", 
  RowBox[{"ContourPlot", "[", 
   RowBox[{
    RowBox[{
     RowBox[{
      RowBox[{"(", 
       RowBox[{"1", "/", "2"}], ")"}], 
      RowBox[{
       RowBox[{"{", 
        RowBox[{"x", ",", "y"}], "}"}], ".", "A", ".", 
       RowBox[{"{", 
        RowBox[{"x", ",", "y"}], "}"}]}]}], "-", 
     RowBox[{
      RowBox[{"{", 
       RowBox[{"x", ",", "y"}], "}"}], ".", "b"}]}], ",", 
    RowBox[{"{", 
     RowBox[{"x", ",", 
      RowBox[{"-", "1"}], ",", "3"}], "}"}], ",", 
    RowBox[{"{", 
     RowBox[{"y", ",", 
      RowBox[{"-", "1"}], ",", "3"}], "}"}], ",", 
    RowBox[{"ContourShading", "\[Rule]", "None"}]}], "]"}]}]], "Input",
 CellChangeTimes->{{3.7905214007657633`*^9, 3.7905215205509377`*^9}, {
  3.7905216923416224`*^9, 3.790521693447467*^9}},
 CellLabel->
  "In[494]:=",ExpressionUUID->"c0374a4c-ce5e-487e-ac27-8ef2dd9b4c4c"],

Cell[BoxData[
 GraphicsBox[{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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    "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552, 
          2554, 2553, 1956, 2307, 2323}]},
        "35"],
       Annotation[#, 35, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
          2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
        
        "30"],
       Annotation[#, 30, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297, 
          2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
          2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
          2534, 2231, 2309, 2140}]},
        "25"],
       Annotation[#, 25, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], 
         LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607, 
          2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
          2784, 2211, 2841, 2219}], 
         LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502, 
          2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
          2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
          2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
          2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
          2300, 2301, 2141, 2340, 2651}]},
        "20"],
       Annotation[#, 20, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
          "]], 
         LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331, 
          1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
          2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
          2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
          2330, 2604}]},
        "15"],
       Annotation[#, 15, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
          "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
          "]]},
        "10"],
       Annotation[#, 10, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
          "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
          "]]},
        "5"],
       Annotation[#, 5, "Tooltip"]& ], 
      TagBox[
       TooltipBox[
        {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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          "]]},
        "0"],
       Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Output",
 CellChangeTimes->{{3.790521505840844*^9, 3.790521521532318*^9}, 
   3.790521694543251*^9, {3.7905223079088297`*^9, 3.790522328000401*^9}, 
   3.7905223632073097`*^9, 3.790522526621512*^9, 3.7905226760973463`*^9, 
   3.790523249081586*^9},
 CellLabel->
  "Out[494]=",ExpressionUUID->"22829961-58b6-4806-ba49-d0b784a684ac"]
}, Open  ]],

Cell[CellGroupData[{

Cell["Case 1", "Subsection",
 CellChangeTimes->{{3.7905222412389517`*^9, 
  3.790522245107605*^9}},ExpressionUUID->"6a1536e1-82c4-435b-97a5-\
b00e2e85fdea"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{"x", "=", 
  RowBox[{"{", 
   RowBox[{"2", ",", 
    RowBox[{"-", "1"}]}], "}"}]}], "\[IndentingNewLine]", 
 RowBox[{"g", "=", 
  RowBox[{
   RowBox[{"A", ".", "x"}], "-", "b"}]}]}], "Input",
 CellChangeTimes->{{3.790521555183687*^9, 3.790521586160231*^9}},
 CellLabel->
  "In[495]:=",ExpressionUUID->"252daec4-4806-4f9d-b62c-2b06898dfc9d"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"2", ",", 
   RowBox[{"-", "1"}]}], "}"}]], "Output",
 CellChangeTimes->{3.790521587905542*^9, 3.790522377737308*^9, 
  3.790522526636867*^9, 3.790522593560158*^9, 3.790522676112666*^9, 
  3.7905232490944653`*^9},
 CellLabel->
  "Out[495]=",ExpressionUUID->"7685a573-586a-475f-ae46-01e6eca4986a"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{"4", ",", 
   RowBox[{"-", "24"}]}], "}"}]], "Output",
 CellChangeTimes->{3.790521587905542*^9, 3.790522377737308*^9, 
  3.790522526636867*^9, 3.790522593560158*^9, 3.790522676112666*^9, 
  3.7905232490973387`*^9},
 CellLabel->
  "Out[496]=",ExpressionUUID->"8bf0cc9c-fe30-48be-8875-930dff2c3368"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"path", "=", 
   RowBox[{"{", "x", "}"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{"While", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"Norm", "[", "g", "]"}], ">", "0.01"}], ",", 
   "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"mu", "=", 
     RowBox[{
      RowBox[{"(", 
       RowBox[{"g", ".", "g"}], ")"}], "/", 
      RowBox[{"(", 
       RowBox[{"g", ".", "A", ".", "g"}], ")"}]}]}], ";", 
    "\[IndentingNewLine]", 
    RowBox[{"x", "=", 
     RowBox[{"x", "-", 
      RowBox[{"mu", " ", "g"}]}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"g", "=", 
     RowBox[{
      RowBox[{"A", ".", "x"}], "-", "b"}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"AppendTo", "[", 
     RowBox[{"path", ",", "x"}], "]"}], ";", "\[IndentingNewLine]", 
    RowBox[{"Echo", "[", 
     RowBox[{"Show", "[", 
      RowBox[{"base", ",", 
       RowBox[{"Graphics", "[", 
        RowBox[{"{", 
         RowBox[{"Red", ",", 
          RowBox[{"Line", "[", "path", "]"}]}], "}"}], "]"}]}], "]"}], 
     "]"}]}]}], "\[IndentingNewLine]", "]"}]}], "Input",
 CellChangeTimes->{{3.790521600452664*^9, 3.790521728228993*^9}},
 CellLabel->
  "In[497]:=",ExpressionUUID->"54371df6-273d-4000-a257-e1cf884369ac"],

Cell[CellGroupData[{

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[159, 98], Rational[62, 49]}}, {{
       2, -1}, {1.6224489795918366`, 1.2653061224489797`}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249168364*^9},ExpressionUUID->"b92ca3a9-46f0-4c1e-a8b0-\
b1749c40b78d"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[159, 98], Rational[62, 49]}, {
       Rational[1179, 1274], Rational[732, 637]}}, {{2, -1}, {
       1.6224489795918366`, 1.2653061224489797`}, {0.9254317111459969, 
       1.1491365777080063`}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232492090178`*^9},ExpressionUUID->"2ba40adc-79ab-405e-8d1d-\
1b6f1b403778"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[159, 98], Rational[62, 49]}, {
       Rational[1179, 1274], Rational[732, 637]}, {
       Rational[119057, 124852], Rational[4707, 4802]}}, {{2, -1}, {
       1.6224489795918366`, 1.2653061224489797`}, {0.9254317111459969, 
       1.1491365777080063`}, {0.9535850446929164, 0.980216576426489}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232492978573`*^9},ExpressionUUID->"156eb2f9-e45d-40b0-ba10-\
c2dcc2000422"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY
le1AOdAMl/aMbDMUyZa7I17fw3ven/X7/T2/50ndkL9+R0wURX9QGhtFJ8ZE
0RAf5eM4hhJ5b1wUFfP0sVG0T9yDbtQiR20vD+pXxkfRJ67iIq63/5EP8REc
RqG8y3wBT7NbI+5EB+L0T6pnqceK053zQV7KS/Wf8zOk4b16CWeot5nN5Kf8
Tv0gv+Vc59SJk3gO5qJMXo4W/ST7zeH88JxI1E/ADWdN5ikoUi/GXXOJ5u9w
oXwXLprLl08194TfIEXtNs9WSxY/Fh8wO8D7+TUXqN/iic7LF/9Q/4kRfMc3
/Ap3mMnmVZjvvHlYbr7d3rB3lia/Jt+OBeLrfA8p+o2cwBd4Am/hZL7PD7AT
o+EOzsMs+1fc1yq+yl/1toqHeRv3ow9ZWIHxyMZKFIZ7w/fBzZgR7pDP5FZu
wyNUyMsxgIfyMm5Bk/gqL/QbmvgybqJMPd79FbxIbzHSscdzVOOLerv+mvBt
8OrwjPqXuEpejUnmSsP75Lrwv2O3vXF6lZxhPhNLUGumBiPqe7kqPIN6jp1v
4o12/uIfYtQjDOoNoR6p8mpzn8U1fMrc6fBNh/cpP8O1vI470YFR+TJ3vcBL
5NptUP+tvom70I1e9OAszmEz+tBgrp/PoxF5eBXm1Nc66z9cm4bC
           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[159, 98], Rational[62, 49]}, {
       Rational[1179, 1274], Rational[732, 637]}, {
       Rational[119057, 124852], Rational[4707, 4802]}, {
       Rational[1632101, 1623076], Rational[802513, 811538]}}, {{2, -1}, {
       1.6224489795918366`, 1.2653061224489797`}, {0.9254317111459969, 
       1.1491365777080063`}, {0.9535850446929164, 0.980216576426489}, {
       1.005560429702614, 0.9888791405947719}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232493361397`*^9},ExpressionUUID->"cd03c1ff-2326-4024-8cf6-\
2d1414ab0755"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk
u5tLd31XL7Pn2b1/ns+H5z3v7+6eczZmZ2ZnZue0XbLBfLlEJBKN1BWJ/l41
/7IIXF3Whb1eF5ZIcfjrfz9QfL7D2LMdxn6g2FaDEeBQTX2KNTCR4sp//zIp
/nf72TyKTf/CDsUUr/17++tyrlyM2fdJMVtfTrHmqsNhoZ/8FfoLGPoLGPoL
GPoLGPoLGPoLGPoLGPoLGPrLlosx+z4pZuvLMTtvOri6eeT7yV+hv4Chv4Ch
v4Chv4Chv4Chv4Chv4Chv2y5GLPvk2K2vhyzdKmDq6NTfh75fvJX6C9g6C9g
6C9g6C9g6C9g6C9g6C9bLsbs+6SYrS/H7LrTwdWtQ55O+Xnk+8lfob+Aob+A
ob+Aob+Aob+Aob9suRiz75Nitr4cs3xFB1fHZ/h1yNMpP498P/kr9Bcw9Bcw
9Bcw9Bcw9JctF2P2PVLM1pdjlm/q4Or4KM9n+HXI0yk/j3w/+Sv0FzD0FzD0
FzD0ly0XY/Z9UszWl1MM/WVxlhbf5PkKv+54uuTnje8XYP4K/QUM/QUM/WXL
xZh9nxSz9eUUQ3+rk4O8nOD5KM9n+HXI0yk/j3w/+Sv0FzD0ly0XY/Z9UszW
l1MM/a1OzvNykJcTPB/l+Qy/Dnk65eeR7yd/hf6yv4sx+z4pZuvLKYb+VqfH
8HKel4O8nOD5KM9n+HXI0yk/j3w/+Sv0l32fFLP15BRDf6vT03g9hpfzvBzk
5QTPR3k+w69Dnk75eeT7yV/Z+YX6corZ+dXWQ3k9jddjeDnPy0FeTvB8lOcz
/Drk6ZSfR76f/JWVR1La3+r0bF4P5fU0Xo/h5TwvB3k5wfNRns/w65CnU34e
+X7yV5aetfcRvJ7N66G8nsbrMbyc5+UgLyd4PsrzGX4d8nTKzyPfT/767/ax
seTMv6sfOqe5UqypZ+teVQ/B74D5q+b9aVqY/T2HYs14FHD1SrUw3FehGTCK
Ne2RYMDt/42fDPPl8B4oB6y5KijWzG8agSvQA2AYL8AwXoDheez9Ovh/P9fW
HTA73lmEG3ctzOr7tF30fm6eaDm0l61v687PN9At/M5fobw6umD18zQC8wnt
4+iGlkP72PrQnjTu/dXTGawzoAP2fTmcHlxAy1m6SOToP4frp/ZzeTrnr+z7
cih9Ax8A+obnAIZyoGd2PCSUjwB9QzlgVh9WYHacFJhvH7suSymG9gCG9wPf
gvfxfIx9vkKrnF+P8F6Wr5Uifp0BPf3vdUfpjGKgL/4+fp3z64ujd4pZeg3j
2pdI6wOG+jx9AQb64u7XokeWHvwofUB9Vm9I48pzEEsPBRxWYL6c1TtKKQZ6
AAz3s/p9mpa8hHbDOFfHV/hx4PsJ7+Xr8/0GzPYjjdtXpHF6dxqnl2qPI/v+
HPo8wPA8tlxM1wPIa7a+HPP3wzywenEBvR8wq1cVoIh//+NdRW+B6NS/5zoi
wHDV9CNe66p5XgbF/+C63Grr8VeoD1gzfoUUa/hFGfceEebrw3OgPtsOEQas
6Y+EYs14ySnWPC+KXjXlKfQK7wX87/Edsilmn5uC/r3udT7FGjouofdBewG/
+ndDBcXQfr6cHTcxLQcM5Zr1J6XlgPn7oZ1QDljTXgXFMJ98/+D5MB98e1h+
IOxT1mvGk8BV0y4l5n/n6RHmB9oD6xrmBzA770I5tA/K+faz8rKMYpgPlv9J
6PgCPfHzB+ME9Vm6kFMM/Yd2AYZy4JOA+XFj9yO27uM080RgXUM58FMoh3GF
/Qur70XTcl7v4+cF+DfwW+AvME/Az6Ec2sXxCxKiuQ9d1JQTmG/4HTDIZZ5e
oB5gaC/0D94Pz4f2A4Z+wnOgHDCUw/OhPex+PY2uE37dAD2ydBJPMZQDvwC6
BQz0B/wAygFDOaw/lu+KtfaVPL2x60PJ7ZcUtD5gWM9Qn+XLSipvAPPzBnQA
GOgEMGvHjKfz5aq5amGYD8AwvjC/gGE+AfN8hZcDgHk5wPMVHsMV1i2UA+bn
k1/fME8szuL8d2nQL1LdfbDeod+AeX8RrA8oh34D/t/+iEDKL9j1GU3rAz+A
csBQDnQA5YBZP4XAh1j7WRp9HswLq98kcv6eNPp8qM/qP4n0fey6DeTKEzl9
L15rXbPrMYNiWEeAWftbGpUXrFyTaNnBWH4jxyx9CnYzkEewXuF5gKE+v54B
w3zD7+x+CewVYRTD/MO4svvXUopBL2b3r6UUQzm7fy2lGMqhPTDPsP5Zvq1t
J2DtysI6Z+1LsRTz/Bnuq6pHODsKYf008QT4EIwntA/u4/kXvJ8dV+EK/YXn
wvN4uw2/r4J6cOXfA5j1owlyGNoPv0P9/z2Ogt2Dt5PA+LN6WBRnR/CjGOqz
/DOKs//FcvaIRMpfoX2gj8J6AQzrBfinBhdy662Uyj+gA+CPPL+FcYL55+QM
5X8w3//bf51Gy6H9MN88hv7CPEE5q88k0nEDzO6vc2g5zEt1+x4YL3b+BHnG
8o9owsphER1flr8VcvxLwDDesF649ce1T0znC94H97P8tpS+H8rZeBiwU0TT
+YX1DRjaw19h/cP8Qf/hfv4KcpjlIzkcf8jk7BoFWnYPaC/QIcjD6vbtrP6e
Q+UnjCfP1zh9mo4PS9eCHZ+VmwX0/bCO4fnQf05/o89j5ZWwD4X7YD7gPlh/
rD9G4JuAWb3G1p3VVzLp77xdnrez83ZttjyHKxfslsCv2OdLqN0S5B3vL2DH
X/ADVGfnB8zZyQkn7wjHT2l7AGuGS8HhAs7uWUoxPI+1cyqoHgHjDfoCf+Xt
/jCegOH9gGG82HIFxdAe1n8B6x/kDe0f4vvJyyV+Xlm6qt5vVR0d8OPGyzVe
j+Kv0B/AMB6sXFTg6uiO9fcJ48LRgZafjferVafX8XQN7wMM72P9drFafjze
b8feL8GA+Sv0n3u+Fl3ydAO4OjphseDXYPmgQmse2HFTaLWTvwJ/5Pkd8FXg
x8AnoT7wfxh/uJ/dTwv6AfA/DX9VEbh2/PeedML/rnmesM9nf8/gcALFGjkU
RzH0B8YV5CbwA5gPFifT+zXzl0oxyEHArL4l+BdhfMT/nudbNR4qqg9AP9g4
0ur9QrzfBzCMK1teoIVhHHm/CZQD3bJxRGlcnI2wruF5bFxKGhe3IaxLeD5n
H9Dyo3H2P8LZ+7T8ZDAerHzK0cKsnles1V/ArP8klvaPrS+nmOc7oO9DOegZ
/PtZOilHPJ/kMdApvJ9/X3V+P17vgPbwcoXH7P5WqvV+wPB+FkfT/SPQO2Do
Lzwfxpvn09XxbXg+z5+g39z8cP7hWNoe4GfV6VX8uoFy4B//Xq/WZ1l+XsDF
0xZweoq2XsPG0wr7Um5d8nYETj/IqlbvYu1b/LwKmN/n8nEDvJ++Or899B8w
tI/VD8Kq1QthPNn7we4gofFO1cUx8HELsN6gHOiPtRuJMXu/FLP15Zhtjw7m
+8vzRVY/CdPSe4GuWX+1BLP+amE8WLtVGKcfJVIM88XHcfBxE/z48HpedXof
9JfVi7O4fUWYFt/n4/egHPrL69l8PB+rxyRqxZ3wcSmvq/Qb6G91dj+WjhU0
3o0tl1IM7WLbq4P58YHngb6g0Ut4v4WSjhfUZ+PtFVp8nuUXCszyC0GfhPow
XlAO48Xen0brw3ix41FMMRsvoB1Hw8YPKOj4sffLKWbbKeilvJ4A48TGw4XR
/R7rp9Med8DwPNBLNeVxVfw8RktO8npNde8BzK5/Yf5YP2tc1fMiKP8DeQbv
g3aDfgz0AvU13Q/k/N9Kqs+DPgsY6AbaA+Wa9ocQ53/1vtDxgPGBck1/Uqm8
hX5WjZuWvg31QH4BHYH81LwnF7F2rBwqr0C+atr/peq5WbQ/bDuEK+s/iCb8
PIK84vkYfy4ExpnVC8K0+BzQO6+v8ecMgK54uQ/rg9d3eL0f+gHz9q/0dT53
XqdAS88EutL0q5BisE+y8eWlWnox205BX+DPA/D6QHV6NYwLL9/5eHxenlen
l7PjKvi9ALP6pkRLzrNxWfJq/URQztrjhThn3j7K0b/W/lTznhC63vi4CD5O
GsaNj2sAPsDZg7XicNlzTVFafmzAGj4SQdsL9YF+2P1YDqVHWM/At4APAObj
kqE+u+6iEOzngT/CcwBDO2F/zcZ3ZKKof891o/wC3s+fU2XlajTh+Qq7Twc/
ZSph5XsgbS/MJ7SXxzCPMN+a3/0p5p8H8ggwjA97vlhF6Ya3a8C6hPkFugY6
BT8I0C/0D9pTdUUGmnZW8b10dPVfvdtV7RX2S9AezfPAPxWEAGvqR9LxgPpA
l6zfXELlLPjTeDkLz4F6bH+iaT2YV6ADeA+Uw3qCcqB/TfuT6PzAOoJ1AO8F
PszGOVA+S6A/IC9Z/3g87R+0G+QeYFgnrN9Ojlk7nBizcQoSDPQAfB76DfFo
0G94P9Af6y8Dv11MVT8TuHixXNpvGAdYf5p62Vw8TSH1B0G7YBygXdBv1u8H
9kgRnS+oD+3m417YuLtCWg7PZ+MK47XGDd4H4wb1Wb4L+yeIzxJpxUmxcR8S
Os9sHGM8nVc2zkGKWf+sXMvPzMaXyjH0E94H7YL67Pk54XmwHtg4VCX1Y0J9
GFfebw31gY/w+ijwGdbvL+j9bByhsL5BfsK48Xxb0y7hvazdUs7ZLUE/B3oL
p/wtSEO3lD6AP/HrHviipn1FCN7L6gPA70Mp/+PlOy+vAR/X8Neq+/K0xhWe
B/IQMMgboH9+nwKYPfcm+DVhPbPjKvBTuI+Nd5Jz60OgJ2g3G0+tpPoWu7/L
0bIb8XYVPu6Uj8Pk7SxseY6WnY23K/N2cfYcHNgjtO3irL5N9VMtuxJvRwf9
k7UHUjuzVtw9H2fA38/bPfk4fX7fzduxWfoV7LrwPHa9FlDM20Hg+YCB/th9
jILSM7/u4Xeox/qXBH4C7Yb1C3IK9quA2f5kEVbP1Y4b5c/J8XHAIG+4+A2t
OCbOn4ZYPSWFyk2Q92xcpGDXBf4K98N6Agz8Hu4HuQOYt9OBHOD1Jj7uGdY9
9AcwtI9dj9pyHHB1chwwtBeeD/QF6xf4Ga9HsH63Um79l9ByaA/rl1Rwdllt
PREwzA+/72b1KRm3r9WW26w+JuHOLYsxG1clwVxcMe030Kfm9zyqx0G7gD55
OQDjAO0AzJ9T4s+Z8HHjLF2LMBtfI6J6I2B2/kWYXUcSzM6LEB8A/JL1G4mp
nsrGoUfRcWPHQYjD4t/HxoEJfq7q9GI2ri+Kyj+QL3A/0At/ToY/F8O+H/Qu
uda+GdoL9Vj9WYFZe5qS9gf4OxvHqaD9AQz9gfuhP3A/9Ke6uH3oD9zP+01g
/tl9mwiz+qOEOzcvxmx7JRSz46rEbLt4fTOLygPQ50Be8PEHbP2MKj0yk8YX
QLlmfBJpuWZ8EijWtCOO1gf9DMo1OJmWa96fTMtZPS+ryi6RyrUnhWJYn+z+
M5M7l1OgtW5ZO4CY078lmJVHUq48kJMHYRSDvGP5uQSz9YX9Lswbj0G+A73x
dg02XiNaK06AP58A/Wbz4Ygwf+XHgbX3SDg9Wsz5AyT/776c9e9I6HoEzPpz
JNx6hf1cPFeeSDHICcCs/0bbrsLKBxltP5TDeAJ/Ys9HyDk7txAXABjaD5iN
kxfKWf9kPFeeSDHQA3/OgC+H5wE98fsZ+B30AMDQP8DQP75cc5sCs/ZPJZXr
gIG/cnYr7lxTotb+iL1fOAcF88nWL0V8PwEDXwXMX6F/QAes/TqLQPwSH3/F
5mtRVdGLnPqrALN6p1AO+wPNFeK/wE+XQbGGv8bQ9mjeH0P5n2Y8oylm9Ta4
T7DDw+9wBXsfYKAflm/kUczbbTi6pXoau08uphjoA+Qm2B009fI5vbuQy08G
61o4N6J5TkKVvBXsu6DfsX4ubb0cxgUwbydk/fPC/cDf4H6e3wE/Zc+tUL2f
6oPQH65ci//wejVrN4V4EcEeBpiND5Fi1m4o4fzZgj0P1isbT6LQOkfA6s1C
viJ2vURw5+0iKb1q1kM4R79f6P3VnWPk7c/wfGgPy+eFOByYZ3Ydl3PPl2rZ
i1j9geZD0LIbAebzrrF0U87tB/M4+3Yxt7+TcvFtkmrlKrSXv5+12yq4uBtB
j4b7eX8Y+MehX4BZeSf4t2F9su8pofMA9M7HAUK7YZ7gfYCBHmBeWb1IxNnn
xJw9CPK5RVF7ONATYD5OCn6HK7sfkXD5ucRa+1pNsZBXAugVytl9uuBXh/XK
9lc4V8Weuyqn8h7WN2+vZuNShX0/G2+l4PaTCi7eSsHFVymovRPkGetvVmDW
ryHEx/D7If4cLp/3iT8XWd25ST4OmT0/EsbxAyHOjo874uPSeb8vnyeL97Pz
Vz6uio+r5+OG+Dh2KGfPHwn+S16/g9/ZfYIOlT+AgZ//7+cI/n1eb4LfNe2L
pfwb+CK7n/Oj/Jz1k4J9VUX1HTa+XYnZ+rD/VHH7QWG/Cvse6Ddrz4P5/sX5
cbXztkB9zXj50/qwPvhz1lC/So+i9WG8+TwNUF8znnG0PugvrH4Xr3Vl5Q+N
36LtAz7DrucC8GdW8T1Bv4L72XPv0dw5W+EcBIuBLuIonwY6hSs8h9Wvbd1B
vwa/D8h/wLB+2X1WSrVxEMBX+PPSsH6hfax9UcTZH6vje1Fa+xrNuAl5aFj/
hHBl+UMJbQfcx+ahEGv5LQHzfBP4D/AHaA+fx4a1K0loXCL8ztr7JJjVF4U4
UPid1TflmNVH07XsQYA11ySeX3B5euM5+00itx8R4gRZPSFNa5/FxitF0/gV
wOx5xmhSnV0FMLQHMB/XDfPCrg/Bvs/OG+93EvwLbJxwGWL5fjnFUA58FuiT
XWc6Wvt6Xj6yeksGx98yEevnzKD8i/UrAz8T4kyAr4C+yNq3iym/BTkE6w4w
lAP/Yv2PxZzfStAveXs9jCubn6YUsfYeyAMonIPn9UKYT5hHWC+AYZ0AZu00
ImqPAAzjxdJNFtUnwX6reb+YyyslofXZOKGQKrqVacVts/s2ebW/s/dBHJpw
Ho/VC/i4N8FvD+W8XgP3w/hBfRg/wFAO9wMd/+9zcskUs/wC9AqBDwDfAfoE
OczJVVrO8p0wrfhhsGOw4y/kz4ByzboLJe3+Pe8T3QeCXNa0D+R8NB8PR+eZ
zROcQfkRrFe2nzkcv5Jq2Tn5+F7er8XaPcWcH0aCebsZrFd+nw7rl8VhWusR
1i8bB1qitY8Guc3Ldf6cFZ/3jbXn5GnZd1i+DXqgYJ/h99WAQT8BzPIPAfPn
bHj7DZ8ng7c/QzsAA92CPgX0AvoUYIiTAX0T1jerDydqxcOy/pYIqj+yensK
9TcBHQC9w/183haIl2P1fFt3Pi6S1feEuBSYNz4Oh5Uzgp0dxgnWBWCgAxhX
oE+oB/QMGOSPZlyzqV4Hv7Pnxwq18uCxdgYhLyMr58WcfUSMwX8H8gDqA/2w
592ltD7IA+BjILeBDwIGPgT8nstzQe1bgFn5J2A+nhjGB/gyb2+tLo6D5zvQ
fj7OA/rL5sOidmrOflKoZQ/l7NpcvvRCOj4gl7jxovwb6Akw6+9X0P0s7JvY
uHhBbwM+BpjPT8RfYT1o6DaBrmegf3Zc5dy4ybn4umgtex/vX+LlN6sPKKm8
5vkOjA9gTT04jxRUbV4E0AtZvVKIS4F1CftGTXVB7gE/gPZo5tmfW//+iI2H
zuX2iXkIxgX8FcCvgU7YeNTiqt+TqH8C+LOmP2IMWFMOek8cgnmB9QfyHtrF
+2X5724BH4B5/v/OQfF5k1h7s3aeQPbcjZB3GdYPnzeQ9eNkauUJ4ONg+PNF
vBxm45TzqJzn5w0w/50TqA/zxubFFM55AF2zz1diPk6MP18AcoqVS8J5IeD/
0D6e//H8DjBrP5Vw+woxt+8QvkvB2hMltD4rLyXcvkD47gGUQ/95/svzW8Aw
nuw50jKtct5Py9qrM6n+APyS9xeBfs3zCeAzwBdgvfN6MpvPI0wLA3/h4+Lg
faAvsOcaC7h1kYfYfbiQLwow1Ifnw3iCfIX55eP7eH0N7JyAgV7Z825pnL6b
wvFnwc7HnpON1lqngEH/0zxXwJpyGaUvPh4L5h3Gk6WDCATyEvZ3gIE+Yf8H
+ijEFcF+qspvTvdXIJ9Z/VmYX/7K9xPazeavLeTkfUG1cZj8fgfWK++30zw3
CrHrIY3yeT5PHmsPTyP8uTlYL6wc087bycZ7JtD1w9nhCGe3o/FiVXKM8n8+
7ojdb5ZpfXeMjePL4PZ1GdV8d66U2ovYuMdAyvd5u4emXKFld+Dj7GBfDPTC
n3eE8YbxBfsj6N+wDvk4d6AnmGeoD/oBYNAPgG7Z+JJo7rxwIOUnbLx4Drd/
FvR6fn2zcecRhD2HHaFFd6zfIo2wciyF7tdAH2LPeQh2C9YPJ+TXB/7K7n+F
/RpPl+w58jjafj6OEuYfMLyfz6cG4wi/s/sbW3egb+DD0B7A0B7WbpRC72fz
KiUS+YZV3ZMrhfOBuX10jpVMVlE9487NwA4176koPQ2vXzGhqE8m3VfveH64
tv/PKFrfYL5fx/l+CVT/VwbcOJfyWIg/gH26SxU98vEEu6wttlpbBFH9sXPG
aDzO7QyJDcpOK7Iq0zrPvcZi4chXPz0o3xzuMk7h+1T47lp/ec/70QmfqF7z
9Whjw1k9f6HPM3ep/7S/Y5XyYVheUY9w4dxFzdZhW0tikGnWppoLJr2nehWM
36E61yd+6Cycc/lXfDcPvTsXkPNFR/u7i79eFq8vmgL6eiZKdmx6e0uPUnTD
6mCXnNmFtN27lLoBV3qqOH2sGN3ts2bfsoEVtN60MU/mpK8X/E4/jw1oH2kj
5A3v7pz2JmKckNd/SNeAMCyXsPFzCcL3xTzalB8Z8FP4rti1yb3tHEcK8QKN
zZqbtNAV/NTO641GDU0T8hbrvD7llD1EyF8Retw+5q5KjuXxV3Xirwr++QUZ
rsauhbloRMdTR07rJZMf9RrO9x4oxapykxfNnyeRpjvOxXZ1VaH7H0Y3Wlwe
QXQdTQM/tZHimREXZGMCIkjSgR7JB3oUofpTezWc2usVUiT0Ox9kFkk8juQ0
+76mCBkefnn7vpkr6v7r8vT3OWXIEvV4WmNZEgmNOD1+jUSMM8/0bqqnnn9v
U/u8LykifMI5PnRDoRL/GV2jg6SFGL/dPbjulv7JJDRn+qj8RlJc+/j+60Eu
CSjLJGja7w5SfNIo4Yz+zHK0JuZQxm8TKd7Z7apVt6sJqOWJFeo/OTa+HH5m
UesitCKy3tnhfeXYZm6414qQSLLasLfk+Fkl9jj0Jc6l+DWKuFVsNeScEr/a
MKv0yCvhKml1+NRzLwXW3dZgsIdBGtm99OMyxeQ4cj/hJxk+Igbd2n83a9XP
WFJ1RX0Cmq3uv+EWGVJ6ZdQNf+G8sLf5qJLmuSrKF0jd+0lLK5T4ZEbeWY9g
FYGr6bCiuPUvVMRcr8K1+RMhf4r7mCZrWv5QUX7UtF3Lz10HOFXN492q8z77
jLecc1neYLcvitFv6iV5f53sW1rL6sJIf5Sr6tOtjstNolqR1WTdYPU6Cj1x
YWuaPTl2dmabxDFx6I+Hz/tewTeJW/r1BovXh1L5sK9Le7vVX2PJ3dYbjkZ+
j6Hv13t+vsnhFZko1Fx//Khur6i88W+9+fz6hV5kJRqFvWKz0EOdaUv+rPQj
Rx1HdJ04SMhrYv/4xIn+TWkeENJr/+8JQ8sF/tegRPyoxa2bVf3zMAa+ObJv
4NEvJb5UflC/c/GDQcGPstTr8MoBx6U+aHJh2sF5gzJIaOpom6/NApDo6tpZ
xwLTibhvgwdrfsegdfdvf96QkEa+FIpa3b4Vi/SOd7To+yWNrJ1Tf+f+Y6lo
veZKgi1e5/XonI0sTEztvQ1TyLXrZ5v9Ni1DCw64zE5rn0FSKkZceKiqRC+d
8+U1x6eRI0vFr35/FGNHx0kr1sxKIRX/KSd2qSnHpm+H7x4wMYMcGHe8T3b/
DJJu221w6t5oYua//Xrvd1Yk1Uiv+6OWsSTLc8fcVgW+6ENOjPWtmzEkcVrj
Bh9DolGS5kpq6haPLlpdhrJ/LFx1f0Q8Ma84/WhqQiVK6dTFZPeeWJLksfTz
c6UI92oTfD/OIpYMiRmUv9RPjIc0rtWq3fpo4uw9PGPxIQW+9OSx61SHOLLP
coyvQkeJ3/YsLjxWGkvsfo/P3/yhBP33xrerUYE/iXg4qt+tADVfzHpQ7JP8
h4w5Y1Wet6MSua5qfayory/ZEzK6tmSrApt/yYjcvzaAjKk4sMSjlhK3eHg4
8+GfP2TZ4btDLPf4EEldlztLJz9BT9+rJow+8ZUs3HIx9YiOQ9X8Cv+OjviT
WD8tFe1dPencgmm2ZKpDDz+noDQ0+8aQFyZ7j5OgGTfWSqU56Md6p9Vjj51B
pdKkGS9y89GSAScrHhc+QWPN2ky5I5Pjg17725+4+IS02DftfEMXBf70w3qE
frezyDewT51Zx0S4Tfi0Yd9q/aD2plNV+id7XskPzWw+qM+P4UpcZ72f/aPH
0aixyYLuDTvEkaLi5bJE00I0c0z+FL3H/ki+POtLzvACFOmREeaRodZD3j5V
/5WiM0NfH7b1ukV+rry2UFpWivLMv/mk6WUgn5V4SYvr6nFuWSPoWXA2inv3
9GK3yFL0oe7Ok2cT0smgGQfTC+ar9eZ2yT2jYvzItyinqY3ri/CN4U32ejeL
RbsG/hh5UVeEu37O8PtgXoaeZe/VyWtWicqr7AyVVddOuE9EXpIYr4pv+Krn
YhHeNWfF07fP08n2iV+POFyR4GFpqfGZn/8Qi/l2Ze+2SbDpb/2Wv/V9UP2W
f/9HjH0z0/wlxX9QF+88r871JbjjpEHLzO9Ho27NfFpeeSnBc7v3qj1vYC7q
1ibA/5i6fmTp0W3WbwvQ7ohNvexnS7Dlpd+pZhNK0Ji+l44HhUiweFCm/g7H
NPLkYe+c7XdkePnHE19HOviR8uuDDX3sZHh+3MYaN/r8RF+GR29a0E2GF8aO
72Xo9Qetyn5pZrpEht1TVuf/uReNQoK8xkeUyHClnknw2wfZaDayGdNguAz/
PPFzVfObOejwhV+uEy1k+JfcbVjDTgWo8e52C63SZXh6rOjzOxcJXngiNPt5
exlusXFMuP5W4Wr4fPmYQAcZbh7nIXbfI8PzynuN22OvwLvfDDkz0EeG0wZe
eeB0Ko74bNqw63c3JW5y/kzG7Qa+5N7OkQciziuwxeI/XXo+dyDGbgc2d+39
1y/Z55mxVQCqbL3AKdVKgSUn7VfUPR2Drp77LM6tocRLp+WeWL0nG904/MJJ
z1qByzdLZ9x1yUGi0RX+3e8q8AjrZz5mIwuQZcpGwzIDJV4ytkfevSMiPLXD
0w9fpinwx7YRU4e1kODk1Ru2HX+mwKsMTKIfrpDgyDVJK5PfKXBC6DN/20ky
nBfmoTBorcSJXwM7Di8NJoeP9XX4/EVF3vZz29wkw5+sKxxdV/FMReZ8b77o
hySKWG3tvb3IIRkdS4xruChSRRLz/GbuVMunSUeymuH96eSU0W5P63QVebkd
tThwO52MuHHs2b00FZH2qHmuYGgmmWv4uH+xnRLrpsTfOXdaiANbNcLwj2FY
AnEMmNzCQ63v4nHD9WudSyAJFZPrm6hxgt4wf0+1fH1aX8djabGK2C0Y3OeV
TRzZ3vBBnbUlKqK0+ZTZw8yDbMnr/2elzhW6z9BcLY23HGpX0SI8iYxMcXU1
Uz/vgU2DBg/aJ5OFJZnfG6rxmcY3DFqtSCWvFhmNtyhSkWXfLzScb5hKEr+e
6tOvWMhvqgwpbiobmYFiFvZTySsC6P5pqvOSGdaPf5Oor7ViO78Uvoet2Y+l
kY1mSiszZYJWvtLtVy6p/4TzSUa1a0e/eJlJ7QCn9Ty+ZSlSyYvBRw//cpdQ
uQ/67bO3ktP1VsRQ+ZhuNNcze5CQL7SHc00bk4QYas8N2TWg7EGPGGqvbVh/
y8wuBkJ8Sv36vfTr94LzAjrYycvg2lrHGNLqW6HhEFslF+dejtrpzv42vJEf
qSjy/FbnsJC/E+6f9N67y7ZBvwm6uVL16qYQb8La3Szdyxgs5B27lzVtW1dj
B6qXevuG7naVO6PFlc42+4dEk2lvrjx4sfc7Mqr1Uf2nHZez4fTF7aKMJGq/
O7babrd+QCraEz9d5DMmku5L074Ql1P28XQerjed3dS/kQ9JsVUMNt1TQu0L
V5p/6/q6cyH6MEbHeLM0hPoDYV66Lkw99P1SCbo35E0dJ7k7te9M2TP8+oWb
WdQ+0UA+RU8+JZq8bOGt/hPsuXUaPeqz0BjiP3RwusWJCzHNhe8ha/R3CX7t
959p1olM6nfvXCO0t/naIML7Sf5bOV68bJ0Ejx24703rWcFa+Q4DPqYuzn8h
+A0O27VX/wnnVQ6F9FD/CfkLmzzFoZ6XhfNOzbd0HdejvnDeab6r/lfbfcK+
7cP5954xb2T49qmFX5/HBWnlX2xf0ereIUcZ7mUUVOfHK+G8Euz3fJ+eFW95
LJyrd8qpH/ukTDjHvfHaszMvjgvndzrP2Ne3IkmBH0VsOB+x4RP1t63+97wA
SpdxVyL6ljyPpPEo7/6SqfwXpTPQc/OP/lk1JECIZ9n6vVHSyFQFNtMZmnqx
q5AfEOZVknB0VbsQIX7F68BvxaA8tZ4hUqIB2RKtvAMTnK720FuixK9Ld9St
d+EbGXjcyV62TkX2fn342fXJT3IxalTytSMqMmG0bLrLnDjypq3bh7P6MSht
5Ih6jXarSK+aBikXGitwxM6rCW2XZpCntYYb9e+rwMu/meSNcowjs10bGb/r
LuTXq3fO8JhXw3hUN0avToyekG8vQNx8i1ntDHK1xpVhdur++nXWe/9yvJCP
aa3i4oCAkUKczcd6bV3fzAogi217n8yb6opG7ra44+H0m9o1zD0s6h8/I+TP
A/vLSF1nrOscjbq32xddIyGU/NVmFnUR7E1JiX//qcibBb/iJw+MIZ0GHzE3
zFTLg5d1C0P1Y4jnpCydjiohH8nGQ3v2dR1TRO3e3Vy/Wj5dKeTPUzRtvGye
bTbadufMpnq/v1D7GNCZQ0vzbpPqC/k3xFvHrzeXhBOdA23Uf9p5PGe7vUk6
OjmUrrOsyQ+RQ8Unus6bNT2+VX+RJ7V/6A8+2HDwwYCq8Zdo5bd732SpTa8v
wajl8sLmywuF/HYgJ7LbxFbkeuQhnd5bdv9XGayVN9ms4YOa0+QlqFTs9+7H
5jh0vv2iPkNPF6H9N5K230iKo3wa5v/gz0yDwKYV1K66Kv7umXOjKygf69Fr
za19p4T6XYafV/8JfjfH3KtXnRsJ+elmF9fYOGOPiK4Xuws39SwShLhG8lTp
ffm1FG951jc+3OKoVr465Fnr0jNr4XzS/IHhwxbZC/EwPrMPxq46LcUTn0Xt
vr6Sj4dJQx2OrP8cEyXEx+w/b92+jYMcH1kwqHnx+ThyI8btW6PNIUjq5ve9
3Qshv5zca9KvNt6f0Nv23ZNj6p4npk2Pv5I5RpDvP7PrhUSo9R2rdnl13CPI
08H6O5RqPafoXWHkzswItDvz7/8UIuPmnS0XP3mExunoN010F+LeVlvdD7Cb
kUrteXOOeVhPNspFy1a8n7jF4iL187WL+6l44a/EnvKU7n6/U4jn083DxDpx
ZM7cI7Oc5wfQ9dJq2Kr+EUVBVP7o1/m7cO3pOrvr3uVtebrwndDgexVbTX8W
oZlWUSr9L6lq/v1qYW93GVauab7gs1Uy2Wq6pE5UkcBP+92ytpFdSSGxt4+G
bF8bSMQFtfYu3puBJIfH7rxZeY84rT4X9eZVDtIJ/J24+3gcUU2d11uWFozK
VqAWdx6p9bEhczKdjCJRYiO38CWX4kgqWl5+/0kUWnZtzqSkUVLc6ayT9/tF
maTnXXEby+NSXLO9oZf5pCRi1aOzaHFXBXayrBM+uHE8OVGwxNd4SgRZcnB6
twm5cuz4Ub+DeUQIuba/wapcHyU2TT1gduErQUtnzKzVK0KOFd26rll78TM6
lrnxgKG3Es99UivqmETIT2Zw3cJ7wqUi5Fb/iMwqQUUGvVup51y7EBUvSpiw
+VomMei4JEmvMA+5ddxpXH43iZjOXtE1x6UIvS5dsL27RPCnT/u7LYvIJKOk
nj3ujZfjprVFbpd7JJCkHguN9EJl+EHg/aNT3BPIxY1G1z9clGJiczCmwetw
snmFlceALVnoodmIgAtDI8jto7GxL5vnoOtdda7sbx9OCtqWXVg5LQ8ZNGt4
q691KNlm0MUmbJocm9QV/XKZH0yWTviybMIXGY657hOi/iMhG7dbZh4V45ct
LykL93wjW67MkkzRleA5gVPOzDf4QuzXZ3qOHSfFRfbLUs3reZKNRbOs494X
I9vE8VP6v3uLWrSZUnyiWSkaFfFNcm0hQdPO2JyvbV2Oplldm3tu8idUuGnW
54flUpwe0NimtSoQ5SW+f5Ysk+EVDqndnCRB6Ner70fa35Pjz3E/61nnhqER
fk07TZkRQyyaPxl/NTkBvRs/5o7KL4YUtz1ff69OAnLxcGuoO19F9nW2fP7T
MxfVSry0rE9oMpl02LL08Zl81PnbqkE1N6WSPfi8VWu9fBQ4Tn71ex0P8nSa
/cP06Gw0PGHPdu8zoSQ24oHlpYwi1NvKr59i3Rfyxabs3uCUEtREcfryvsgE
YnffNnLZwHK0Z2vOrvy1UeSCbpNGj19XIFmHBeMW/4gmTnOf6JtYVaCxQ1PW
Kh4kknWKB9aujcX4WOMVbzs9+YRqmzjp7Fyt1lubNxT3aB+Ehkom3t3tVYEO
97M37NQzED28WavBvBcVqGVFg+9HUT7abND32/Ua5Whdj7U58+8UoPbXxzz0
3lOOhpp0Wrz6XRGyNnKeLm1VgXTrJk27tiKSnChuKtVJFePynlZDMiclkrWd
zhtfUs+TdYhteN2drsT7SPye4I8i3GG72PrOi6Pkl+0zh5haYnzqqu2DX+Zu
yP2mrOGp9WL8LTrrcAOxG7n0eFv/7m2l+FDtL/Nkn5LR9NSHN9c+EmHv7xmd
TXJT0MhLh8JzP4twO+Mmu/qeyEToYKuun4eJsc6Gk866a5LQkf7ieb/GSrHZ
t9/7zr2OIjqDmln6FUjxgAnP2hjMjCZZa/239k+V4ufZv7cW9ksgq3flReye
KMf6OuvaRenFEZvYp17ph+T47ObzgfjdG3TEIaLlwk9SXDY5PXVP191I0j2u
2YRdUvzj0sZ1b168IrEB5Zk/kRwbWOkuH3zEgVx+2u7Qh0VyfAu9lmaMUaFs
g31X3cKk2Gfrp7VO19NRI4uPlVZvpDhha+HHM3uSUHTwhtX1Tsnxwq7XXfdm
l6PFdUtfLTOT4uNTG1Qk/RHhy/m7DRZ7SHHUs+5HMg1F+O3ya4vvXZHirzkX
DzXzE/K7jXnQu3XFGhWa0ys1Iay5An/dcvwpWZCOkmoOvd1SzW8mdz3ouco6
GYXoXSzHV5T4qVOvJ6esUlHfSqO8/PdKbCB37yJ3L0blbdeo/+R4mMTbNsek
FLXev9y0+IYc/241zbnWgnL0ZtDK78Pj5Hj6s7qBLcKLUfHG428G31XiayFv
e3WTl6JFZwwev1Xzq4g/eh/rr0oj+GvyoKAKIV9Hqx1vxy7MEeJKZoqabWmW
LsRR+U4wRl/rCt9ll5W3zdHvS/keiR1R4Drqj2CPjbsf3nODej/YVuRksL1c
gXuuq9viv4RUsgU9krsOVOIRIQsPuV0R8sV5TVri7vFI+C5S8dWQYR4rFLgi
w7LPvguC32zSlJYvV7+MI55pP460yg9Dm1P6hr974kdqDSx681+QEzLZP23T
gkYxNI7GudS0vNn8OGSbtrdf6X9FKOTV4Zrj5gvfK49uYj3nxuM44pszLyIp
O5TqJ6p+1p47T9pRvv5ULLYIamZP3qHItUO3CfngKkvOH854LuSTLg8+rf4T
8ss2qb/RwtCtAH0eZ7h4J8kkr8ODNy311s7/9m973Estn4c7OvrOzKT+Uw/f
jR1O5cSQrYphfv1uqfc/a0f2b9c8hjt/F012+Ezuv9pPjmXuJwqGp59DeR+9
kiSn5fhre4285vPHra/CU2d19kvKSkO3Z0750CdKib3PWeZlPy5FR8/s2Rwb
LeRDuDT1r6MrleqrTU+8bHLiZTI9t3BC7nNryTDhu0e/itpPOLhB+K5A24Jm
Hb3fJNM4uNPvi5tcPx1Dx1eZlVDe4UE0rX+n9M3N0jdR9H37TMXt5MfOU33x
xLfRy9o7vqT6ovG2rOj3Bwup/tqkjZMl8hG+q0H06q3pMriMlqds9hqw4Jhw
/vfl+8+Kxs2p/ojShrb5/rauCLPnMoTvK/nOd7hs7yZ8J+TfPvaEEDc4fnL3
J3n+wveTLv8bP+H7ScH/3JbC/W3HJTk2vS18xyTHv8G1sduF+NifvweMiWoh
5JMbG3Hp6wyZED9gMcXpwWx/Yb/sVbnJXne8kuq7v8eWtmlqRu0oyOVGE/Wf
8F3ff+aJwUKcgU3jvw4dYf3/9z4x5pGtEjde9bXmoTMKrbyOm1sPGb/xq+B3
v+CxcnKjWwpsJD1fjNumEm/R8qFmxxT4hoNZUcN7qSRmpZ53rZ1C3q+F43QN
7nePJYcyjjh1vBdItsXfsN3XI5bsm1LnRf16YSR+45Uy8+axZO+V34fsGgSR
Z3UmPbbpJnwvzXBcXPv6yRlkesNsG7dar8mREN2Jk3qqSPf+ZZGyyc/IDWM9
x7rNVQRF65vFnHBE8Tkb5H1IBtnQ+v1uWeFLVC98jGXr90L+uaH//DrpxEmq
l/XW3ws5rI/adN0sg2ydeHmZokEIOrkmuNHpq+mUflu8+9383e808nH5gU2e
AyKQWZ2ie27m6SSl7ObQuF5J6GGnh1OHNU4j/XL7LR3UOhtt8hU3HNlTyDdn
bmRVGHU0g0x4/MnVTb2vKvQhbZ6aqEj47Ok60zeVIOnoX7ONa6iIctHZ6d11
y9H9p691639OJyVXsiw+3BRj/csmiwr2Cfnm5kWsUu8IMojPycIhM15Jcb+7
wbsPxKhIzxVjRtp2luFeW/z3tJitInUy7G7bTpfjaZa/lbE56aTPU3L7suoj
WnXA8NTXqBgSHvHvH9L/9y+GtnfG+FfTxr+KJyl+sVFLfIvRlvQF//04mEC+
lOo+7XSuBJ0ubDxnskEC+ej4oSTArwzFW/Xa1lM/nvh2SFh8wKQCzXVx2LFp
RhwJud5145DDYjy+xChn7xch/9yRbsva6s4OJuU6q/JT0vPQDpd6l/tIQ4ki
I9h72JAC1Mp5aU9lRjCZ471c/Kx1EepwbZN7xzlB5CGRv2rysxDpbfgUW/NO
EG1v4JpJZhEj/InXzTL1XzG6NOfhhTkPA6g8azhqSoNRU/yJfv7ZQdm9FPhN
dpdsv7aQ706wFyY/M5/gOz8fWbrWKoq3fEj304dndjFIfuZIHmTWG+D1QoqX
9Ex7Xt7TnTzu/0s0VT3eRiU9nxya6kLGT1o2cdIytV5geqeB6Z27lN+drqK7
YxdvBJ5ZKca2ku0Gnbv4Unm049++Oh81uzU68NoxH9TRY+7PPZvz6flU6eD+
UbVRCfJe/s3G3y8F/Rq81VKaU4z8zTrcvjgkE42K2tvtgG4pqrJ3Vq0bEbUL
BNw03zuuXIwzsyrv9X/9HXm7lFtO/SDGDn98nO0GRSDDzlbrbh2Q4BEueSud
R5SgugN63X4VLNgV/j3NTIZHy80l9zp9R43dztRe3ECG343UWd9jRgSKuprQ
aNYv4Xtv9pZl3abOluHu3vHnfaOykE1c69BF7WQ4YtLrHw8y8pBowt2iIiLD
ZZPiP3zyl2Mnd7K99wsZdrnwp7ykTRA503p1yiaswI+DTXuZuAeSzN8X9w8d
pcCGu3sUf9F9T7o3WWc7IlM4R6/nsDmk1hQFvrrN3mrxiq/oqVn6kOc6Cryt
rEbnyLk+aMCivS2Hq/eF61U7P772CEEP+kY4nXQQzpuR2qEZAWcVuND+01L/
vCw0uGXxIeliBd4t1ntS7JaH4sZeLRmVJXwPzmfk4fI/vRXYcW4PRd/xFej0
tZw3SrECD7qKgrf1rUST61wS32yhwL2fKhrKHUT45rF3B6LnCufTSJeQMT1c
FLjlUp9xI63F6v1Y71du/ylwwfOCm+9tpPjPimU7t5Uo8MrzMt23Jmp9bIzj
krbblfjC8tkXl89W4KjC3eo/Qb976Ff5eYKLijRs+aqhalwIMe98zhd9U5Gh
a45fv9PDn3zcE5Rz9aGQj62eV/Cv/DQV+R75QBr4LIPMW53SZnOc8L03j12v
rSZVqsi7X322BLxOJC91DxbLRZnEf87U+s+d44nF3usOf8pV5F6zF/lOlvGk
3/V3CZJyOF+TTIqMI4fL1Pe//fWgS5YkhYwxmhlYt1z43lvm8fr+DkUqEhHz
69Sm6WnEZfh2qWOuivTdOeXW3VEp5NYMnbr7ylTEsLC+bZen6eiE9VeDkT3U
cmXwoYZogwqR7Oys/PAUErbNvv+7OiK85k+a6EPvNPLPTBMhwjVNVw2QmKcS
16GzNlveV++3AxsPsZuWTO1Ec0wnp6RaJhEfyeWEcp8/aMurW8kuR2LI/MLA
zv2WhSD/T+WuS0fGEL1xO86n1YtHDSob287fG00c0ye+0M2LR6fuuJ34sDia
pOi0r2P+SoIvhRi/bfcrkj6f/BUXzSNI1PTXJ27EKbHernbvbwTF0HMY27zT
dC2s1fJv7NrNO+/moJVDvExdAy6iJLT6h1VFLrrTSSxfs+M2OqSs28p4m/C9
r2WjX/aQeqWQrtb585e7CXktdkq6+RTrQ/yPoM+EXVigkuaK8Nqyz3NO9RJh
0ujDn58HUoj6PyFlOYJ93s50vmX8ECnue+503PawTLKgRnddKRbymem/LZ+t
2C3B/cefeWK72IdY9vVqauQuwTruum1trnwnNSb10zX8KcR1/XuuVIp3eDTf
M+3SN2r3uDNx3eqp10KRa69Voo1LhThXSZd65XoDJPj94gl2cfJ4dDrpSZOj
FUL+tekbLhNfEylWdfwVEtu4ED0VfWy/0EKCPwbuHGx+sAhNO2B35dMVCe69
6eSr2CQVee6Q/3vYBBk2UN4qujA7ncpN6M/T8cE1u62T4QWOP1Z1sf5NVgfd
+u/BExnGPQP1Shp8Iz+b7tylyJThW6peb77Ge9D9np/9oVD1H4pf81z9J6Pt
zygaH7riiAxnjhq/9mbdeNRwan8X41FCfrW6/+S3HP9AN1f/WpSHfvmcECse
y+h5F2VQZfmKozI843729s1qvezjgQdJk2LU/HaE344Ot9X7Ornnww5ZMlzY
vljRZLiaHioNI4z3CPnVenZrKTngpsR9Bp05dSnsAxFl3kw8Hy+cZ31S92T+
rZcKnGUQfO9D7Rfo21Cv1DN7hXxqB7qM92n6Rok/NfvsHOweh0as2UHmqPdx
tjsHZZ6vjEc49WPyUnMhn5qu0Xb1nxovG6/+E/KrVRz3++yTXIjmlM3waLlE
iX3PLz8wt3YR2pw+uFkNCyG/2unmn65usVHim3ssoh1Niuj9iYPvrjUokOHt
CzMqxiEl3hM2vUkL9Tg6rDOu1X2iEme6zQk/VCzE8c8+sudQ0CAlnp80r/fF
W0o8t53jAZ9LvuT4vAP5R04L+dSCHqcmHzNU4GLzQc0SJZlk8vagJpE1hO8J
ufW7Pj4mU453ZFxqHb80U+ucf/rNQy9vxChxkzCDRXhbGsl+/fvG/HIlNn5q
8mrQkHSiCOnawThVibf+ufVIOSeDrG25a4HeTyG/WnD9lWttVCoSnKKXamAU
SzY9qL9wTZ6K7D0ln5ukG036l0XrT08C/hlNWjhNOnG2JIakOvl/ORohXLdU
bh3uax5NWnX8PXlaQQzp8e6kXYZfGFnVdlCv/xrFkr4Os9zWr48i3bbmZ84V
xZKg9aEB3/Vy0XBJhcnb1cnUD6Cz21e52zeJOAe6Vz5aI8PFdw63z8eJ5J5j
Qdby6ELUtiTiwOfhzjSOkfx15+1wRUYjf1c+SXuPjEbFNCqyy0PINlT60ETd
HtOM/f6tiqg/VFG7Wd+VvkXIedWfexOvJaKx5ztPuT2yGM3oW9Jig38Kabnt
/ts56v3ajym13v9KSybxnY9EJ1kJ+dQ0+nkZqjy6t+jo3mQax335Qo+OlT6x
JPNcFxfT4nJ0fWgX40z5C3RgTN72Xa+FONH+zm4LLowtR2JJu/V9dseRO17N
RBc3irHRGqMPhXVj6Pm/RvpXV5O3vmRDbP7dH2r+WGd10uQyXS8yMz5kZ/e1
Qn4196bZKz5dE+HI/qpZI55/pHHmlhMWpDR1jEWFYz9PN2kmwmHuLft2XZ+A
+q99Hm02V4RnjM4TB7xMoucvAx9NKO/dKI6sudzDusReigObyE4ffr+KRG/9
bdxpixR77swftDUwFdl/9v545JwUTxr53HpeqzLUJutH7WUNhXxMHQ3emfw3
VoplG6Z0kuakoiUZ7+Z8C5Dj73bFA2eqCtHSj/efrOgu5E9rHPRw9IqZQn6m
jI8tZ238o+aTyme37boI36NBM/PW3U2JIk2Gx+y9lqgi+t1un1EkfCITW57M
+DNfyJf2Yu1xlzuHM0i/z9t2GI14pZU/ze7AX4tCOvGINVT/CX7s2Tf0Jm1v
UYFeGbe9njMwnfqR7nVP61W6Lp3aPZyVP1oZ7VTvf/rniE1X5qDdonpXR6aG
kdyHjf/+UToD/vnEru5s4+5h9HkBg+z+DLKLo36twMGl7R5ZBRJVxvnAz05F
NG59ft0XKSarJXjqbxedt3M+UTl1pWreNzgPCG2eIeQ7iw/vLXkbqR5HN9HQ
cZnnaHunHDo5Jld5jZScvVMzq3E48Q53zrpo9xHNSzfoZyyKJMHjSzs9Mf2C
JuPYaRfDPMmUUM/6cizk4bjbu+ud3l2FvOQgvz02yyO2dQkhAzKX78taL+QB
MVz9+bxP90pU3M20bdmQSHreFX9f0ruL+2YUt+hEX+dmYuy46298gC2NJwb7
0JHXs7OamIuxjrfbhkZPIlDujvRmKy0rqT/orzf80MBK5BK5t0ubH0H0/NjH
pQM67Ohcge5v3Tt28alKOo41HczUf8J5ne+NLftsqCfBT1tYtfsa+I2epz08
WaG7vSgPLW5b92atRhK8f92B5ifP/9HKC9AsbcTS3SsFP2nd3ZUvdXrIcK1D
H1IvyqPoedwNrRxrhd39opW/rLIKZ1VhKEc2PtIWx0vRm6wjIQ8eyPEsVLAU
FQjfn6Ln9NN61t71XfhOi/iUtPbKFCFvzy7D69bBav1dorp6qcX0LHp+997G
iuz9Z4R8ZfC8qQuu1EqpUNJ4jNVNpVvxNsHOosg9sP29ezS1d9wYu7eFTXPh
++8N/obTJEdS+xv+t8/4Rfe3ZhbjnpOBV+g5VY2/uYzGZTQ3M3i2ZYOI2n8G
T91R/tlLRO0/RtNiVxbpCHlkDv26Y37pkJBnZVHRnpjSw8J5KL0a7uW2nkK+
ruSEN+f6P1JiiVXZfbQ0lnTyOPXjWD71p5M6C9LbVuYJ8cTbnCMtFl9XkSEf
i3vrRWWQxReUN5M9hfxcNtMnJ8V/UuKipNr/rfLIIMN29PYrjRXkebHt/ZkD
1fsV0IunDRj5YKD0CgnNiIjMiPiJmrrub+66/xqNM+j1YsWCT/3tybHSdeuX
BvujXWfWjDBvYk/jCFp8Tv919I89me08eGzbujHo8qjH5xrk2NM4hgn9cneL
DtsRY5tLns4X4lB9u5l7bc7epPawolH/rfYrE77Pt+qfwhVD9hku6J5UGkdU
iobXPjgK+bMMJuMtHm8LUUmL9j2s5kaj/RtVK0f5FaJlY1+YN2ygIgXriuMH
zY8mqRkulw1qfSBJgfH1E/7a25edw28qk5HjnQjVxNdR5Fxz65fHpqWg1Rnz
eta3jyIi4/shj+cpcVndpVfMTsaSW3dvd4z5Wo48Kq841pYL503Gjey+taLh
I5RosWrtpj1fiO8QfXf9d3eovSEDb7QfaGZDTm0/4ZdzOQnp7fzrR7pE6e+H
r0Vynzwv1CG26NrydhVo2pzZMmuHz+jlnMgm70dWotJJM7ybt/+GArKbVNS8
K8JZw4I3+//3g8a13BGdkYysGY1Mno5tMCFCjheOkukZ3wpHMy26yA9aKbBP
SvnKWnaRaMaoYtnJUCVOH9Tj3iynGBrn9GrvyNBvgRWokXWiq2FsMRpMtkVs
2VKBvv26Er/yUAna8+H4si72FeiUvDSlZqVafnYduaunaSU6/yoxb7ilGI9v
/+Hxi/EivG398kMhEVL8KLSb/QZnER7zp+mGzWo+s67Fk3PuniKsXHyjn2+S
HD+tZbLfTr2P2n55UNcuRIF13x1wn6gjpvYDn9srpjg9EOM1ykm9NltnoYoL
3jHeC8X4h8ffyLBsZPhZFjH9uBhPMLm47YB/LnJoNd54WKpwzla32wtPia4M
N4t32IbviPETncyay9Ol+Kr9tlmhH8XYd/DQhuJcKS7K0X0l05difNio4mI/
If9OrfSWU6U7ZXhiv167yp5K8YvvPw9KzWU4T9GzY/3DaeTXu+ui7znC9/F0
Un5YZRar99/r3Uu7iJKqrpnEZVXcvZNqfS3C0co7sHsapf+LDwNmrtybRlYu
7Rl/4algJ6d5M3t4Xr0bkkbsrz3o+CRVPV4ufd2KjdOJz/g+dcZ2VuD0pp/T
OmSnkaTjKze+aZdK7IpGdO5UEU0su+g4X4tOIqErW1woGBFDbLdOcpr5xhpp
/NqxRL/9iB2fvnmi3nfH2NRKiSHrHj62VpYk0bge1LiXsVmGCG8YuHNBi7Ux
pKalS7xBRyFOBPSupWllk2b5xZC3HcYb2j0pR9/HXj1m2MaP6pXbHU9M2THg
DzHu88jueaJaj/e4uvfWnt90v77brHzK7d/a8YUQp9ntYELmz4l7yejl09R/
Qr4qkAvN2vqEly1cSHz2tHNt2FmJL4/6NEXU9Q7yiry+/fhJJb478dvlxXZP
UMtrdaS/b4cih7653TrVEfJTtUkaVml4pgC1HKyzzzRZRZL/bGweFlOCym5u
1i1PSqd2UOCPt2/bN0jpJ+Sj2ujm/KKBS6laH54SuBv703UM8rYgboC5j1Ml
qt9xz+j/bsYg1i8ShfpLjhouVM97SdXvfP4qp9J5NhPcKpF0/5KVpoESvHFe
08D2J0V44MOaNfpFSfDt2kv99p8S8ld1Fqsuhqv5wvTn+XOe5wvnzHOHHB55
OVq9/7vZq8uIQCGfVdBwcctrmSL8fu96z+N5Cmyy7wyy0hXj1/sXX9xjHErS
7e7/V95OghtPtHm6c3QBlXv/mvc6H7VsGj/zRh8JXjju1HmjviHk3NzXc5uM
l+FrWTYOnUUh5EsT9y8vJ8rwrgVrH0+/Jcf1v4Qn/ryv3v/P9u+2upGcy6Mp
x+vyDxjYnZfhLfubPVEMC0dL/T+7S98r8Aaj96ULduYhvZIR3rGJwvcccs3b
bbur5hs55z7UHDhbim/YHjmanil8f8Fr4o/tOYHCfn1wbkUXy+1CXFyjjDlX
5UUp5PWAhjvP3ldi5wsfvopqpZLx4XbD37WNJRGiJP+Y1fHIfVyvYVsvCPml
DPcfj/RbFUymlwYcdp7lgRbXcbUobhNG9Xg4P33W80KbLSWE0oOidierha3c
0K+Lkm+hsiB6/j38TUyfdmbq+1stjpl46ANa3tvxha5NHPlv58iAaa2i0XTz
7xbD6iUSoxoDRxTtjSH+gaVLdpkmkLiLUVOzz1bZvzKE/FKgl72ss95/2+dE
0sB62doDReloSr+55RMPRtL19jca2NE2grjOqX0gyFqGj4wY/bXL2VB6/6pj
d83i3MOI3pShA+ttEuHWA5/ad9zoQ6aajvi1RE1nvx7uPjLl9A8aj5zT9S9D
/k4UTh8mj0oS8uIYZXYadvhOGpm0fMNMo6d56HZ7q6c25/xJrbOZk7u5FCOP
i96SechXK1/U0hM1Nhy2KUdzPc63dnX1RSV5S48XNKtAypt/D/h50XN7oK/c
3OrwurF3Ofrl0rSu5+Bc1Hjc0FnmC8vQ6My/ETG5yFXPaFy/7UL+qD4T//Sd
+KcMHUppNC/uh5Bf6krcwFNxAxP5fA6kofS+2fqpYlw4psxkQo0EPn8C6Rv+
qFPTHUJ+qQVTtj0xMZHiWbaKVbYKIb8UxDErsuYuGWgpxcu9Vjb/4VWJDMzf
+Pgek+J7Veufz0cVzt3/0mRDv0kvhfxSDdN3TTxlEkuWNmt5wrurH9nR2qlO
kVq/GWf0aWfANW8y4Eif1Ovq8uAZH39FHvpAxJdTJf0Hx5L2Dl6FM7A36dBm
0ZUf6vJmy1wyJeNDkPyi4/ybDW8Rk0nO80hpMMKyrz1OSm6RIyEZvQ9djkAW
DcXuq2fcIq3m6ve97h+B6vwl77m3aFz3nav7VyseXaHnjwdlzR+UFaEilx69
mvbzTgSqK33WdsemQrTTrrwkPFItD66iPZc/CedvZS8OrZnSQUU+dSXWt2t4
ktjZV/LcRquIaIz1+OYdPdHp9Iv9x7U5Q7x2H55iaV+KGmYcj5nl5Imcx5wb
kPFbhqd/WD7iomUIatw75VY/aSJJnLzkyZQNBahk/Vu9id2yUNQYp++rhpWi
kTE6tWYWF6BIi/+a5FwuRzOHzlzVtGM6WmX0yOFNgQgPtVQessgIIP/c31uE
fExeu5V11pvJ8a46BtkbZgrf44Z9/4AV9bZHqPkKzXtS9KxF0TMb9LFzSOey
0gR04IapZy/VNRLvuTVB/Yda/iu/Tu1Vrlcfv7n62AuVJyysSFgYSc//ly8e
pjNhahzZ1Ljv/BF6QWiW6aqB+WX70bj4siz3sbnoQau+OT+jtPPjTFz+ob/O
pHz0PG/Sjk7vPqLO0nP7vTzz0KHv52x6PvqKnh1ZV+dtTSE/ztFlZtudfhaj
QQ77BjjsS0I1emxV/xWjTiUN9/n1TkazIh9332RXTOMkuwzUf20xJpnu9x37
531Z0UzAZevHmwzcBvynEE1bsW3R1BvOVO/wWOOdN9KoiOYx6J07aMXQr2X0
3PWRjE2nnX4K3zsZjJJCJ5UL3xdZXtTmemtdIV/JXfui3I8dhHwlC0/P6JjW
U46jpbEp9RRBZEbhw4HbJ0nwhD3Tfro9jkLpEXomBQkK3C+uLE7aXoo93v+a
6H7Dn9pRM0/UuVecIqPrzzhe5Zjncp78H3PuPns=
     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY
le1AOdAMl/aMbDMUyZa7I17fw3ven/X7/T2/50ndkL9+R0wURX9QGhtFJ8ZE
0RAf5eM4hhJ5b1wUFfP0sVG0T9yDbtQiR20vD+pXxkfRJ67iIq63/5EP8REc
RqG8y3wBT7NbI+5EB+L0T6pnqceK053zQV7KS/Wf8zOk4b16CWeot5nN5Kf8
Tv0gv+Vc59SJk3gO5qJMXo4W/ST7zeH88JxI1E/ADWdN5ikoUi/GXXOJ5u9w
oXwXLprLl08194TfIEXtNs9WSxY/Fh8wO8D7+TUXqN/iic7LF/9Q/4kRfMc3
/Ap3mMnmVZjvvHlYbr7d3rB3lia/Jt+OBeLrfA8p+o2cwBd4Am/hZL7PD7AT
o+EOzsMs+1fc1yq+yl/1toqHeRv3ow9ZWIHxyMZKFIZ7w/fBzZgR7pDP5FZu
wyNUyMsxgIfyMm5Bk/gqL/QbmvgybqJMPd79FbxIbzHSscdzVOOLerv+mvBt
8OrwjPqXuEpejUnmSsP75Lrwv2O3vXF6lZxhPhNLUGumBiPqe7kqPIN6jp1v
4o12/uIfYtQjDOoNoR6p8mpzn8U1fMrc6fBNh/cpP8O1vI470YFR+TJ3vcBL
5NptUP+tvom70I1e9OAszmEz+tBgrp/PoxF5eBXm1Nc66z9cm4bC
           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{2, -1}, {Rational[159, 98], Rational[62, 49]}, {
       Rational[1179, 1274], Rational[732, 637]}, {
       Rational[119057, 124852], Rational[4707, 4802]}, {
       Rational[1632101, 1623076], Rational[802513, 811538]}, {
       Rational[159611973, 159061448], Rational[6126773, 6117748]}}, {{
       2, -1}, {1.6224489795918366`, 1.2653061224489797`}, {
       0.9254317111459969, 1.1491365777080063`}, {0.9535850446929164, 
       0.980216576426489}, {1.005560429702614, 0.9888791405947719}, {
       1.0034610837944842`, 1.0014752160435507`}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.79052324941943*^9},ExpressionUUID->"c4d984a2-8ad6-487c-8a04-d0af0382843d"]
}, Open  ]]
}, Open  ]],

Cell[BoxData[""], "Input",
 CellChangeTimes->{{3.790521495985477*^9, 3.790521500727626*^9}},
 CellLabel->
  "In[499]:=",ExpressionUUID->"4708a87d-03d4-4427-8b6b-a5bc63f4a3a0"]
}, Open  ]],

Cell[CellGroupData[{

Cell["Case 2", "Subsection",
 CellChangeTimes->{{3.7905222412389517`*^9, 
  3.790522250516295*^9}},ExpressionUUID->"96e1e290-ac12-4b6b-ab31-\
8c296626e317"],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{"x", "=", 
  RowBox[{"{", 
   RowBox[{
    RowBox[{"-", "1"}], ",", 
    RowBox[{
     RowBox[{"-", "1"}], "/", "2"}]}], "}"}]}], "\[IndentingNewLine]", 
 RowBox[{"g", "=", 
  RowBox[{
   RowBox[{"A", ".", "x"}], "-", "b"}]}]}], "Input",
 CellChangeTimes->{{3.790521555183687*^9, 3.790521586160231*^9}, 
   3.7905222579868*^9, {3.790522421299588*^9, 3.790522423604987*^9}, {
   3.790522462100972*^9, 3.7905225011840067`*^9}, 3.79052305844073*^9},
 CellLabel->
  "In[500]:=",ExpressionUUID->"55509c93-4044-461e-88c7-78dbae81abe1"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{
   RowBox[{"-", "1"}], ",", 
   RowBox[{"-", 
    FractionBox["1", "2"]}]}], "}"}]], "Output",
 CellChangeTimes->{
  3.790521587905542*^9, 3.790522261716053*^9, 3.790522388138467*^9, 
   3.790522426046768*^9, {3.7905224648822193`*^9, 3.790522526914174*^9}, 
   3.790522598311699*^9, 3.790522676377211*^9, 3.79052306086272*^9, 
   3.790523249505975*^9},
 CellLabel->
  "Out[500]=",ExpressionUUID->"7525ad8d-4b68-4e04-afd1-bf855c439383"],

Cell[BoxData[
 RowBox[{"{", 
  RowBox[{
   RowBox[{"-", 
    FractionBox["5", "2"]}], ",", 
   RowBox[{"-", "7"}]}], "}"}]], "Output",
 CellChangeTimes->{
  3.790521587905542*^9, 3.790522261716053*^9, 3.790522388138467*^9, 
   3.790522426046768*^9, {3.7905224648822193`*^9, 3.790522526914174*^9}, 
   3.790522598311699*^9, 3.790522676377211*^9, 3.79052306086272*^9, 
   3.790523249508362*^9},
 CellLabel->
  "Out[501]=",ExpressionUUID->"6a4cca38-f78e-4df8-b2f6-a7ba4ec21f23"]
}, Open  ]],

Cell[CellGroupData[{

Cell[BoxData[{
 RowBox[{
  RowBox[{"path", "=", 
   RowBox[{"{", "x", "}"}]}], ";"}], "\[IndentingNewLine]", 
 RowBox[{"While", "[", 
  RowBox[{
   RowBox[{
    RowBox[{"Norm", "[", "g", "]"}], ">", "0.01"}], ",", 
   "\[IndentingNewLine]", 
   RowBox[{
    RowBox[{"mu", "=", 
     RowBox[{
      RowBox[{"(", 
       RowBox[{"g", ".", "g"}], ")"}], "/", 
      RowBox[{"(", 
       RowBox[{"g", ".", "A", ".", "g"}], ")"}]}]}], ";", 
    "\[IndentingNewLine]", 
    RowBox[{"x", "=", 
     RowBox[{"x", "-", 
      RowBox[{"mu", " ", "g"}]}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"g", "=", 
     RowBox[{
      RowBox[{"A", ".", "x"}], "-", "b"}]}], ";", "\[IndentingNewLine]", 
    RowBox[{"AppendTo", "[", 
     RowBox[{"path", ",", "x"}], "]"}], ";", "\[IndentingNewLine]", 
    RowBox[{"Echo", "[", 
     RowBox[{"Show", "[", 
      RowBox[{"base", ",", 
       RowBox[{"Graphics", "[", 
        RowBox[{"{", 
         RowBox[{"Red", ",", 
          RowBox[{"Line", "[", "path", "]"}]}], "}"}], "]"}]}], "]"}], 
     "]"}]}]}], "\[IndentingNewLine]", "]"}]}], "Input",
 CellChangeTimes->{{3.790521600452664*^9, 3.790521728228993*^9}},
 CellLabel->
  "In[502]:=",ExpressionUUID->"37d8de66-deb6-4881-8d0a-9c77b7d1edd2"],

Cell[CellGroupData[{

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk
u5tLd31XL7Pn2b1/ns+H5z3v7+6eczZmZ2ZnZue0XbLBfLlEJBKN1BWJ/l41
/7IIXF3Whb1eF5ZIcfjrfz9QfL7D2LMdxn6g2FaDEeBQTX2KNTCR4sp//zIp
/nf72TyKTf/CDsUUr/17++tyrlyM2fdJMVtfTrHmqsNhoZ/8FfoLGPoLGPoL
GPoLGPoLGPoLGPoLGPoLGPrLlosx+z4pZuvLMTtvOri6eeT7yV+hv4Chv4Ch
v4Chv4Chv4Chv4Chv4Chv2y5GLPvk2K2vhyzdKmDq6NTfh75fvJX6C9g6C9g
6C9g6C9g6C9g6C9g6C9bLsbs+6SYrS/H7LrTwdWtQ55O+Xnk+8lfob+Aob+A
ob+Aob+Aob+Aob9suRiz75Nitr4cs3xFB1fHZ/h1yNMpP498P/kr9Bcw9Bcw
9Bcw9Bcw9JctF2P2PVLM1pdjlm/q4Or4KM9n+HXI0yk/j3w/+Sv0FzD0FzD0
FzD0ly0XY/Z9UszWl1MM/WVxlhbf5PkKv+54uuTnje8XYP4K/QUM/QUM/WXL
xZh9nxSz9eUUQ3+rk4O8nOD5KM9n+HXI0yk/j3w/+Sv0FzD0ly0XY/Z9UszW
l1MM/a1OzvNykJcTPB/l+Qy/Dnk65eeR7yd/hf6yv4sx+z4pZuvLKYb+VqfH
8HKel4O8nOD5KM9n+HXI0yk/j3w/+Sv0l32fFLP15BRDf6vT03g9hpfzvBzk
5QTPR3k+w69Dnk75eeT7yV/Z+YX6corZ+dXWQ3k9jddjeDnPy0FeTvB8lOcz
/Drk6ZSfR76f/JWVR1La3+r0bF4P5fU0Xo/h5TwvB3k5wfNRns/w65CnU34e
+X7yV5aetfcRvJ7N66G8nsbrMbyc5+UgLyd4PsrzGX4d8nTKzyPfT/767/ax
seTMv6sfOqe5UqypZ+teVQ/B74D5q+b9aVqY/T2HYs14FHD1SrUw3FehGTCK
Ne2RYMDt/42fDPPl8B4oB6y5KijWzG8agSvQA2AYL8AwXoDheez9Ovh/P9fW
HTA73lmEG3ctzOr7tF30fm6eaDm0l61v687PN9At/M5fobw6umD18zQC8wnt
4+iGlkP72PrQnjTu/dXTGawzoAP2fTmcHlxAy1m6SOToP4frp/ZzeTrnr+z7
cih9Ax8A+obnAIZyoGd2PCSUjwB9QzlgVh9WYHacFJhvH7suSymG9gCG9wPf
gvfxfIx9vkKrnF+P8F6Wr5Uifp0BPf3vdUfpjGKgL/4+fp3z64ujd4pZeg3j
2pdI6wOG+jx9AQb64u7XokeWHvwofUB9Vm9I48pzEEsPBRxWYL6c1TtKKQZ6
AAz3s/p9mpa8hHbDOFfHV/hx4PsJ7+Xr8/0GzPYjjdtXpHF6dxqnl2qPI/v+
HPo8wPA8tlxM1wPIa7a+HPP3wzywenEBvR8wq1cVoIh//+NdRW+B6NS/5zoi
wHDV9CNe66p5XgbF/+C63Grr8VeoD1gzfoUUa/hFGfceEebrw3OgPtsOEQas
6Y+EYs14ySnWPC+KXjXlKfQK7wX87/Edsilmn5uC/r3udT7FGjouofdBewG/
+ndDBcXQfr6cHTcxLQcM5Zr1J6XlgPn7oZ1QDljTXgXFMJ98/+D5MB98e1h+
IOxT1mvGk8BV0y4l5n/n6RHmB9oD6xrmBzA770I5tA/K+faz8rKMYpgPlv9J
6PgCPfHzB+ME9Vm6kFMM/Yd2AYZy4JOA+XFj9yO27uM080RgXUM58FMoh3GF
/Qur70XTcl7v4+cF+DfwW+AvME/Az6Ec2sXxCxKiuQ9d1JQTmG/4HTDIZZ5e
oB5gaC/0D94Pz4f2A4Z+wnOgHDCUw/OhPex+PY2uE37dAD2ydBJPMZQDvwC6
BQz0B/wAygFDOaw/lu+KtfaVPL2x60PJ7ZcUtD5gWM9Qn+XLSipvAPPzBnQA
GOgEMGvHjKfz5aq5amGYD8AwvjC/gGE+AfN8hZcDgHk5wPMVHsMV1i2UA+bn
k1/fME8szuL8d2nQL1LdfbDeod+AeX8RrA8oh34D/t/+iEDKL9j1GU3rAz+A
csBQDnQA5YBZP4XAh1j7WRp9HswLq98kcv6eNPp8qM/qP4n0fey6DeTKEzl9
L15rXbPrMYNiWEeAWftbGpUXrFyTaNnBWH4jxyx9CnYzkEewXuF5gKE+v54B
w3zD7+x+CewVYRTD/MO4svvXUopBL2b3r6UUQzm7fy2lGMqhPTDPsP5Zvq1t
J2DtysI6Z+1LsRTz/Bnuq6pHODsKYf008QT4EIwntA/u4/kXvJ8dV+EK/YXn
wvN4uw2/r4J6cOXfA5j1owlyGNoPv0P9/z2Ogt2Dt5PA+LN6WBRnR/CjGOqz
/DOKs//FcvaIRMpfoX2gj8J6AQzrBfinBhdy662Uyj+gA+CPPL+FcYL55+QM
5X8w3//bf51Gy6H9MN88hv7CPEE5q88k0nEDzO6vc2g5zEt1+x4YL3b+BHnG
8o9owsphER1flr8VcvxLwDDesF649ce1T0znC94H97P8tpS+H8rZeBiwU0TT
+YX1DRjaw19h/cP8Qf/hfv4KcpjlIzkcf8jk7BoFWnYPaC/QIcjD6vbtrP6e
Q+UnjCfP1zh9mo4PS9eCHZ+VmwX0/bCO4fnQf05/o89j5ZWwD4X7YD7gPlh/
rD9G4JuAWb3G1p3VVzLp77xdnrez83ZttjyHKxfslsCv2OdLqN0S5B3vL2DH
X/ADVGfnB8zZyQkn7wjHT2l7AGuGS8HhAs7uWUoxPI+1cyqoHgHjDfoCf+Xt
/jCegOH9gGG82HIFxdAe1n8B6x/kDe0f4vvJyyV+Xlm6qt5vVR0d8OPGyzVe
j+Kv0B/AMB6sXFTg6uiO9fcJ48LRgZafjferVafX8XQN7wMM72P9drFafjze
b8feL8GA+Sv0n3u+Fl3ydAO4OjphseDXYPmgQmse2HFTaLWTvwJ/5Pkd8FXg
x8AnoT7wfxh/uJ/dTwv6AfA/DX9VEbh2/PeedML/rnmesM9nf8/gcALFGjkU
RzH0B8YV5CbwA5gPFifT+zXzl0oxyEHArL4l+BdhfMT/nudbNR4qqg9AP9g4
0ur9QrzfBzCMK1teoIVhHHm/CZQD3bJxRGlcnI2wruF5bFxKGhe3IaxLeD5n
H9Dyo3H2P8LZ+7T8ZDAerHzK0cKsnles1V/ArP8klvaPrS+nmOc7oO9DOegZ
/PtZOilHPJ/kMdApvJ9/X3V+P17vgPbwcoXH7P5WqvV+wPB+FkfT/SPQO2Do
Lzwfxpvn09XxbXg+z5+g39z8cP7hWNoe4GfV6VX8uoFy4B//Xq/WZ1l+XsDF
0xZweoq2XsPG0wr7Um5d8nYETj/IqlbvYu1b/LwKmN/n8nEDvJ++Or899B8w
tI/VD8Kq1QthPNn7we4gofFO1cUx8HELsN6gHOiPtRuJMXu/FLP15Zhtjw7m
+8vzRVY/CdPSe4GuWX+1BLP+amE8WLtVGKcfJVIM88XHcfBxE/z48HpedXof
9JfVi7O4fUWYFt/n4/egHPrL69l8PB+rxyRqxZ3wcSmvq/Qb6G91dj+WjhU0
3o0tl1IM7WLbq4P58YHngb6g0Ut4v4WSjhfUZ+PtFVp8nuUXCszyC0GfhPow
XlAO48Xen0brw3ix41FMMRsvoB1Hw8YPKOj4sffLKWbbKeilvJ4A48TGw4XR
/R7rp9Med8DwPNBLNeVxVfw8RktO8npNde8BzK5/Yf5YP2tc1fMiKP8DeQbv
g3aDfgz0AvU13Q/k/N9Kqs+DPgsY6AbaA+Wa9ocQ53/1vtDxgPGBck1/Uqm8
hX5WjZuWvg31QH4BHYH81LwnF7F2rBwqr0C+atr/peq5WbQ/bDuEK+s/iCb8
PIK84vkYfy4ExpnVC8K0+BzQO6+v8ecMgK54uQ/rg9d3eL0f+gHz9q/0dT53
XqdAS88EutL0q5BisE+y8eWlWnox205BX+DPA/D6QHV6NYwLL9/5eHxenlen
l7PjKvi9ALP6pkRLzrNxWfJq/URQztrjhThn3j7K0b/W/lTznhC63vi4CD5O
GsaNj2sAPsDZg7XicNlzTVFafmzAGj4SQdsL9YF+2P1YDqVHWM/At4APAObj
kqE+u+6iEOzngT/CcwBDO2F/zcZ3ZKKof891o/wC3s+fU2XlajTh+Qq7Twc/
ZSph5XsgbS/MJ7SXxzCPMN+a3/0p5p8H8ggwjA97vlhF6Ya3a8C6hPkFugY6
BT8I0C/0D9pTdUUGmnZW8b10dPVfvdtV7RX2S9AezfPAPxWEAGvqR9LxgPpA
l6zfXELlLPjTeDkLz4F6bH+iaT2YV6ADeA+Uw3qCcqB/TfuT6PzAOoJ1AO8F
PszGOVA+S6A/IC9Z/3g87R+0G+QeYFgnrN9Ojlk7nBizcQoSDPQAfB76DfFo
0G94P9Af6y8Dv11MVT8TuHixXNpvGAdYf5p62Vw8TSH1B0G7YBygXdBv1u8H
9kgRnS+oD+3m417YuLtCWg7PZ+MK47XGDd4H4wb1Wb4L+yeIzxJpxUmxcR8S
Os9sHGM8nVc2zkGKWf+sXMvPzMaXyjH0E94H7YL67Pk54XmwHtg4VCX1Y0J9
GFfebw31gY/w+ijwGdbvL+j9bByhsL5BfsK48Xxb0y7hvazdUs7ZLUE/B3oL
p/wtSEO3lD6AP/HrHviipn1FCN7L6gPA70Mp/+PlOy+vAR/X8Neq+/K0xhWe
B/IQMMgboH9+nwKYPfcm+DVhPbPjKvBTuI+Nd5Jz60OgJ2g3G0+tpPoWu7/L
0bIb8XYVPu6Uj8Pk7SxseY6WnY23K/N2cfYcHNgjtO3irL5N9VMtuxJvRwf9
k7UHUjuzVtw9H2fA38/bPfk4fX7fzduxWfoV7LrwPHa9FlDM20Hg+YCB/th9
jILSM7/u4Xeox/qXBH4C7Yb1C3IK9quA2f5kEVbP1Y4b5c/J8XHAIG+4+A2t
OCbOn4ZYPSWFyk2Q92xcpGDXBf4K98N6Agz8Hu4HuQOYt9OBHOD1Jj7uGdY9
9AcwtI9dj9pyHHB1chwwtBeeD/QF6xf4Ga9HsH63Um79l9ByaA/rl1Rwdllt
PREwzA+/72b1KRm3r9WW26w+JuHOLYsxG1clwVxcMe030Kfm9zyqx0G7gD55
OQDjAO0AzJ9T4s+Z8HHjLF2LMBtfI6J6I2B2/kWYXUcSzM6LEB8A/JL1G4mp
nsrGoUfRcWPHQYjD4t/HxoEJfq7q9GI2ri+Kyj+QL3A/0At/ToY/F8O+H/Qu
uda+GdoL9Vj9WYFZe5qS9gf4OxvHqaD9AQz9gfuhP3A/9Ke6uH3oD9zP+01g
/tl9mwiz+qOEOzcvxmx7JRSz46rEbLt4fTOLygPQ50Be8PEHbP2MKj0yk8YX
QLlmfBJpuWZ8EijWtCOO1gf9DMo1OJmWa96fTMtZPS+ryi6RyrUnhWJYn+z+
M5M7l1OgtW5ZO4CY078lmJVHUq48kJMHYRSDvGP5uQSz9YX9Lswbj0G+A73x
dg02XiNaK06AP58A/Wbz4Ygwf+XHgbX3SDg9Wsz5AyT/776c9e9I6HoEzPpz
JNx6hf1cPFeeSDHICcCs/0bbrsLKBxltP5TDeAJ/Ys9HyDk7txAXABjaD5iN
kxfKWf9kPFeeSDHQA3/OgC+H5wE98fsZ+B30AMDQP8DQP75cc5sCs/ZPJZXr
gIG/cnYr7lxTotb+iL1fOAcF88nWL0V8PwEDXwXMX6F/QAes/TqLQPwSH3/F
5mtRVdGLnPqrALN6p1AO+wPNFeK/wE+XQbGGv8bQ9mjeH0P5n2Y8oylm9Ta4
T7DDw+9wBXsfYKAflm/kUczbbTi6pXoau08uphjoA+Qm2B009fI5vbuQy08G
61o4N6J5TkKVvBXsu6DfsX4ubb0cxgUwbydk/fPC/cDf4H6e3wE/Zc+tUL2f
6oPQH65ci//wejVrN4V4EcEeBpiND5Fi1m4o4fzZgj0P1isbT6LQOkfA6s1C
viJ2vURw5+0iKb1q1kM4R79f6P3VnWPk7c/wfGgPy+eFOByYZ3Ydl3PPl2rZ
i1j9geZD0LIbAebzrrF0U87tB/M4+3Yxt7+TcvFtkmrlKrSXv5+12yq4uBtB
j4b7eX8Y+MehX4BZeSf4t2F9su8pofMA9M7HAUK7YZ7gfYCBHmBeWb1IxNnn
xJw9CPK5RVF7ONATYD5OCn6HK7sfkXD5ucRa+1pNsZBXAugVytl9uuBXh/XK
9lc4V8Weuyqn8h7WN2+vZuNShX0/G2+l4PaTCi7eSsHFVymovRPkGetvVmDW
ryHEx/D7If4cLp/3iT8XWd25ST4OmT0/EsbxAyHOjo874uPSeb8vnyeL97Pz
Vz6uio+r5+OG+Dh2KGfPHwn+S16/g9/ZfYIOlT+AgZ//7+cI/n1eb4LfNe2L
pfwb+CK7n/Oj/Jz1k4J9VUX1HTa+XYnZ+rD/VHH7QWG/Cvse6Ddrz4P5/sX5
cbXztkB9zXj50/qwPvhz1lC/So+i9WG8+TwNUF8znnG0PugvrH4Xr3Vl5Q+N
36LtAz7DrucC8GdW8T1Bv4L72XPv0dw5W+EcBIuBLuIonwY6hSs8h9Wvbd1B
vwa/D8h/wLB+2X1WSrVxEMBX+PPSsH6hfax9UcTZH6vje1Fa+xrNuAl5aFj/
hHBl+UMJbQfcx+ahEGv5LQHzfBP4D/AHaA+fx4a1K0loXCL8ztr7JJjVF4U4
UPid1TflmNVH07XsQYA11ySeX3B5euM5+00itx8R4gRZPSFNa5/FxitF0/gV
wOx5xmhSnV0FMLQHMB/XDfPCrg/Bvs/OG+93EvwLbJxwGWL5fjnFUA58FuiT
XWc6Wvt6Xj6yeksGx98yEevnzKD8i/UrAz8T4kyAr4C+yNq3iym/BTkE6w4w
lAP/Yv2PxZzfStAveXs9jCubn6YUsfYeyAMonIPn9UKYT5hHWC+AYZ0AZu00
ImqPAAzjxdJNFtUnwX6reb+YyyslofXZOKGQKrqVacVts/s2ebW/s/dBHJpw
Ho/VC/i4N8FvD+W8XgP3w/hBfRg/wFAO9wMd/+9zcskUs/wC9AqBDwDfAfoE
OczJVVrO8p0wrfhhsGOw4y/kz4ByzboLJe3+Pe8T3QeCXNa0D+R8NB8PR+eZ
zROcQfkRrFe2nzkcv5Jq2Tn5+F7er8XaPcWcH0aCebsZrFd+nw7rl8VhWusR
1i8bB1qitY8Guc3Ldf6cFZ/3jbXn5GnZd1i+DXqgYJ/h99WAQT8BzPIPAfPn
bHj7DZ8ng7c/QzsAA92CPgX0AvoUYIiTAX0T1jerDydqxcOy/pYIqj+yensK
9TcBHQC9w/183haIl2P1fFt3Pi6S1feEuBSYNz4Oh5Uzgp0dxgnWBWCgAxhX
oE+oB/QMGOSPZlyzqV4Hv7Pnxwq18uCxdgYhLyMr58WcfUSMwX8H8gDqA/2w
592ltD7IA+BjILeBDwIGPgT8nstzQe1bgFn5J2A+nhjGB/gyb2+tLo6D5zvQ
fj7OA/rL5sOidmrOflKoZQ/l7NpcvvRCOj4gl7jxovwb6Akw6+9X0P0s7JvY
uHhBbwM+BpjPT8RfYT1o6DaBrmegf3Zc5dy4ybn4umgtex/vX+LlN6sPKKm8
5vkOjA9gTT04jxRUbV4E0AtZvVKIS4F1CftGTXVB7gE/gPZo5tmfW//+iI2H
zuX2iXkIxgX8FcCvgU7YeNTiqt+TqH8C+LOmP2IMWFMOek8cgnmB9QfyHtrF
+2X5724BH4B5/v/OQfF5k1h7s3aeQPbcjZB3GdYPnzeQ9eNkauUJ4ONg+PNF
vBxm45TzqJzn5w0w/50TqA/zxubFFM55AF2zz1diPk6MP18AcoqVS8J5IeD/
0D6e//H8DjBrP5Vw+woxt+8QvkvB2hMltD4rLyXcvkD47gGUQ/95/svzW8Aw
nuw50jKtct5Py9qrM6n+APyS9xeBfs3zCeAzwBdgvfN6MpvPI0wLA3/h4+Lg
faAvsOcaC7h1kYfYfbiQLwow1Ifnw3iCfIX55eP7eH0N7JyAgV7Z825pnL6b
wvFnwc7HnpON1lqngEH/0zxXwJpyGaUvPh4L5h3Gk6WDCATyEvZ3gIE+Yf8H
+ijEFcF+qspvTvdXIJ9Z/VmYX/7K9xPazeavLeTkfUG1cZj8fgfWK++30zw3
CrHrIY3yeT5PHmsPTyP8uTlYL6wc087bycZ7JtD1w9nhCGe3o/FiVXKM8n8+
7ojdb5ZpfXeMjePL4PZ1GdV8d66U2ovYuMdAyvd5u4emXKFld+Dj7GBfDPTC
n3eE8YbxBfsj6N+wDvk4d6AnmGeoD/oBYNAPgG7Z+JJo7rxwIOUnbLx4Drd/
FvR6fn2zcecRhD2HHaFFd6zfIo2wciyF7tdAH2LPeQh2C9YPJ+TXB/7K7n+F
/RpPl+w58jjafj6OEuYfMLyfz6cG4wi/s/sbW3egb+DD0B7A0B7WbpRC72fz
KiUS+YZV3ZMrhfOBuX10jpVMVlE9487NwA4176koPQ2vXzGhqE8m3VfveH64
tv/PKFrfYL5fx/l+CVT/VwbcOJfyWIg/gH26SxU98vEEu6wttlpbBFH9sXPG
aDzO7QyJDcpOK7Iq0zrPvcZi4chXPz0o3xzuMk7h+1T47lp/ec/70QmfqF7z
9Whjw1k9f6HPM3ep/7S/Y5XyYVheUY9w4dxFzdZhW0tikGnWppoLJr2nehWM
36E61yd+6Cycc/lXfDcPvTsXkPNFR/u7i79eFq8vmgL6eiZKdmx6e0uPUnTD
6mCXnNmFtN27lLoBV3qqOH2sGN3ts2bfsoEVtN60MU/mpK8X/E4/jw1oH2kj
5A3v7pz2JmKckNd/SNeAMCyXsPFzCcL3xTzalB8Z8FP4rti1yb3tHEcK8QKN
zZqbtNAV/NTO641GDU0T8hbrvD7llD1EyF8Retw+5q5KjuXxV3Xirwr++QUZ
rsauhbloRMdTR07rJZMf9RrO9x4oxapykxfNnyeRpjvOxXZ1VaH7H0Y3Wlwe
QXQdTQM/tZHimREXZGMCIkjSgR7JB3oUofpTezWc2usVUiT0Ox9kFkk8juQ0
+76mCBkefnn7vpkr6v7r8vT3OWXIEvV4WmNZEgmNOD1+jUSMM8/0bqqnnn9v
U/u8LykifMI5PnRDoRL/GV2jg6SFGL/dPbjulv7JJDRn+qj8RlJc+/j+60Eu
CSjLJGja7w5SfNIo4Yz+zHK0JuZQxm8TKd7Z7apVt6sJqOWJFeo/OTa+HH5m
UesitCKy3tnhfeXYZm6414qQSLLasLfk+Fkl9jj0Jc6l+DWKuFVsNeScEr/a
MKv0yCvhKml1+NRzLwXW3dZgsIdBGtm99OMyxeQ4cj/hJxk+Igbd2n83a9XP
WFJ1RX0Cmq3uv+EWGVJ6ZdQNf+G8sLf5qJLmuSrKF0jd+0lLK5T4ZEbeWY9g
FYGr6bCiuPUvVMRcr8K1+RMhf4r7mCZrWv5QUX7UtF3Lz10HOFXN492q8z77
jLecc1neYLcvitFv6iV5f53sW1rL6sJIf5Sr6tOtjstNolqR1WTdYPU6Cj1x
YWuaPTl2dmabxDFx6I+Hz/tewTeJW/r1BovXh1L5sK9Le7vVX2PJ3dYbjkZ+
j6Hv13t+vsnhFZko1Fx//Khur6i88W+9+fz6hV5kJRqFvWKz0EOdaUv+rPQj
Rx1HdJ04SMhrYv/4xIn+TWkeENJr/+8JQ8sF/tegRPyoxa2bVf3zMAa+ObJv
4NEvJb5UflC/c/GDQcGPstTr8MoBx6U+aHJh2sF5gzJIaOpom6/NApDo6tpZ
xwLTibhvgwdrfsegdfdvf96QkEa+FIpa3b4Vi/SOd7To+yWNrJ1Tf+f+Y6lo
veZKgi1e5/XonI0sTEztvQ1TyLXrZ5v9Ni1DCw64zE5rn0FSKkZceKiqRC+d
8+U1x6eRI0vFr35/FGNHx0kr1sxKIRX/KSd2qSnHpm+H7x4wMYMcGHe8T3b/
DJJu221w6t5oYua//Xrvd1Yk1Uiv+6OWsSTLc8fcVgW+6ENOjPWtmzEkcVrj
Bh9DolGS5kpq6haPLlpdhrJ/LFx1f0Q8Ma84/WhqQiVK6dTFZPeeWJLksfTz
c6UI92oTfD/OIpYMiRmUv9RPjIc0rtWq3fpo4uw9PGPxIQW+9OSx61SHOLLP
coyvQkeJ3/YsLjxWGkvsfo/P3/yhBP33xrerUYE/iXg4qt+tADVfzHpQ7JP8
h4w5Y1Wet6MSua5qfayory/ZEzK6tmSrApt/yYjcvzaAjKk4sMSjlhK3eHg4
8+GfP2TZ4btDLPf4EEldlztLJz9BT9+rJow+8ZUs3HIx9YiOQ9X8Cv+OjviT
WD8tFe1dPencgmm2ZKpDDz+noDQ0+8aQFyZ7j5OgGTfWSqU56Md6p9Vjj51B
pdKkGS9y89GSAScrHhc+QWPN2ky5I5Pjg17725+4+IS02DftfEMXBf70w3qE
frezyDewT51Zx0S4Tfi0Yd9q/aD2plNV+id7XskPzWw+qM+P4UpcZ72f/aPH
0aixyYLuDTvEkaLi5bJE00I0c0z+FL3H/ki+POtLzvACFOmREeaRodZD3j5V
/5WiM0NfH7b1ukV+rry2UFpWivLMv/mk6WUgn5V4SYvr6nFuWSPoWXA2inv3
9GK3yFL0oe7Ok2cT0smgGQfTC+ar9eZ2yT2jYvzItyinqY3ri/CN4U32ejeL
RbsG/hh5UVeEu37O8PtgXoaeZe/VyWtWicqr7AyVVddOuE9EXpIYr4pv+Krn
YhHeNWfF07fP08n2iV+POFyR4GFpqfGZn/8Qi/l2Ze+2SbDpb/2Wv/V9UP2W
f/9HjH0z0/wlxX9QF+88r871JbjjpEHLzO9Ho27NfFpeeSnBc7v3qj1vYC7q
1ibA/5i6fmTp0W3WbwvQ7ohNvexnS7Dlpd+pZhNK0Ji+l44HhUiweFCm/g7H
NPLkYe+c7XdkePnHE19HOviR8uuDDX3sZHh+3MYaN/r8RF+GR29a0E2GF8aO
72Xo9Qetyn5pZrpEht1TVuf/uReNQoK8xkeUyHClnknw2wfZaDayGdNguAz/
PPFzVfObOejwhV+uEy1k+JfcbVjDTgWo8e52C63SZXh6rOjzOxcJXngiNPt5
exlusXFMuP5W4Wr4fPmYQAcZbh7nIXbfI8PzynuN22OvwLvfDDkz0EeG0wZe
eeB0Ko74bNqw63c3JW5y/kzG7Qa+5N7OkQciziuwxeI/XXo+dyDGbgc2d+39
1y/Z55mxVQCqbL3AKdVKgSUn7VfUPR2Drp77LM6tocRLp+WeWL0nG904/MJJ
z1qByzdLZ9x1yUGi0RX+3e8q8AjrZz5mIwuQZcpGwzIDJV4ytkfevSMiPLXD
0w9fpinwx7YRU4e1kODk1Ru2HX+mwKsMTKIfrpDgyDVJK5PfKXBC6DN/20ky
nBfmoTBorcSJXwM7Di8NJoeP9XX4/EVF3vZz29wkw5+sKxxdV/FMReZ8b77o
hySKWG3tvb3IIRkdS4xruChSRRLz/GbuVMunSUeymuH96eSU0W5P63QVebkd
tThwO52MuHHs2b00FZH2qHmuYGgmmWv4uH+xnRLrpsTfOXdaiANbNcLwj2FY
AnEMmNzCQ63v4nHD9WudSyAJFZPrm6hxgt4wf0+1fH1aX8djabGK2C0Y3OeV
TRzZ3vBBnbUlKqK0+ZTZw8yDbMnr/2elzhW6z9BcLY23HGpX0SI8iYxMcXU1
Uz/vgU2DBg/aJ5OFJZnfG6rxmcY3DFqtSCWvFhmNtyhSkWXfLzScb5hKEr+e
6tOvWMhvqgwpbiobmYFiFvZTySsC6P5pqvOSGdaPf5Oor7ViO78Uvoet2Y+l
kY1mSiszZYJWvtLtVy6p/4TzSUa1a0e/eJlJ7QCn9Ty+ZSlSyYvBRw//cpdQ
uQ/67bO3ktP1VsRQ+ZhuNNcze5CQL7SHc00bk4QYas8N2TWg7EGPGGqvbVh/
y8wuBkJ8Sv36vfTr94LzAjrYycvg2lrHGNLqW6HhEFslF+dejtrpzv42vJEf
qSjy/FbnsJC/E+6f9N67y7ZBvwm6uVL16qYQb8La3Szdyxgs5B27lzVtW1dj
B6qXevuG7naVO6PFlc42+4dEk2lvrjx4sfc7Mqr1Uf2nHZez4fTF7aKMJGq/
O7babrd+QCraEz9d5DMmku5L074Ql1P28XQerjed3dS/kQ9JsVUMNt1TQu0L
V5p/6/q6cyH6MEbHeLM0hPoDYV66Lkw99P1SCbo35E0dJ7k7te9M2TP8+oWb
WdQ+0UA+RU8+JZq8bOGt/hPsuXUaPeqz0BjiP3RwusWJCzHNhe8ha/R3CX7t
959p1olM6nfvXCO0t/naIML7Sf5bOV68bJ0Ejx24703rWcFa+Q4DPqYuzn8h
+A0O27VX/wnnVQ6F9FD/CfkLmzzFoZ6XhfNOzbd0HdejvnDeab6r/lfbfcK+
7cP5954xb2T49qmFX5/HBWnlX2xf0ereIUcZ7mUUVOfHK+G8Euz3fJ+eFW95
LJyrd8qpH/ukTDjHvfHaszMvjgvndzrP2Ne3IkmBH0VsOB+x4RP1t63+97wA
SpdxVyL6ljyPpPEo7/6SqfwXpTPQc/OP/lk1JECIZ9n6vVHSyFQFNtMZmnqx
q5AfEOZVknB0VbsQIX7F68BvxaA8tZ4hUqIB2RKtvAMTnK720FuixK9Ld9St
d+EbGXjcyV62TkX2fn342fXJT3IxalTytSMqMmG0bLrLnDjypq3bh7P6MSht
5Ih6jXarSK+aBikXGitwxM6rCW2XZpCntYYb9e+rwMu/meSNcowjs10bGb/r
LuTXq3fO8JhXw3hUN0avToyekG8vQNx8i1ntDHK1xpVhdur++nXWe/9yvJCP
aa3i4oCAkUKczcd6bV3fzAogi217n8yb6opG7ra44+H0m9o1zD0s6h8/I+TP
A/vLSF1nrOscjbq32xddIyGU/NVmFnUR7E1JiX//qcibBb/iJw+MIZ0GHzE3
zFTLg5d1C0P1Y4jnpCydjiohH8nGQ3v2dR1TRO3e3Vy/Wj5dKeTPUzRtvGye
bTbadufMpnq/v1D7GNCZQ0vzbpPqC/k3xFvHrzeXhBOdA23Uf9p5PGe7vUk6
OjmUrrOsyQ+RQ8Unus6bNT2+VX+RJ7V/6A8+2HDwwYCq8Zdo5bd732SpTa8v
wajl8sLmywuF/HYgJ7LbxFbkeuQhnd5bdv9XGayVN9ms4YOa0+QlqFTs9+7H
5jh0vv2iPkNPF6H9N5K230iKo3wa5v/gz0yDwKYV1K66Kv7umXOjKygf69Fr
za19p4T6XYafV/8JfjfH3KtXnRsJ+elmF9fYOGOPiK4Xuws39SwShLhG8lTp
ffm1FG951jc+3OKoVr465Fnr0jNr4XzS/IHhwxbZC/EwPrMPxq46LcUTn0Xt
vr6Sj4dJQx2OrP8cEyXEx+w/b92+jYMcH1kwqHnx+ThyI8btW6PNIUjq5ve9
3Qshv5zca9KvNt6f0Nv23ZNj6p4npk2Pv5I5RpDvP7PrhUSo9R2rdnl13CPI
08H6O5RqPafoXWHkzswItDvz7/8UIuPmnS0XP3mExunoN010F+LeVlvdD7Cb
kUrteXOOeVhPNspFy1a8n7jF4iL187WL+6l44a/EnvKU7n6/U4jn083DxDpx
ZM7cI7Oc5wfQ9dJq2Kr+EUVBVP7o1/m7cO3pOrvr3uVtebrwndDgexVbTX8W
oZlWUSr9L6lq/v1qYW93GVauab7gs1Uy2Wq6pE5UkcBP+92ytpFdSSGxt4+G
bF8bSMQFtfYu3puBJIfH7rxZeY84rT4X9eZVDtIJ/J24+3gcUU2d11uWFozK
VqAWdx6p9bEhczKdjCJRYiO38CWX4kgqWl5+/0kUWnZtzqSkUVLc6ayT9/tF
maTnXXEby+NSXLO9oZf5pCRi1aOzaHFXBXayrBM+uHE8OVGwxNd4SgRZcnB6
twm5cuz4Ub+DeUQIuba/wapcHyU2TT1gduErQUtnzKzVK0KOFd26rll78TM6
lrnxgKG3Es99UivqmETIT2Zw3cJ7wqUi5Fb/iMwqQUUGvVup51y7EBUvSpiw
+VomMei4JEmvMA+5ddxpXH43iZjOXtE1x6UIvS5dsL27RPCnT/u7LYvIJKOk
nj3ujZfjprVFbpd7JJCkHguN9EJl+EHg/aNT3BPIxY1G1z9clGJiczCmwetw
snmFlceALVnoodmIgAtDI8jto7GxL5vnoOtdda7sbx9OCtqWXVg5LQ8ZNGt4
q691KNlm0MUmbJocm9QV/XKZH0yWTviybMIXGY657hOi/iMhG7dbZh4V45ct
LykL93wjW67MkkzRleA5gVPOzDf4QuzXZ3qOHSfFRfbLUs3reZKNRbOs494X
I9vE8VP6v3uLWrSZUnyiWSkaFfFNcm0hQdPO2JyvbV2Oplldm3tu8idUuGnW
54flUpwe0NimtSoQ5SW+f5Ysk+EVDqndnCRB6Ner70fa35Pjz3E/61nnhqER
fk07TZkRQyyaPxl/NTkBvRs/5o7KL4YUtz1ff69OAnLxcGuoO19F9nW2fP7T
MxfVSry0rE9oMpl02LL08Zl81PnbqkE1N6WSPfi8VWu9fBQ4Tn71ex0P8nSa
/cP06Gw0PGHPdu8zoSQ24oHlpYwi1NvKr59i3Rfyxabs3uCUEtREcfryvsgE
YnffNnLZwHK0Z2vOrvy1UeSCbpNGj19XIFmHBeMW/4gmTnOf6JtYVaCxQ1PW
Kh4kknWKB9aujcX4WOMVbzs9+YRqmzjp7Fyt1lubNxT3aB+Ehkom3t3tVYEO
97M37NQzED28WavBvBcVqGVFg+9HUT7abND32/Ua5Whdj7U58+8UoPbXxzz0
3lOOhpp0Wrz6XRGyNnKeLm1VgXTrJk27tiKSnChuKtVJFePynlZDMiclkrWd
zhtfUs+TdYhteN2drsT7SPye4I8i3GG72PrOi6Pkl+0zh5haYnzqqu2DX+Zu
yP2mrOGp9WL8LTrrcAOxG7n0eFv/7m2l+FDtL/Nkn5LR9NSHN9c+EmHv7xmd
TXJT0MhLh8JzP4twO+Mmu/qeyEToYKuun4eJsc6Gk866a5LQkf7ieb/GSrHZ
t9/7zr2OIjqDmln6FUjxgAnP2hjMjCZZa/239k+V4ufZv7cW9ksgq3flReye
KMf6OuvaRenFEZvYp17ph+T47ObzgfjdG3TEIaLlwk9SXDY5PXVP191I0j2u
2YRdUvzj0sZ1b168IrEB5Zk/kRwbWOkuH3zEgVx+2u7Qh0VyfAu9lmaMUaFs
g31X3cKk2Gfrp7VO19NRI4uPlVZvpDhha+HHM3uSUHTwhtX1Tsnxwq7XXfdm
l6PFdUtfLTOT4uNTG1Qk/RHhy/m7DRZ7SHHUs+5HMg1F+O3ya4vvXZHirzkX
DzXzE/K7jXnQu3XFGhWa0ys1Iay5An/dcvwpWZCOkmoOvd1SzW8mdz3ouco6
GYXoXSzHV5T4qVOvJ6esUlHfSqO8/PdKbCB37yJ3L0blbdeo/+R4mMTbNsek
FLXev9y0+IYc/241zbnWgnL0ZtDK78Pj5Hj6s7qBLcKLUfHG428G31XiayFv
e3WTl6JFZwwev1Xzq4g/eh/rr0oj+GvyoKAKIV9Hqx1vxy7MEeJKZoqabWmW
LsRR+U4wRl/rCt9ll5W3zdHvS/keiR1R4Drqj2CPjbsf3nODej/YVuRksL1c
gXuuq9viv4RUsgU9krsOVOIRIQsPuV0R8sV5TVri7vFI+C5S8dWQYR4rFLgi
w7LPvguC32zSlJYvV7+MI55pP460yg9Dm1P6hr974kdqDSx681+QEzLZP23T
gkYxNI7GudS0vNn8OGSbtrdf6X9FKOTV4Zrj5gvfK49uYj3nxuM44pszLyIp
O5TqJ6p+1p47T9pRvv5ULLYIamZP3qHItUO3CfngKkvOH854LuSTLg8+rf4T
8ss2qb/RwtCtAH0eZ7h4J8kkr8ODNy311s7/9m973Estn4c7OvrOzKT+Uw/f
jR1O5cSQrYphfv1uqfc/a0f2b9c8hjt/F012+Ezuv9pPjmXuJwqGp59DeR+9
kiSn5fhre4285vPHra/CU2d19kvKSkO3Z0750CdKib3PWeZlPy5FR8/s2Rwb
LeRDuDT1r6MrleqrTU+8bHLiZTI9t3BC7nNryTDhu0e/itpPOLhB+K5A24Jm
Hb3fJNM4uNPvi5tcPx1Dx1eZlVDe4UE0rX+n9M3N0jdR9H37TMXt5MfOU33x
xLfRy9o7vqT6ovG2rOj3Bwup/tqkjZMl8hG+q0H06q3pMriMlqds9hqw4Jhw
/vfl+8+Kxs2p/ojShrb5/rauCLPnMoTvK/nOd7hs7yZ8J+TfPvaEEDc4fnL3
J3n+wveTLv8bP+H7ScH/3JbC/W3HJTk2vS18xyTHv8G1sduF+NifvweMiWoh
5JMbG3Hp6wyZED9gMcXpwWx/Yb/sVbnJXne8kuq7v8eWtmlqRu0oyOVGE/Wf
8F3ff+aJwUKcgU3jvw4dYf3/9z4x5pGtEjde9bXmoTMKrbyOm1sPGb/xq+B3
v+CxcnKjWwpsJD1fjNumEm/R8qFmxxT4hoNZUcN7qSRmpZ53rZ1C3q+F43QN
7nePJYcyjjh1vBdItsXfsN3XI5bsm1LnRf16YSR+45Uy8+axZO+V34fsGgSR
Z3UmPbbpJnwvzXBcXPv6yRlkesNsG7dar8mREN2Jk3qqSPf+ZZGyyc/IDWM9
x7rNVQRF65vFnHBE8Tkb5H1IBtnQ+v1uWeFLVC98jGXr90L+uaH//DrpxEmq
l/XW3ws5rI/adN0sg2ydeHmZokEIOrkmuNHpq+mUflu8+9383e808nH5gU2e
AyKQWZ2ie27m6SSl7ObQuF5J6GGnh1OHNU4j/XL7LR3UOhtt8hU3HNlTyDdn
bmRVGHU0g0x4/MnVTb2vKvQhbZ6aqEj47Ok60zeVIOnoX7ONa6iIctHZ6d11
y9H9p691639OJyVXsiw+3BRj/csmiwr2Cfnm5kWsUu8IMojPycIhM15Jcb+7
wbsPxKhIzxVjRtp2luFeW/z3tJitInUy7G7bTpfjaZa/lbE56aTPU3L7suoj
WnXA8NTXqBgSHvHvH9L/9y+GtnfG+FfTxr+KJyl+sVFLfIvRlvQF//04mEC+
lOo+7XSuBJ0ubDxnskEC+ej4oSTArwzFW/Xa1lM/nvh2SFh8wKQCzXVx2LFp
RhwJud5145DDYjy+xChn7xch/9yRbsva6s4OJuU6q/JT0vPQDpd6l/tIQ4ki
I9h72JAC1Mp5aU9lRjCZ471c/Kx1EepwbZN7xzlB5CGRv2rysxDpbfgUW/NO
EG1v4JpJZhEj/InXzTL1XzG6NOfhhTkPA6g8azhqSoNRU/yJfv7ZQdm9FPhN
dpdsv7aQ706wFyY/M5/gOz8fWbrWKoq3fEj304dndjFIfuZIHmTWG+D1QoqX
9Ex7Xt7TnTzu/0s0VT3eRiU9nxya6kLGT1o2cdIytV5geqeB6Z27lN+drqK7
YxdvBJ5ZKca2ku0Gnbv4Unm049++Oh81uzU68NoxH9TRY+7PPZvz6flU6eD+
UbVRCfJe/s3G3y8F/Rq81VKaU4z8zTrcvjgkE42K2tvtgG4pqrJ3Vq0bEbUL
BNw03zuuXIwzsyrv9X/9HXm7lFtO/SDGDn98nO0GRSDDzlbrbh2Q4BEueSud
R5SgugN63X4VLNgV/j3NTIZHy80l9zp9R43dztRe3ECG343UWd9jRgSKuprQ
aNYv4Xtv9pZl3abOluHu3vHnfaOykE1c69BF7WQ4YtLrHw8y8pBowt2iIiLD
ZZPiP3zyl2Mnd7K99wsZdrnwp7ykTRA503p1yiaswI+DTXuZuAeSzN8X9w8d
pcCGu3sUf9F9T7o3WWc7IlM4R6/nsDmk1hQFvrrN3mrxiq/oqVn6kOc6Cryt
rEbnyLk+aMCivS2Hq/eF61U7P772CEEP+kY4nXQQzpuR2qEZAWcVuND+01L/
vCw0uGXxIeliBd4t1ntS7JaH4sZeLRmVJXwPzmfk4fI/vRXYcW4PRd/xFej0
tZw3SrECD7qKgrf1rUST61wS32yhwL2fKhrKHUT45rF3B6LnCufTSJeQMT1c
FLjlUp9xI63F6v1Y71du/ylwwfOCm+9tpPjPimU7t5Uo8MrzMt23Jmp9bIzj
krbblfjC8tkXl89W4KjC3eo/Qb976Ff5eYKLijRs+aqhalwIMe98zhd9U5Gh
a45fv9PDn3zcE5Rz9aGQj62eV/Cv/DQV+R75QBr4LIPMW53SZnOc8L03j12v
rSZVqsi7X322BLxOJC91DxbLRZnEf87U+s+d44nF3usOf8pV5F6zF/lOlvGk
3/V3CZJyOF+TTIqMI4fL1Pe//fWgS5YkhYwxmhlYt1z43lvm8fr+DkUqEhHz
69Sm6WnEZfh2qWOuivTdOeXW3VEp5NYMnbr7ylTEsLC+bZen6eiE9VeDkT3U
cmXwoYZogwqR7Oys/PAUErbNvv+7OiK85k+a6EPvNPLPTBMhwjVNVw2QmKcS
16GzNlveV++3AxsPsZuWTO1Ec0wnp6RaJhEfyeWEcp8/aMurW8kuR2LI/MLA
zv2WhSD/T+WuS0fGEL1xO86n1YtHDSob287fG00c0ye+0M2LR6fuuJ34sDia
pOi0r2P+SoIvhRi/bfcrkj6f/BUXzSNI1PTXJ27EKbHernbvbwTF0HMY27zT
dC2s1fJv7NrNO+/moJVDvExdAy6iJLT6h1VFLrrTSSxfs+M2OqSs28p4m/C9
r2WjX/aQeqWQrtb585e7CXktdkq6+RTrQ/yPoM+EXVigkuaK8Nqyz3NO9RJh
0ujDn58HUoj6PyFlOYJ93s50vmX8ECnue+503PawTLKgRnddKRbymem/LZ+t
2C3B/cefeWK72IdY9vVqauQuwTruum1trnwnNSb10zX8KcR1/XuuVIp3eDTf
M+3SN2r3uDNx3eqp10KRa69Voo1LhThXSZd65XoDJPj94gl2cfJ4dDrpSZOj
FUL+tekbLhNfEylWdfwVEtu4ED0VfWy/0EKCPwbuHGx+sAhNO2B35dMVCe69
6eSr2CQVee6Q/3vYBBk2UN4qujA7ncpN6M/T8cE1u62T4QWOP1Z1sf5NVgfd
+u/BExnGPQP1Shp8Iz+b7tylyJThW6peb77Ge9D9np/9oVD1H4pf81z9J6Pt
zygaH7riiAxnjhq/9mbdeNRwan8X41FCfrW6/+S3HP9AN1f/WpSHfvmcECse
y+h5F2VQZfmKozI843729s1qvezjgQdJk2LU/HaE344Ot9X7Ornnww5ZMlzY
vljRZLiaHioNI4z3CPnVenZrKTngpsR9Bp05dSnsAxFl3kw8Hy+cZ31S92T+
rZcKnGUQfO9D7Rfo21Cv1DN7hXxqB7qM92n6Rok/NfvsHOweh0as2UHmqPdx
tjsHZZ6vjEc49WPyUnMhn5qu0Xb1nxovG6/+E/KrVRz3++yTXIjmlM3waLlE
iX3PLz8wt3YR2pw+uFkNCyG/2unmn65usVHim3ssoh1Niuj9iYPvrjUokOHt
CzMqxiEl3hM2vUkL9Tg6rDOu1X2iEme6zQk/VCzE8c8+sudQ0CAlnp80r/fF
W0o8t53jAZ9LvuT4vAP5R04L+dSCHqcmHzNU4GLzQc0SJZlk8vagJpE1hO8J
ufW7Pj4mU453ZFxqHb80U+ucf/rNQy9vxChxkzCDRXhbGsl+/fvG/HIlNn5q
8mrQkHSiCOnawThVibf+ufVIOSeDrG25a4HeTyG/WnD9lWttVCoSnKKXamAU
SzY9qL9wTZ6K7D0ln5ukG036l0XrT08C/hlNWjhNOnG2JIakOvl/ORohXLdU
bh3uax5NWnX8PXlaQQzp8e6kXYZfGFnVdlCv/xrFkr4Os9zWr48i3bbmZ84V
xZKg9aEB3/Vy0XBJhcnb1cnUD6Cz21e52zeJOAe6Vz5aI8PFdw63z8eJ5J5j
Qdby6ELUtiTiwOfhzjSOkfx15+1wRUYjf1c+SXuPjEbFNCqyy0PINlT60ETd
HtOM/f6tiqg/VFG7Wd+VvkXIedWfexOvJaKx5ztPuT2yGM3oW9Jig38Kabnt
/ts56v3ajym13v9KSybxnY9EJ1kJ+dQ0+nkZqjy6t+jo3mQax335Qo+OlT6x
JPNcFxfT4nJ0fWgX40z5C3RgTN72Xa+FONH+zm4LLowtR2JJu/V9dseRO17N
RBc3irHRGqMPhXVj6Pm/RvpXV5O3vmRDbP7dH2r+WGd10uQyXS8yMz5kZ/e1
Qn4196bZKz5dE+HI/qpZI55/pHHmlhMWpDR1jEWFYz9PN2kmwmHuLft2XZ+A
+q99Hm02V4RnjM4TB7xMoucvAx9NKO/dKI6sudzDusReigObyE4ffr+KRG/9
bdxpixR77swftDUwFdl/9v545JwUTxr53HpeqzLUJutH7WUNhXxMHQ3emfw3
VoplG6Z0kuakoiUZ7+Z8C5Dj73bFA2eqCtHSj/efrOgu5E9rHPRw9IqZQn6m
jI8tZ238o+aTyme37boI36NBM/PW3U2JIk2Gx+y9lqgi+t1un1EkfCITW57M
+DNfyJf2Yu1xlzuHM0i/z9t2GI14pZU/ze7AX4tCOvGINVT/CX7s2Tf0Jm1v
UYFeGbe9njMwnfqR7nVP61W6Lp3aPZyVP1oZ7VTvf/rniE1X5qDdonpXR6aG
kdyHjf/+UToD/vnEru5s4+5h9HkBg+z+DLKLo36twMGl7R5ZBRJVxvnAz05F
NG59ft0XKSarJXjqbxedt3M+UTl1pWreNzgPCG2eIeQ7iw/vLXkbqR5HN9HQ
cZnnaHunHDo5Jld5jZScvVMzq3E48Q53zrpo9xHNSzfoZyyKJMHjSzs9Mf2C
JuPYaRfDPMmUUM/6cizk4bjbu+ud3l2FvOQgvz02yyO2dQkhAzKX78taL+QB
MVz9+bxP90pU3M20bdmQSHreFX9f0ruL+2YUt+hEX+dmYuy46298gC2NJwb7
0JHXs7OamIuxjrfbhkZPIlDujvRmKy0rqT/orzf80MBK5BK5t0ubH0H0/NjH
pQM67Ohcge5v3Tt28alKOo41HczUf8J5ne+NLftsqCfBT1tYtfsa+I2epz08
WaG7vSgPLW5b92atRhK8f92B5ifP/9HKC9AsbcTS3SsFP2nd3ZUvdXrIcK1D
H1IvyqPoedwNrRxrhd39opW/rLIKZ1VhKEc2PtIWx0vRm6wjIQ8eyPEsVLAU
FQjfn6Ln9NN61t71XfhOi/iUtPbKFCFvzy7D69bBav1dorp6qcX0LHp+997G
iuz9Z4R8ZfC8qQuu1EqpUNJ4jNVNpVvxNsHOosg9sP29ezS1d9wYu7eFTXPh
++8N/obTJEdS+xv+t8/4Rfe3ZhbjnpOBV+g5VY2/uYzGZTQ3M3i2ZYOI2n8G
T91R/tlLRO0/RtNiVxbpCHlkDv26Y37pkJBnZVHRnpjSw8J5KL0a7uW2nkK+
ruSEN+f6P1JiiVXZfbQ0lnTyOPXjWD71p5M6C9LbVuYJ8cTbnCMtFl9XkSEf
i3vrRWWQxReUN5M9hfxcNtMnJ8V/UuKipNr/rfLIIMN29PYrjRXkebHt/ZkD
1fsV0IunDRj5YKD0CgnNiIjMiPiJmrrub+66/xqNM+j1YsWCT/3tybHSdeuX
BvujXWfWjDBvYk/jCFp8Tv919I89me08eGzbujHo8qjH5xrk2NM4hgn9cneL
DtsRY5tLns4X4lB9u5l7bc7epPawolH/rfYrE77Pt+qfwhVD9hku6J5UGkdU
iobXPjgK+bMMJuMtHm8LUUmL9j2s5kaj/RtVK0f5FaJlY1+YN2ygIgXriuMH
zY8mqRkulw1qfSBJgfH1E/7a25edw28qk5HjnQjVxNdR5Fxz65fHpqWg1Rnz
eta3jyIi4/shj+cpcVndpVfMTsaSW3dvd4z5Wo48Kq841pYL503Gjey+taLh
I5RosWrtpj1fiO8QfXf9d3eovSEDb7QfaGZDTm0/4ZdzOQnp7fzrR7pE6e+H
r0Vynzwv1CG26NrydhVo2pzZMmuHz+jlnMgm70dWotJJM7ybt/+GArKbVNS8
K8JZw4I3+//3g8a13BGdkYysGY1Mno5tMCFCjheOkukZ3wpHMy26yA9aKbBP
SvnKWnaRaMaoYtnJUCVOH9Tj3iynGBrn9GrvyNBvgRWokXWiq2FsMRpMtkVs
2VKBvv26Er/yUAna8+H4si72FeiUvDSlZqVafnYduaunaSU6/yoxb7ilGI9v
/+Hxi/EivG398kMhEVL8KLSb/QZnER7zp+mGzWo+s67Fk3PuniKsXHyjn2+S
HD+tZbLfTr2P2n55UNcuRIF13x1wn6gjpvYDn9srpjg9EOM1ykm9NltnoYoL
3jHeC8X4h8ffyLBsZPhZFjH9uBhPMLm47YB/LnJoNd54WKpwzla32wtPia4M
N4t32IbviPETncyay9Ol+Kr9tlmhH8XYd/DQhuJcKS7K0X0l05difNio4mI/
If9OrfSWU6U7ZXhiv167yp5K8YvvPw9KzWU4T9GzY/3DaeTXu+ui7znC9/F0
Un5YZRar99/r3Uu7iJKqrpnEZVXcvZNqfS3C0co7sHsapf+LDwNmrtybRlYu
7Rl/4algJ6d5M3t4Xr0bkkbsrz3o+CRVPV4ufd2KjdOJz/g+dcZ2VuD0pp/T
OmSnkaTjKze+aZdK7IpGdO5UEU0su+g4X4tOIqErW1woGBFDbLdOcpr5xhpp
/NqxRL/9iB2fvnmi3nfH2NRKiSHrHj62VpYk0bge1LiXsVmGCG8YuHNBi7Ux
pKalS7xBRyFOBPSupWllk2b5xZC3HcYb2j0pR9/HXj1m2MaP6pXbHU9M2THg
DzHu88jueaJaj/e4uvfWnt90v77brHzK7d/a8YUQp9ntYELmz4l7yejl09R/
Qr4qkAvN2vqEly1cSHz2tHNt2FmJL4/6NEXU9Q7yiry+/fhJJb478dvlxXZP
UMtrdaS/b4cih7653TrVEfJTtUkaVml4pgC1HKyzzzRZRZL/bGweFlOCym5u
1i1PSqd2UOCPt2/bN0jpJ+Sj2ujm/KKBS6laH54SuBv703UM8rYgboC5j1Ml
qt9xz+j/bsYg1i8ShfpLjhouVM97SdXvfP4qp9J5NhPcKpF0/5KVpoESvHFe
08D2J0V44MOaNfpFSfDt2kv99p8S8ld1Fqsuhqv5wvTn+XOe5wvnzHOHHB55
OVq9/7vZq8uIQCGfVdBwcctrmSL8fu96z+N5Cmyy7wyy0hXj1/sXX9xjHErS
7e7/V95OghtPtHm6c3QBlXv/mvc6H7VsGj/zRh8JXjju1HmjviHk3NzXc5uM
l+FrWTYOnUUh5EsT9y8vJ8rwrgVrH0+/Jcf1v4Qn/ryv3v/P9u+2upGcy6Mp
x+vyDxjYnZfhLfubPVEMC0dL/T+7S98r8Aaj96ULduYhvZIR3rGJwvcccs3b
bbur5hs55z7UHDhbim/YHjmanil8f8Fr4o/tOYHCfn1wbkUXy+1CXFyjjDlX
5UUp5PWAhjvP3ldi5wsfvopqpZLx4XbD37WNJRGiJP+Y1fHIfVyvYVsvCPml
DPcfj/RbFUymlwYcdp7lgRbXcbUobhNG9Xg4P33W80KbLSWE0oOidierha3c
0K+Lkm+hsiB6/j38TUyfdmbq+1stjpl46ANa3tvxha5NHPlv58iAaa2i0XTz
7xbD6iUSoxoDRxTtjSH+gaVLdpkmkLiLUVOzz1bZvzKE/FKgl72ss95/2+dE
0sB62doDReloSr+55RMPRtL19jca2NE2grjOqX0gyFqGj4wY/bXL2VB6/6pj
d83i3MOI3pShA+ttEuHWA5/ad9zoQ6aajvi1RE1nvx7uPjLl9A8aj5zT9S9D
/k4UTh8mj0oS8uIYZXYadvhOGpm0fMNMo6d56HZ7q6c25/xJrbOZk7u5FCOP
i96SechXK1/U0hM1Nhy2KUdzPc63dnX1RSV5S48XNKtAypt/D/h50XN7oK/c
3OrwurF3Ofrl0rSu5+Bc1Hjc0FnmC8vQ6My/ETG5yFXPaFy/7UL+qD4T//Sd
+KcMHUppNC/uh5Bf6krcwFNxAxP5fA6kofS+2fqpYlw4psxkQo0EPn8C6Rv+
qFPTHUJ+qQVTtj0xMZHiWbaKVbYKIb8UxDErsuYuGWgpxcu9Vjb/4VWJDMzf
+Pgek+J7Veufz0cVzt3/0mRDv0kvhfxSDdN3TTxlEkuWNmt5wrurH9nR2qlO
kVq/GWf0aWfANW8y4Eif1Ovq8uAZH39FHvpAxJdTJf0Hx5L2Dl6FM7A36dBm
0ZUf6vJmy1wyJeNDkPyi4/ybDW8Rk0nO80hpMMKyrz1OSm6RIyEZvQ9djkAW
DcXuq2fcIq3m6ve97h+B6vwl77m3aFz3nav7VyseXaHnjwdlzR+UFaEilx69
mvbzTgSqK33WdsemQrTTrrwkPFItD66iPZc/CedvZS8OrZnSQUU+dSXWt2t4
ktjZV/LcRquIaIz1+OYdPdHp9Iv9x7U5Q7x2H55iaV+KGmYcj5nl5Imcx5wb
kPFbhqd/WD7iomUIatw75VY/aSJJnLzkyZQNBahk/Vu9id2yUNQYp++rhpWi
kTE6tWYWF6BIi/+a5FwuRzOHzlzVtGM6WmX0yOFNgQgPtVQessgIIP/c31uE
fExeu5V11pvJ8a46BtkbZgrf44Z9/4AV9bZHqPkKzXtS9KxF0TMb9LFzSOey
0gR04IapZy/VNRLvuTVB/Yda/iu/Tu1Vrlcfv7n62AuVJyysSFgYSc//ly8e
pjNhahzZ1Ljv/BF6QWiW6aqB+WX70bj4siz3sbnoQau+OT+jtPPjTFz+ob/O
pHz0PG/Sjk7vPqLO0nP7vTzz0KHv52x6PvqKnh1ZV+dtTSE/ztFlZtudfhaj
QQ77BjjsS0I1emxV/xWjTiUN9/n1TkazIh9332RXTOMkuwzUf20xJpnu9x37
531Z0UzAZevHmwzcBvynEE1bsW3R1BvOVO/wWOOdN9KoiOYx6J07aMXQr2X0
3PWRjE2nnX4K3zsZjJJCJ5UL3xdZXtTmemtdIV/JXfui3I8dhHwlC0/P6JjW
U46jpbEp9RRBZEbhw4HbJ0nwhD3Tfro9jkLpEXomBQkK3C+uLE7aXoo93v+a
6H7Dn9pRM0/UuVecIqPrzzhe5Zjncp78H3PuPns=
     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[
        717, 1660]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232495726147`*^9},ExpressionUUID->"feb224f8-54b7-4746-8dba-\
04284493fffa"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY
le1AOdAMl/aMbDMUyZa7I17fw3ven/X7/T2/50ndkL9+R0wURX9QGhtFJ8ZE
0RAf5eM4hhJ5b1wUFfP0sVG0T9yDbtQiR20vD+pXxkfRJ67iIq63/5EP8REc
RqG8y3wBT7NbI+5EB+L0T6pnqceK053zQV7KS/Wf8zOk4b16CWeot5nN5Kf8
Tv0gv+Vc59SJk3gO5qJMXo4W/ST7zeH88JxI1E/ADWdN5ikoUi/GXXOJ5u9w
oXwXLprLl08194TfIEXtNs9WSxY/Fh8wO8D7+TUXqN/iic7LF/9Q/4kRfMc3
/Ap3mMnmVZjvvHlYbr7d3rB3lia/Jt+OBeLrfA8p+o2cwBd4Am/hZL7PD7AT
o+EOzsMs+1fc1yq+yl/1toqHeRv3ow9ZWIHxyMZKFIZ7w/fBzZgR7pDP5FZu
wyNUyMsxgIfyMm5Bk/gqL/QbmvgybqJMPd79FbxIbzHSscdzVOOLerv+mvBt
8OrwjPqXuEpejUnmSsP75Lrwv2O3vXF6lZxhPhNLUGumBiPqe7kqPIN6jp1v
4o12/uIfYtQjDOoNoR6p8mpzn8U1fMrc6fBNh/cpP8O1vI470YFR+TJ3vcBL
5NptUP+tvom70I1e9OAszmEz+tBgrp/PoxF5eBXm1Nc66z9cm4bC
           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[
        43603, 205840]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249607401*^9},ExpressionUUID->"acbdfc65-a55d-446f-b4b8-\
b3087042feb0"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[
        119850703, 170847200]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249703348*^9},ExpressionUUID->"51f0e653-f36d-4086-b249-\
33de8d076911"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232497355413`*^9},ExpressionUUID->"754d4c7f-4ee5-49fb-8c03-\
dd072430ba3c"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk
u5tLd31XL7Pn2b1/ns+H5z3v7+6eczZmZ2ZnZue0XbLBfLlEJBKN1BWJ/l41
/7IIXF3Whb1eF5ZIcfjrfz9QfL7D2LMdxn6g2FaDEeBQTX2KNTCR4sp//zIp
/nf72TyKTf/CDsUUr/17++tyrlyM2fdJMVtfTrHmqsNhoZ/8FfoLGPoLGPoL
GPoLGPoLGPoLGPoLGPoLGPrLlosx+z4pZuvLMTtvOri6eeT7yV+hv4Chv4Ch
v4Chv4Chv4Chv4Chv4Chv2y5GLPvk2K2vhyzdKmDq6NTfh75fvJX6C9g6C9g
6C9g6C9g6C9g6C9g6C9bLsbs+6SYrS/H7LrTwdWtQ55O+Xnk+8lfob+Aob+A
ob+Aob+Aob+Aob9suRiz75Nitr4cs3xFB1fHZ/h1yNMpP498P/kr9Bcw9Bcw
9Bcw9Bcw9JctF2P2PVLM1pdjlm/q4Or4KM9n+HXI0yk/j3w/+Sv0FzD0FzD0
FzD0ly0XY/Z9UszWl1MM/WVxlhbf5PkKv+54uuTnje8XYP4K/QUM/QUM/WXL
xZh9nxSz9eUUQ3+rk4O8nOD5KM9n+HXI0yk/j3w/+Sv0FzD0ly0XY/Z9UszW
l1MM/a1OzvNykJcTPB/l+Qy/Dnk65eeR7yd/hf6yv4sx+z4pZuvLKYb+VqfH
8HKel4O8nOD5KM9n+HXI0yk/j3w/+Sv0l32fFLP15BRDf6vT03g9hpfzvBzk
5QTPR3k+w69Dnk75eeT7yV/Z+YX6corZ+dXWQ3k9jddjeDnPy0FeTvB8lOcz
/Drk6ZSfR76f/JWVR1La3+r0bF4P5fU0Xo/h5TwvB3k5wfNRns/w65CnU34e
+X7yV5aetfcRvJ7N66G8nsbrMbyc5+UgLyd4PsrzGX4d8nTKzyPfT/767/ax
seTMv6sfOqe5UqypZ+teVQ/B74D5q+b9aVqY/T2HYs14FHD1SrUw3FehGTCK
Ne2RYMDt/42fDPPl8B4oB6y5KijWzG8agSvQA2AYL8AwXoDheez9Ovh/P9fW
HTA73lmEG3ctzOr7tF30fm6eaDm0l61v687PN9At/M5fobw6umD18zQC8wnt
4+iGlkP72PrQnjTu/dXTGawzoAP2fTmcHlxAy1m6SOToP4frp/ZzeTrnr+z7
cih9Ax8A+obnAIZyoGd2PCSUjwB9QzlgVh9WYHacFJhvH7suSymG9gCG9wPf
gvfxfIx9vkKrnF+P8F6Wr5Uifp0BPf3vdUfpjGKgL/4+fp3z64ujd4pZeg3j
2pdI6wOG+jx9AQb64u7XokeWHvwofUB9Vm9I48pzEEsPBRxWYL6c1TtKKQZ6
AAz3s/p9mpa8hHbDOFfHV/hx4PsJ7+Xr8/0GzPYjjdtXpHF6dxqnl2qPI/v+
HPo8wPA8tlxM1wPIa7a+HPP3wzywenEBvR8wq1cVoIh//+NdRW+B6NS/5zoi
wHDV9CNe66p5XgbF/+C63Grr8VeoD1gzfoUUa/hFGfceEebrw3OgPtsOEQas
6Y+EYs14ySnWPC+KXjXlKfQK7wX87/Edsilmn5uC/r3udT7FGjouofdBewG/
+ndDBcXQfr6cHTcxLQcM5Zr1J6XlgPn7oZ1QDljTXgXFMJ98/+D5MB98e1h+
IOxT1mvGk8BV0y4l5n/n6RHmB9oD6xrmBzA770I5tA/K+faz8rKMYpgPlv9J
6PgCPfHzB+ME9Vm6kFMM/Yd2AYZy4JOA+XFj9yO27uM080RgXUM58FMoh3GF
/Qur70XTcl7v4+cF+DfwW+AvME/Az6Ec2sXxCxKiuQ9d1JQTmG/4HTDIZZ5e
oB5gaC/0D94Pz4f2A4Z+wnOgHDCUw/OhPex+PY2uE37dAD2ydBJPMZQDvwC6
BQz0B/wAygFDOaw/lu+KtfaVPL2x60PJ7ZcUtD5gWM9Qn+XLSipvAPPzBnQA
GOgEMGvHjKfz5aq5amGYD8AwvjC/gGE+AfN8hZcDgHk5wPMVHsMV1i2UA+bn
k1/fME8szuL8d2nQL1LdfbDeod+AeX8RrA8oh34D/t/+iEDKL9j1GU3rAz+A
csBQDnQA5YBZP4XAh1j7WRp9HswLq98kcv6eNPp8qM/qP4n0fey6DeTKEzl9
L15rXbPrMYNiWEeAWftbGpUXrFyTaNnBWH4jxyx9CnYzkEewXuF5gKE+v54B
w3zD7+x+CewVYRTD/MO4svvXUopBL2b3r6UUQzm7fy2lGMqhPTDPsP5Zvq1t
J2DtysI6Z+1LsRTz/Bnuq6pHODsKYf008QT4EIwntA/u4/kXvJ8dV+EK/YXn
wvN4uw2/r4J6cOXfA5j1owlyGNoPv0P9/z2Ogt2Dt5PA+LN6WBRnR/CjGOqz
/DOKs//FcvaIRMpfoX2gj8J6AQzrBfinBhdy662Uyj+gA+CPPL+FcYL55+QM
5X8w3//bf51Gy6H9MN88hv7CPEE5q88k0nEDzO6vc2g5zEt1+x4YL3b+BHnG
8o9owsphER1flr8VcvxLwDDesF649ce1T0znC94H97P8tpS+H8rZeBiwU0TT
+YX1DRjaw19h/cP8Qf/hfv4KcpjlIzkcf8jk7BoFWnYPaC/QIcjD6vbtrP6e
Q+UnjCfP1zh9mo4PS9eCHZ+VmwX0/bCO4fnQf05/o89j5ZWwD4X7YD7gPlh/
rD9G4JuAWb3G1p3VVzLp77xdnrez83ZttjyHKxfslsCv2OdLqN0S5B3vL2DH
X/ADVGfnB8zZyQkn7wjHT2l7AGuGS8HhAs7uWUoxPI+1cyqoHgHjDfoCf+Xt
/jCegOH9gGG82HIFxdAe1n8B6x/kDe0f4vvJyyV+Xlm6qt5vVR0d8OPGyzVe
j+Kv0B/AMB6sXFTg6uiO9fcJ48LRgZafjferVafX8XQN7wMM72P9drFafjze
b8feL8GA+Sv0n3u+Fl3ydAO4OjphseDXYPmgQmse2HFTaLWTvwJ/5Pkd8FXg
x8AnoT7wfxh/uJ/dTwv6AfA/DX9VEbh2/PeedML/rnmesM9nf8/gcALFGjkU
RzH0B8YV5CbwA5gPFifT+zXzl0oxyEHArL4l+BdhfMT/nudbNR4qqg9AP9g4
0ur9QrzfBzCMK1teoIVhHHm/CZQD3bJxRGlcnI2wruF5bFxKGhe3IaxLeD5n
H9Dyo3H2P8LZ+7T8ZDAerHzK0cKsnles1V/ArP8klvaPrS+nmOc7oO9DOegZ
/PtZOilHPJ/kMdApvJ9/X3V+P17vgPbwcoXH7P5WqvV+wPB+FkfT/SPQO2Do
Lzwfxpvn09XxbXg+z5+g39z8cP7hWNoe4GfV6VX8uoFy4B//Xq/WZ1l+XsDF
0xZweoq2XsPG0wr7Um5d8nYETj/IqlbvYu1b/LwKmN/n8nEDvJ++Or899B8w
tI/VD8Kq1QthPNn7we4gofFO1cUx8HELsN6gHOiPtRuJMXu/FLP15Zhtjw7m
+8vzRVY/CdPSe4GuWX+1BLP+amE8WLtVGKcfJVIM88XHcfBxE/z48HpedXof
9JfVi7O4fUWYFt/n4/egHPrL69l8PB+rxyRqxZ3wcSmvq/Qb6G91dj+WjhU0
3o0tl1IM7WLbq4P58YHngb6g0Ut4v4WSjhfUZ+PtFVp8nuUXCszyC0GfhPow
XlAO48Xen0brw3ix41FMMRsvoB1Hw8YPKOj4sffLKWbbKeilvJ4A48TGw4XR
/R7rp9Med8DwPNBLNeVxVfw8RktO8npNde8BzK5/Yf5YP2tc1fMiKP8DeQbv
g3aDfgz0AvU13Q/k/N9Kqs+DPgsY6AbaA+Wa9ocQ53/1vtDxgPGBck1/Uqm8
hX5WjZuWvg31QH4BHYH81LwnF7F2rBwqr0C+atr/peq5WbQ/bDuEK+s/iCb8
PIK84vkYfy4ExpnVC8K0+BzQO6+v8ecMgK54uQ/rg9d3eL0f+gHz9q/0dT53
XqdAS88EutL0q5BisE+y8eWlWnox205BX+DPA/D6QHV6NYwLL9/5eHxenlen
l7PjKvi9ALP6pkRLzrNxWfJq/URQztrjhThn3j7K0b/W/lTznhC63vi4CD5O
GsaNj2sAPsDZg7XicNlzTVFafmzAGj4SQdsL9YF+2P1YDqVHWM/At4APAObj
kqE+u+6iEOzngT/CcwBDO2F/zcZ3ZKKof891o/wC3s+fU2XlajTh+Qq7Twc/
ZSph5XsgbS/MJ7SXxzCPMN+a3/0p5p8H8ggwjA97vlhF6Ya3a8C6hPkFugY6
BT8I0C/0D9pTdUUGmnZW8b10dPVfvdtV7RX2S9AezfPAPxWEAGvqR9LxgPpA
l6zfXELlLPjTeDkLz4F6bH+iaT2YV6ADeA+Uw3qCcqB/TfuT6PzAOoJ1AO8F
PszGOVA+S6A/IC9Z/3g87R+0G+QeYFgnrN9Ojlk7nBizcQoSDPQAfB76DfFo
0G94P9Af6y8Dv11MVT8TuHixXNpvGAdYf5p62Vw8TSH1B0G7YBygXdBv1u8H
9kgRnS+oD+3m417YuLtCWg7PZ+MK47XGDd4H4wb1Wb4L+yeIzxJpxUmxcR8S
Os9sHGM8nVc2zkGKWf+sXMvPzMaXyjH0E94H7YL67Pk54XmwHtg4VCX1Y0J9
GFfebw31gY/w+ijwGdbvL+j9bByhsL5BfsK48Xxb0y7hvazdUs7ZLUE/B3oL
p/wtSEO3lD6AP/HrHviipn1FCN7L6gPA70Mp/+PlOy+vAR/X8Neq+/K0xhWe
B/IQMMgboH9+nwKYPfcm+DVhPbPjKvBTuI+Nd5Jz60OgJ2g3G0+tpPoWu7/L
0bIb8XYVPu6Uj8Pk7SxseY6WnY23K/N2cfYcHNgjtO3irL5N9VMtuxJvRwf9
k7UHUjuzVtw9H2fA38/bPfk4fX7fzduxWfoV7LrwPHa9FlDM20Hg+YCB/th9
jILSM7/u4Xeox/qXBH4C7Yb1C3IK9quA2f5kEVbP1Y4b5c/J8XHAIG+4+A2t
OCbOn4ZYPSWFyk2Q92xcpGDXBf4K98N6Agz8Hu4HuQOYt9OBHOD1Jj7uGdY9
9AcwtI9dj9pyHHB1chwwtBeeD/QF6xf4Ga9HsH63Um79l9ByaA/rl1Rwdllt
PREwzA+/72b1KRm3r9WW26w+JuHOLYsxG1clwVxcMe030Kfm9zyqx0G7gD55
OQDjAO0AzJ9T4s+Z8HHjLF2LMBtfI6J6I2B2/kWYXUcSzM6LEB8A/JL1G4mp
nsrGoUfRcWPHQYjD4t/HxoEJfq7q9GI2ri+Kyj+QL3A/0At/ToY/F8O+H/Qu
uda+GdoL9Vj9WYFZe5qS9gf4OxvHqaD9AQz9gfuhP3A/9Ke6uH3oD9zP+01g
/tl9mwiz+qOEOzcvxmx7JRSz46rEbLt4fTOLygPQ50Be8PEHbP2MKj0yk8YX
QLlmfBJpuWZ8EijWtCOO1gf9DMo1OJmWa96fTMtZPS+ryi6RyrUnhWJYn+z+
M5M7l1OgtW5ZO4CY078lmJVHUq48kJMHYRSDvGP5uQSz9YX9Lswbj0G+A73x
dg02XiNaK06AP58A/Wbz4Ygwf+XHgbX3SDg9Wsz5AyT/776c9e9I6HoEzPpz
JNx6hf1cPFeeSDHICcCs/0bbrsLKBxltP5TDeAJ/Ys9HyDk7txAXABjaD5iN
kxfKWf9kPFeeSDHQA3/OgC+H5wE98fsZ+B30AMDQP8DQP75cc5sCs/ZPJZXr
gIG/cnYr7lxTotb+iL1fOAcF88nWL0V8PwEDXwXMX6F/QAes/TqLQPwSH3/F
5mtRVdGLnPqrALN6p1AO+wPNFeK/wE+XQbGGv8bQ9mjeH0P5n2Y8oylm9Ta4
T7DDw+9wBXsfYKAflm/kUczbbTi6pXoau08uphjoA+Qm2B009fI5vbuQy08G
61o4N6J5TkKVvBXsu6DfsX4ubb0cxgUwbydk/fPC/cDf4H6e3wE/Zc+tUL2f
6oPQH65ci//wejVrN4V4EcEeBpiND5Fi1m4o4fzZgj0P1isbT6LQOkfA6s1C
viJ2vURw5+0iKb1q1kM4R79f6P3VnWPk7c/wfGgPy+eFOByYZ3Ydl3PPl2rZ
i1j9geZD0LIbAebzrrF0U87tB/M4+3Yxt7+TcvFtkmrlKrSXv5+12yq4uBtB
j4b7eX8Y+MehX4BZeSf4t2F9su8pofMA9M7HAUK7YZ7gfYCBHmBeWb1IxNnn
xJw9CPK5RVF7ONATYD5OCn6HK7sfkXD5ucRa+1pNsZBXAugVytl9uuBXh/XK
9lc4V8Weuyqn8h7WN2+vZuNShX0/G2+l4PaTCi7eSsHFVymovRPkGetvVmDW
ryHEx/D7If4cLp/3iT8XWd25ST4OmT0/EsbxAyHOjo874uPSeb8vnyeL97Pz
Vz6uio+r5+OG+Dh2KGfPHwn+S16/g9/ZfYIOlT+AgZ//7+cI/n1eb4LfNe2L
pfwb+CK7n/Oj/Jz1k4J9VUX1HTa+XYnZ+rD/VHH7QWG/Cvse6Ddrz4P5/sX5
cbXztkB9zXj50/qwPvhz1lC/So+i9WG8+TwNUF8znnG0PugvrH4Xr3Vl5Q+N
36LtAz7DrucC8GdW8T1Bv4L72XPv0dw5W+EcBIuBLuIonwY6hSs8h9Wvbd1B
vwa/D8h/wLB+2X1WSrVxEMBX+PPSsH6hfax9UcTZH6vje1Fa+xrNuAl5aFj/
hHBl+UMJbQfcx+ahEGv5LQHzfBP4D/AHaA+fx4a1K0loXCL8ztr7JJjVF4U4
UPid1TflmNVH07XsQYA11ySeX3B5euM5+00itx8R4gRZPSFNa5/FxitF0/gV
wOx5xmhSnV0FMLQHMB/XDfPCrg/Bvs/OG+93EvwLbJxwGWL5fjnFUA58FuiT
XWc6Wvt6Xj6yeksGx98yEevnzKD8i/UrAz8T4kyAr4C+yNq3iym/BTkE6w4w
lAP/Yv2PxZzfStAveXs9jCubn6YUsfYeyAMonIPn9UKYT5hHWC+AYZ0AZu00
ImqPAAzjxdJNFtUnwX6reb+YyyslofXZOKGQKrqVacVts/s2ebW/s/dBHJpw
Ho/VC/i4N8FvD+W8XgP3w/hBfRg/wFAO9wMd/+9zcskUs/wC9AqBDwDfAfoE
OczJVVrO8p0wrfhhsGOw4y/kz4ByzboLJe3+Pe8T3QeCXNa0D+R8NB8PR+eZ
zROcQfkRrFe2nzkcv5Jq2Tn5+F7er8XaPcWcH0aCebsZrFd+nw7rl8VhWusR
1i8bB1qitY8Guc3Ldf6cFZ/3jbXn5GnZd1i+DXqgYJ/h99WAQT8BzPIPAfPn
bHj7DZ8ng7c/QzsAA92CPgX0AvoUYIiTAX0T1jerDydqxcOy/pYIqj+yensK
9TcBHQC9w/183haIl2P1fFt3Pi6S1feEuBSYNz4Oh5Uzgp0dxgnWBWCgAxhX
oE+oB/QMGOSPZlyzqV4Hv7Pnxwq18uCxdgYhLyMr58WcfUSMwX8H8gDqA/2w
592ltD7IA+BjILeBDwIGPgT8nstzQe1bgFn5J2A+nhjGB/gyb2+tLo6D5zvQ
fj7OA/rL5sOidmrOflKoZQ/l7NpcvvRCOj4gl7jxovwb6Akw6+9X0P0s7JvY
uHhBbwM+BpjPT8RfYT1o6DaBrmegf3Zc5dy4ybn4umgtex/vX+LlN6sPKKm8
5vkOjA9gTT04jxRUbV4E0AtZvVKIS4F1CftGTXVB7gE/gPZo5tmfW//+iI2H
zuX2iXkIxgX8FcCvgU7YeNTiqt+TqH8C+LOmP2IMWFMOek8cgnmB9QfyHtrF
+2X5724BH4B5/v/OQfF5k1h7s3aeQPbcjZB3GdYPnzeQ9eNkauUJ4ONg+PNF
vBxm45TzqJzn5w0w/50TqA/zxubFFM55AF2zz1diPk6MP18AcoqVS8J5IeD/
0D6e//H8DjBrP5Vw+woxt+8QvkvB2hMltD4rLyXcvkD47gGUQ/95/svzW8Aw
nuw50jKtct5Py9qrM6n+APyS9xeBfs3zCeAzwBdgvfN6MpvPI0wLA3/h4+Lg
faAvsOcaC7h1kYfYfbiQLwow1Ifnw3iCfIX55eP7eH0N7JyAgV7Z825pnL6b
wvFnwc7HnpON1lqngEH/0zxXwJpyGaUvPh4L5h3Gk6WDCATyEvZ3gIE+Yf8H
+ijEFcF+qspvTvdXIJ9Z/VmYX/7K9xPazeavLeTkfUG1cZj8fgfWK++30zw3
CrHrIY3yeT5PHmsPTyP8uTlYL6wc087bycZ7JtD1w9nhCGe3o/FiVXKM8n8+
7ojdb5ZpfXeMjePL4PZ1GdV8d66U2ovYuMdAyvd5u4emXKFld+Dj7GBfDPTC
n3eE8YbxBfsj6N+wDvk4d6AnmGeoD/oBYNAPgG7Z+JJo7rxwIOUnbLx4Drd/
FvR6fn2zcecRhD2HHaFFd6zfIo2wciyF7tdAH2LPeQh2C9YPJ+TXB/7K7n+F
/RpPl+w58jjafj6OEuYfMLyfz6cG4wi/s/sbW3egb+DD0B7A0B7WbpRC72fz
KiUS+YZV3ZMrhfOBuX10jpVMVlE9487NwA4176koPQ2vXzGhqE8m3VfveH64
tv/PKFrfYL5fx/l+CVT/VwbcOJfyWIg/gH26SxU98vEEu6wttlpbBFH9sXPG
aDzO7QyJDcpOK7Iq0zrPvcZi4chXPz0o3xzuMk7h+1T47lp/ec/70QmfqF7z
9Whjw1k9f6HPM3ep/7S/Y5XyYVheUY9w4dxFzdZhW0tikGnWppoLJr2nehWM
36E61yd+6Cycc/lXfDcPvTsXkPNFR/u7i79eFq8vmgL6eiZKdmx6e0uPUnTD
6mCXnNmFtN27lLoBV3qqOH2sGN3ts2bfsoEVtN60MU/mpK8X/E4/jw1oH2kj
5A3v7pz2JmKckNd/SNeAMCyXsPFzCcL3xTzalB8Z8FP4rti1yb3tHEcK8QKN
zZqbtNAV/NTO641GDU0T8hbrvD7llD1EyF8Retw+5q5KjuXxV3Xirwr++QUZ
rsauhbloRMdTR07rJZMf9RrO9x4oxapykxfNnyeRpjvOxXZ1VaH7H0Y3Wlwe
QXQdTQM/tZHimREXZGMCIkjSgR7JB3oUofpTezWc2usVUiT0Ox9kFkk8juQ0
+76mCBkefnn7vpkr6v7r8vT3OWXIEvV4WmNZEgmNOD1+jUSMM8/0bqqnnn9v
U/u8LykifMI5PnRDoRL/GV2jg6SFGL/dPbjulv7JJDRn+qj8RlJc+/j+60Eu
CSjLJGja7w5SfNIo4Yz+zHK0JuZQxm8TKd7Z7apVt6sJqOWJFeo/OTa+HH5m
UesitCKy3tnhfeXYZm6414qQSLLasLfk+Fkl9jj0Jc6l+DWKuFVsNeScEr/a
MKv0yCvhKml1+NRzLwXW3dZgsIdBGtm99OMyxeQ4cj/hJxk+Igbd2n83a9XP
WFJ1RX0Cmq3uv+EWGVJ6ZdQNf+G8sLf5qJLmuSrKF0jd+0lLK5T4ZEbeWY9g
FYGr6bCiuPUvVMRcr8K1+RMhf4r7mCZrWv5QUX7UtF3Lz10HOFXN492q8z77
jLecc1neYLcvitFv6iV5f53sW1rL6sJIf5Sr6tOtjstNolqR1WTdYPU6Cj1x
YWuaPTl2dmabxDFx6I+Hz/tewTeJW/r1BovXh1L5sK9Le7vVX2PJ3dYbjkZ+
j6Hv13t+vsnhFZko1Fx//Khur6i88W+9+fz6hV5kJRqFvWKz0EOdaUv+rPQj
Rx1HdJ04SMhrYv/4xIn+TWkeENJr/+8JQ8sF/tegRPyoxa2bVf3zMAa+ObJv
4NEvJb5UflC/c/GDQcGPstTr8MoBx6U+aHJh2sF5gzJIaOpom6/NApDo6tpZ
xwLTibhvgwdrfsegdfdvf96QkEa+FIpa3b4Vi/SOd7To+yWNrJ1Tf+f+Y6lo
veZKgi1e5/XonI0sTEztvQ1TyLXrZ5v9Ni1DCw64zE5rn0FSKkZceKiqRC+d
8+U1x6eRI0vFr35/FGNHx0kr1sxKIRX/KSd2qSnHpm+H7x4wMYMcGHe8T3b/
DJJu221w6t5oYua//Xrvd1Yk1Uiv+6OWsSTLc8fcVgW+6ENOjPWtmzEkcVrj
Bh9DolGS5kpq6haPLlpdhrJ/LFx1f0Q8Ma84/WhqQiVK6dTFZPeeWJLksfTz
c6UI92oTfD/OIpYMiRmUv9RPjIc0rtWq3fpo4uw9PGPxIQW+9OSx61SHOLLP
coyvQkeJ3/YsLjxWGkvsfo/P3/yhBP33xrerUYE/iXg4qt+tADVfzHpQ7JP8
h4w5Y1Wet6MSua5qfayory/ZEzK6tmSrApt/yYjcvzaAjKk4sMSjlhK3eHg4
8+GfP2TZ4btDLPf4EEldlztLJz9BT9+rJow+8ZUs3HIx9YiOQ9X8Cv+OjviT
WD8tFe1dPencgmm2ZKpDDz+noDQ0+8aQFyZ7j5OgGTfWSqU56Md6p9Vjj51B
pdKkGS9y89GSAScrHhc+QWPN2ky5I5Pjg17725+4+IS02DftfEMXBf70w3qE
frezyDewT51Zx0S4Tfi0Yd9q/aD2plNV+id7XskPzWw+qM+P4UpcZ72f/aPH
0aixyYLuDTvEkaLi5bJE00I0c0z+FL3H/ki+POtLzvACFOmREeaRodZD3j5V
/5WiM0NfH7b1ukV+rry2UFpWivLMv/mk6WUgn5V4SYvr6nFuWSPoWXA2inv3
9GK3yFL0oe7Ok2cT0smgGQfTC+ar9eZ2yT2jYvzItyinqY3ri/CN4U32ejeL
RbsG/hh5UVeEu37O8PtgXoaeZe/VyWtWicqr7AyVVddOuE9EXpIYr4pv+Krn
YhHeNWfF07fP08n2iV+POFyR4GFpqfGZn/8Qi/l2Ze+2SbDpb/2Wv/V9UP2W
f/9HjH0z0/wlxX9QF+88r871JbjjpEHLzO9Ho27NfFpeeSnBc7v3qj1vYC7q
1ibA/5i6fmTp0W3WbwvQ7ohNvexnS7Dlpd+pZhNK0Ji+l44HhUiweFCm/g7H
NPLkYe+c7XdkePnHE19HOviR8uuDDX3sZHh+3MYaN/r8RF+GR29a0E2GF8aO
72Xo9Qetyn5pZrpEht1TVuf/uReNQoK8xkeUyHClnknw2wfZaDayGdNguAz/
PPFzVfObOejwhV+uEy1k+JfcbVjDTgWo8e52C63SZXh6rOjzOxcJXngiNPt5
exlusXFMuP5W4Wr4fPmYQAcZbh7nIXbfI8PzynuN22OvwLvfDDkz0EeG0wZe
eeB0Ko74bNqw63c3JW5y/kzG7Qa+5N7OkQciziuwxeI/XXo+dyDGbgc2d+39
1y/Z55mxVQCqbL3AKdVKgSUn7VfUPR2Drp77LM6tocRLp+WeWL0nG904/MJJ
z1qByzdLZ9x1yUGi0RX+3e8q8AjrZz5mIwuQZcpGwzIDJV4ytkfevSMiPLXD
0w9fpinwx7YRU4e1kODk1Ru2HX+mwKsMTKIfrpDgyDVJK5PfKXBC6DN/20ky
nBfmoTBorcSJXwM7Di8NJoeP9XX4/EVF3vZz29wkw5+sKxxdV/FMReZ8b77o
hySKWG3tvb3IIRkdS4xruChSRRLz/GbuVMunSUeymuH96eSU0W5P63QVebkd
tThwO52MuHHs2b00FZH2qHmuYGgmmWv4uH+xnRLrpsTfOXdaiANbNcLwj2FY
AnEMmNzCQ63v4nHD9WudSyAJFZPrm6hxgt4wf0+1fH1aX8djabGK2C0Y3OeV
TRzZ3vBBnbUlKqK0+ZTZw8yDbMnr/2elzhW6z9BcLY23HGpX0SI8iYxMcXU1
Uz/vgU2DBg/aJ5OFJZnfG6rxmcY3DFqtSCWvFhmNtyhSkWXfLzScb5hKEr+e
6tOvWMhvqgwpbiobmYFiFvZTySsC6P5pqvOSGdaPf5Oor7ViO78Uvoet2Y+l
kY1mSiszZYJWvtLtVy6p/4TzSUa1a0e/eJlJ7QCn9Ty+ZSlSyYvBRw//cpdQ
uQ/67bO3ktP1VsRQ+ZhuNNcze5CQL7SHc00bk4QYas8N2TWg7EGPGGqvbVh/
y8wuBkJ8Sv36vfTr94LzAjrYycvg2lrHGNLqW6HhEFslF+dejtrpzv42vJEf
qSjy/FbnsJC/E+6f9N67y7ZBvwm6uVL16qYQb8La3Szdyxgs5B27lzVtW1dj
B6qXevuG7naVO6PFlc42+4dEk2lvrjx4sfc7Mqr1Uf2nHZez4fTF7aKMJGq/
O7babrd+QCraEz9d5DMmku5L074Ql1P28XQerjed3dS/kQ9JsVUMNt1TQu0L
V5p/6/q6cyH6MEbHeLM0hPoDYV66Lkw99P1SCbo35E0dJ7k7te9M2TP8+oWb
WdQ+0UA+RU8+JZq8bOGt/hPsuXUaPeqz0BjiP3RwusWJCzHNhe8ha/R3CX7t
959p1olM6nfvXCO0t/naIML7Sf5bOV68bJ0Ejx24703rWcFa+Q4DPqYuzn8h
+A0O27VX/wnnVQ6F9FD/CfkLmzzFoZ6XhfNOzbd0HdejvnDeab6r/lfbfcK+
7cP5954xb2T49qmFX5/HBWnlX2xf0ereIUcZ7mUUVOfHK+G8Euz3fJ+eFW95
LJyrd8qpH/ukTDjHvfHaszMvjgvndzrP2Ne3IkmBH0VsOB+x4RP1t63+97wA
SpdxVyL6ljyPpPEo7/6SqfwXpTPQc/OP/lk1JECIZ9n6vVHSyFQFNtMZmnqx
q5AfEOZVknB0VbsQIX7F68BvxaA8tZ4hUqIB2RKtvAMTnK720FuixK9Ld9St
d+EbGXjcyV62TkX2fn342fXJT3IxalTytSMqMmG0bLrLnDjypq3bh7P6MSht
5Ih6jXarSK+aBikXGitwxM6rCW2XZpCntYYb9e+rwMu/meSNcowjs10bGb/r
LuTXq3fO8JhXw3hUN0avToyekG8vQNx8i1ntDHK1xpVhdur++nXWe/9yvJCP
aa3i4oCAkUKczcd6bV3fzAogi217n8yb6opG7ra44+H0m9o1zD0s6h8/I+TP
A/vLSF1nrOscjbq32xddIyGU/NVmFnUR7E1JiX//qcibBb/iJw+MIZ0GHzE3
zFTLg5d1C0P1Y4jnpCydjiohH8nGQ3v2dR1TRO3e3Vy/Wj5dKeTPUzRtvGye
bTbadufMpnq/v1D7GNCZQ0vzbpPqC/k3xFvHrzeXhBOdA23Uf9p5PGe7vUk6
OjmUrrOsyQ+RQ8Unus6bNT2+VX+RJ7V/6A8+2HDwwYCq8Zdo5bd732SpTa8v
wajl8sLmywuF/HYgJ7LbxFbkeuQhnd5bdv9XGayVN9ms4YOa0+QlqFTs9+7H
5jh0vv2iPkNPF6H9N5K230iKo3wa5v/gz0yDwKYV1K66Kv7umXOjKygf69Fr
za19p4T6XYafV/8JfjfH3KtXnRsJ+elmF9fYOGOPiK4Xuws39SwShLhG8lTp
ffm1FG951jc+3OKoVr465Fnr0jNr4XzS/IHhwxbZC/EwPrMPxq46LcUTn0Xt
vr6Sj4dJQx2OrP8cEyXEx+w/b92+jYMcH1kwqHnx+ThyI8btW6PNIUjq5ve9
3Qshv5zca9KvNt6f0Nv23ZNj6p4npk2Pv5I5RpDvP7PrhUSo9R2rdnl13CPI
08H6O5RqPafoXWHkzswItDvz7/8UIuPmnS0XP3mExunoN010F+LeVlvdD7Cb
kUrteXOOeVhPNspFy1a8n7jF4iL187WL+6l44a/EnvKU7n6/U4jn083DxDpx
ZM7cI7Oc5wfQ9dJq2Kr+EUVBVP7o1/m7cO3pOrvr3uVtebrwndDgexVbTX8W
oZlWUSr9L6lq/v1qYW93GVauab7gs1Uy2Wq6pE5UkcBP+92ytpFdSSGxt4+G
bF8bSMQFtfYu3puBJIfH7rxZeY84rT4X9eZVDtIJ/J24+3gcUU2d11uWFozK
VqAWdx6p9bEhczKdjCJRYiO38CWX4kgqWl5+/0kUWnZtzqSkUVLc6ayT9/tF
maTnXXEby+NSXLO9oZf5pCRi1aOzaHFXBXayrBM+uHE8OVGwxNd4SgRZcnB6
twm5cuz4Ub+DeUQIuba/wapcHyU2TT1gduErQUtnzKzVK0KOFd26rll78TM6
lrnxgKG3Es99UivqmETIT2Zw3cJ7wqUi5Fb/iMwqQUUGvVup51y7EBUvSpiw
+VomMei4JEmvMA+5ddxpXH43iZjOXtE1x6UIvS5dsL27RPCnT/u7LYvIJKOk
nj3ujZfjprVFbpd7JJCkHguN9EJl+EHg/aNT3BPIxY1G1z9clGJiczCmwetw
snmFlceALVnoodmIgAtDI8jto7GxL5vnoOtdda7sbx9OCtqWXVg5LQ8ZNGt4
q691KNlm0MUmbJocm9QV/XKZH0yWTviybMIXGY657hOi/iMhG7dbZh4V45ct
LykL93wjW67MkkzRleA5gVPOzDf4QuzXZ3qOHSfFRfbLUs3reZKNRbOs494X
I9vE8VP6v3uLWrSZUnyiWSkaFfFNcm0hQdPO2JyvbV2Oplldm3tu8idUuGnW
54flUpwe0NimtSoQ5SW+f5Ysk+EVDqndnCRB6Ner70fa35Pjz3E/61nnhqER
fk07TZkRQyyaPxl/NTkBvRs/5o7KL4YUtz1ff69OAnLxcGuoO19F9nW2fP7T
MxfVSry0rE9oMpl02LL08Zl81PnbqkE1N6WSPfi8VWu9fBQ4Tn71ex0P8nSa
/cP06Gw0PGHPdu8zoSQ24oHlpYwi1NvKr59i3Rfyxabs3uCUEtREcfryvsgE
YnffNnLZwHK0Z2vOrvy1UeSCbpNGj19XIFmHBeMW/4gmTnOf6JtYVaCxQ1PW
Kh4kknWKB9aujcX4WOMVbzs9+YRqmzjp7Fyt1lubNxT3aB+Ehkom3t3tVYEO
97M37NQzED28WavBvBcVqGVFg+9HUT7abND32/Ua5Whdj7U58+8UoPbXxzz0
3lOOhpp0Wrz6XRGyNnKeLm1VgXTrJk27tiKSnChuKtVJFePynlZDMiclkrWd
zhtfUs+TdYhteN2drsT7SPye4I8i3GG72PrOi6Pkl+0zh5haYnzqqu2DX+Zu
yP2mrOGp9WL8LTrrcAOxG7n0eFv/7m2l+FDtL/Nkn5LR9NSHN9c+EmHv7xmd
TXJT0MhLh8JzP4twO+Mmu/qeyEToYKuun4eJsc6Gk866a5LQkf7ieb/GSrHZ
t9/7zr2OIjqDmln6FUjxgAnP2hjMjCZZa/239k+V4ufZv7cW9ksgq3flReye
KMf6OuvaRenFEZvYp17ph+T47ObzgfjdG3TEIaLlwk9SXDY5PXVP191I0j2u
2YRdUvzj0sZ1b168IrEB5Zk/kRwbWOkuH3zEgVx+2u7Qh0VyfAu9lmaMUaFs
g31X3cKk2Gfrp7VO19NRI4uPlVZvpDhha+HHM3uSUHTwhtX1Tsnxwq7XXfdm
l6PFdUtfLTOT4uNTG1Qk/RHhy/m7DRZ7SHHUs+5HMg1F+O3ya4vvXZHirzkX
DzXzE/K7jXnQu3XFGhWa0ys1Iay5An/dcvwpWZCOkmoOvd1SzW8mdz3ouco6
GYXoXSzHV5T4qVOvJ6esUlHfSqO8/PdKbCB37yJ3L0blbdeo/+R4mMTbNsek
FLXev9y0+IYc/241zbnWgnL0ZtDK78Pj5Hj6s7qBLcKLUfHG428G31XiayFv
e3WTl6JFZwwev1Xzq4g/eh/rr0oj+GvyoKAKIV9Hqx1vxy7MEeJKZoqabWmW
LsRR+U4wRl/rCt9ll5W3zdHvS/keiR1R4Drqj2CPjbsf3nODej/YVuRksL1c
gXuuq9viv4RUsgU9krsOVOIRIQsPuV0R8sV5TVri7vFI+C5S8dWQYR4rFLgi
w7LPvguC32zSlJYvV7+MI55pP460yg9Dm1P6hr974kdqDSx681+QEzLZP23T
gkYxNI7GudS0vNn8OGSbtrdf6X9FKOTV4Zrj5gvfK49uYj3nxuM44pszLyIp
O5TqJ6p+1p47T9pRvv5ULLYIamZP3qHItUO3CfngKkvOH854LuSTLg8+rf4T
8ss2qb/RwtCtAH0eZ7h4J8kkr8ODNy311s7/9m973Estn4c7OvrOzKT+Uw/f
jR1O5cSQrYphfv1uqfc/a0f2b9c8hjt/F012+Ezuv9pPjmXuJwqGp59DeR+9
kiSn5fhre4285vPHra/CU2d19kvKSkO3Z0750CdKib3PWeZlPy5FR8/s2Rwb
LeRDuDT1r6MrleqrTU+8bHLiZTI9t3BC7nNryTDhu0e/itpPOLhB+K5A24Jm
Hb3fJNM4uNPvi5tcPx1Dx1eZlVDe4UE0rX+n9M3N0jdR9H37TMXt5MfOU33x
xLfRy9o7vqT6ovG2rOj3Bwup/tqkjZMl8hG+q0H06q3pMriMlqds9hqw4Jhw
/vfl+8+Kxs2p/ojShrb5/rauCLPnMoTvK/nOd7hs7yZ8J+TfPvaEEDc4fnL3
J3n+wveTLv8bP+H7ScH/3JbC/W3HJTk2vS18xyTHv8G1sduF+NifvweMiWoh
5JMbG3Hp6wyZED9gMcXpwWx/Yb/sVbnJXne8kuq7v8eWtmlqRu0oyOVGE/Wf
8F3ff+aJwUKcgU3jvw4dYf3/9z4x5pGtEjde9bXmoTMKrbyOm1sPGb/xq+B3
v+CxcnKjWwpsJD1fjNumEm/R8qFmxxT4hoNZUcN7qSRmpZ53rZ1C3q+F43QN
7nePJYcyjjh1vBdItsXfsN3XI5bsm1LnRf16YSR+45Uy8+axZO+V34fsGgSR
Z3UmPbbpJnwvzXBcXPv6yRlkesNsG7dar8mREN2Jk3qqSPf+ZZGyyc/IDWM9
x7rNVQRF65vFnHBE8Tkb5H1IBtnQ+v1uWeFLVC98jGXr90L+uaH//DrpxEmq
l/XW3ws5rI/adN0sg2ydeHmZokEIOrkmuNHpq+mUflu8+9383e808nH5gU2e
AyKQWZ2ie27m6SSl7ObQuF5J6GGnh1OHNU4j/XL7LR3UOhtt8hU3HNlTyDdn
bmRVGHU0g0x4/MnVTb2vKvQhbZ6aqEj47Ok60zeVIOnoX7ONa6iIctHZ6d11
y9H9p691639OJyVXsiw+3BRj/csmiwr2Cfnm5kWsUu8IMojPycIhM15Jcb+7
wbsPxKhIzxVjRtp2luFeW/z3tJitInUy7G7bTpfjaZa/lbE56aTPU3L7suoj
WnXA8NTXqBgSHvHvH9L/9y+GtnfG+FfTxr+KJyl+sVFLfIvRlvQF//04mEC+
lOo+7XSuBJ0ubDxnskEC+ej4oSTArwzFW/Xa1lM/nvh2SFh8wKQCzXVx2LFp
RhwJud5145DDYjy+xChn7xch/9yRbsva6s4OJuU6q/JT0vPQDpd6l/tIQ4ki
I9h72JAC1Mp5aU9lRjCZ471c/Kx1EepwbZN7xzlB5CGRv2rysxDpbfgUW/NO
EG1v4JpJZhEj/InXzTL1XzG6NOfhhTkPA6g8azhqSoNRU/yJfv7ZQdm9FPhN
dpdsv7aQ706wFyY/M5/gOz8fWbrWKoq3fEj304dndjFIfuZIHmTWG+D1QoqX
9Ex7Xt7TnTzu/0s0VT3eRiU9nxya6kLGT1o2cdIytV5geqeB6Z27lN+drqK7
YxdvBJ5ZKca2ku0Gnbv4Unm049++Oh81uzU68NoxH9TRY+7PPZvz6flU6eD+
UbVRCfJe/s3G3y8F/Rq81VKaU4z8zTrcvjgkE42K2tvtgG4pqrJ3Vq0bEbUL
BNw03zuuXIwzsyrv9X/9HXm7lFtO/SDGDn98nO0GRSDDzlbrbh2Q4BEueSud
R5SgugN63X4VLNgV/j3NTIZHy80l9zp9R43dztRe3ECG343UWd9jRgSKuprQ
aNYv4Xtv9pZl3abOluHu3vHnfaOykE1c69BF7WQ4YtLrHw8y8pBowt2iIiLD
ZZPiP3zyl2Mnd7K99wsZdrnwp7ykTRA503p1yiaswI+DTXuZuAeSzN8X9w8d
pcCGu3sUf9F9T7o3WWc7IlM4R6/nsDmk1hQFvrrN3mrxiq/oqVn6kOc6Cryt
rEbnyLk+aMCivS2Hq/eF61U7P772CEEP+kY4nXQQzpuR2qEZAWcVuND+01L/
vCw0uGXxIeliBd4t1ntS7JaH4sZeLRmVJXwPzmfk4fI/vRXYcW4PRd/xFej0
tZw3SrECD7qKgrf1rUST61wS32yhwL2fKhrKHUT45rF3B6LnCufTSJeQMT1c
FLjlUp9xI63F6v1Y71du/ylwwfOCm+9tpPjPimU7t5Uo8MrzMt23Jmp9bIzj
krbblfjC8tkXl89W4KjC3eo/Qb976Ff5eYKLijRs+aqhalwIMe98zhd9U5Gh
a45fv9PDn3zcE5Rz9aGQj62eV/Cv/DQV+R75QBr4LIPMW53SZnOc8L03j12v
rSZVqsi7X322BLxOJC91DxbLRZnEf87U+s+d44nF3usOf8pV5F6zF/lOlvGk
3/V3CZJyOF+TTIqMI4fL1Pe//fWgS5YkhYwxmhlYt1z43lvm8fr+DkUqEhHz
69Sm6WnEZfh2qWOuivTdOeXW3VEp5NYMnbr7ylTEsLC+bZen6eiE9VeDkT3U
cmXwoYZogwqR7Oys/PAUErbNvv+7OiK85k+a6EPvNPLPTBMhwjVNVw2QmKcS
16GzNlveV++3AxsPsZuWTO1Ec0wnp6RaJhEfyeWEcp8/aMurW8kuR2LI/MLA
zv2WhSD/T+WuS0fGEL1xO86n1YtHDSob287fG00c0ye+0M2LR6fuuJ34sDia
pOi0r2P+SoIvhRi/bfcrkj6f/BUXzSNI1PTXJ27EKbHernbvbwTF0HMY27zT
dC2s1fJv7NrNO+/moJVDvExdAy6iJLT6h1VFLrrTSSxfs+M2OqSs28p4m/C9
r2WjX/aQeqWQrtb585e7CXktdkq6+RTrQ/yPoM+EXVigkuaK8Nqyz3NO9RJh
0ujDn58HUoj6PyFlOYJ93s50vmX8ECnue+503PawTLKgRnddKRbymem/LZ+t
2C3B/cefeWK72IdY9vVqauQuwTruum1trnwnNSb10zX8KcR1/XuuVIp3eDTf
M+3SN2r3uDNx3eqp10KRa69Voo1LhThXSZd65XoDJPj94gl2cfJ4dDrpSZOj
FUL+tekbLhNfEylWdfwVEtu4ED0VfWy/0EKCPwbuHGx+sAhNO2B35dMVCe69
6eSr2CQVee6Q/3vYBBk2UN4qujA7ncpN6M/T8cE1u62T4QWOP1Z1sf5NVgfd
+u/BExnGPQP1Shp8Iz+b7tylyJThW6peb77Ge9D9np/9oVD1H4pf81z9J6Pt
zygaH7riiAxnjhq/9mbdeNRwan8X41FCfrW6/+S3HP9AN1f/WpSHfvmcECse
y+h5F2VQZfmKozI843729s1qvezjgQdJk2LU/HaE344Ot9X7Ornnww5ZMlzY
vljRZLiaHioNI4z3CPnVenZrKTngpsR9Bp05dSnsAxFl3kw8Hy+cZ31S92T+
rZcKnGUQfO9D7Rfo21Cv1DN7hXxqB7qM92n6Rok/NfvsHOweh0as2UHmqPdx
tjsHZZ6vjEc49WPyUnMhn5qu0Xb1nxovG6/+E/KrVRz3++yTXIjmlM3waLlE
iX3PLz8wt3YR2pw+uFkNCyG/2unmn65usVHim3ssoh1Niuj9iYPvrjUokOHt
CzMqxiEl3hM2vUkL9Tg6rDOu1X2iEme6zQk/VCzE8c8+sudQ0CAlnp80r/fF
W0o8t53jAZ9LvuT4vAP5R04L+dSCHqcmHzNU4GLzQc0SJZlk8vagJpE1hO8J
ufW7Pj4mU453ZFxqHb80U+ucf/rNQy9vxChxkzCDRXhbGsl+/fvG/HIlNn5q
8mrQkHSiCOnawThVibf+ufVIOSeDrG25a4HeTyG/WnD9lWttVCoSnKKXamAU
SzY9qL9wTZ6K7D0ln5ukG036l0XrT08C/hlNWjhNOnG2JIakOvl/ORohXLdU
bh3uax5NWnX8PXlaQQzp8e6kXYZfGFnVdlCv/xrFkr4Os9zWr48i3bbmZ84V
xZKg9aEB3/Vy0XBJhcnb1cnUD6Cz21e52zeJOAe6Vz5aI8PFdw63z8eJ5J5j
Qdby6ELUtiTiwOfhzjSOkfx15+1wRUYjf1c+SXuPjEbFNCqyy0PINlT60ETd
HtOM/f6tiqg/VFG7Wd+VvkXIedWfexOvJaKx5ztPuT2yGM3oW9Jig38Kabnt
/ts56v3ajym13v9KSybxnY9EJ1kJ+dQ0+nkZqjy6t+jo3mQax335Qo+OlT6x
JPNcFxfT4nJ0fWgX40z5C3RgTN72Xa+FONH+zm4LLowtR2JJu/V9dseRO17N
RBc3irHRGqMPhXVj6Pm/RvpXV5O3vmRDbP7dH2r+WGd10uQyXS8yMz5kZ/e1
Qn4196bZKz5dE+HI/qpZI55/pHHmlhMWpDR1jEWFYz9PN2kmwmHuLft2XZ+A
+q99Hm02V4RnjM4TB7xMoucvAx9NKO/dKI6sudzDusReigObyE4ffr+KRG/9
bdxpixR77swftDUwFdl/9v545JwUTxr53HpeqzLUJutH7WUNhXxMHQ3emfw3
VoplG6Z0kuakoiUZ7+Z8C5Dj73bFA2eqCtHSj/efrOgu5E9rHPRw9IqZQn6m
jI8tZ238o+aTyme37boI36NBM/PW3U2JIk2Gx+y9lqgi+t1un1EkfCITW57M
+DNfyJf2Yu1xlzuHM0i/z9t2GI14pZU/ze7AX4tCOvGINVT/CX7s2Tf0Jm1v
UYFeGbe9njMwnfqR7nVP61W6Lp3aPZyVP1oZ7VTvf/rniE1X5qDdonpXR6aG
kdyHjf/+UToD/vnEru5s4+5h9HkBg+z+DLKLo36twMGl7R5ZBRJVxvnAz05F
NG59ft0XKSarJXjqbxedt3M+UTl1pWreNzgPCG2eIeQ7iw/vLXkbqR5HN9HQ
cZnnaHunHDo5Jld5jZScvVMzq3E48Q53zrpo9xHNSzfoZyyKJMHjSzs9Mf2C
JuPYaRfDPMmUUM/6cizk4bjbu+ud3l2FvOQgvz02yyO2dQkhAzKX78taL+QB
MVz9+bxP90pU3M20bdmQSHreFX9f0ruL+2YUt+hEX+dmYuy46298gC2NJwb7
0JHXs7OamIuxjrfbhkZPIlDujvRmKy0rqT/orzf80MBK5BK5t0ubH0H0/NjH
pQM67Ohcge5v3Tt28alKOo41HczUf8J5ne+NLftsqCfBT1tYtfsa+I2epz08
WaG7vSgPLW5b92atRhK8f92B5ifP/9HKC9AsbcTS3SsFP2nd3ZUvdXrIcK1D
H1IvyqPoedwNrRxrhd39opW/rLIKZ1VhKEc2PtIWx0vRm6wjIQ8eyPEsVLAU
FQjfn6Ln9NN61t71XfhOi/iUtPbKFCFvzy7D69bBav1dorp6qcX0LHp+997G
iuz9Z4R8ZfC8qQuu1EqpUNJ4jNVNpVvxNsHOosg9sP29ezS1d9wYu7eFTXPh
++8N/obTJEdS+xv+t8/4Rfe3ZhbjnpOBV+g5VY2/uYzGZTQ3M3i2ZYOI2n8G
T91R/tlLRO0/RtNiVxbpCHlkDv26Y37pkJBnZVHRnpjSw8J5KL0a7uW2nkK+
ruSEN+f6P1JiiVXZfbQ0lnTyOPXjWD71p5M6C9LbVuYJ8cTbnCMtFl9XkSEf
i3vrRWWQxReUN5M9hfxcNtMnJ8V/UuKipNr/rfLIIMN29PYrjRXkebHt/ZkD
1fsV0IunDRj5YKD0CgnNiIjMiPiJmrrub+66/xqNM+j1YsWCT/3tybHSdeuX
BvujXWfWjDBvYk/jCFp8Tv919I89me08eGzbujHo8qjH5xrk2NM4hgn9cneL
DtsRY5tLns4X4lB9u5l7bc7epPawolH/rfYrE77Pt+qfwhVD9hku6J5UGkdU
iobXPjgK+bMMJuMtHm8LUUmL9j2s5kaj/RtVK0f5FaJlY1+YN2ygIgXriuMH
zY8mqRkulw1qfSBJgfH1E/7a25edw28qk5HjnQjVxNdR5Fxz65fHpqWg1Rnz
eta3jyIi4/shj+cpcVndpVfMTsaSW3dvd4z5Wo48Kq841pYL503Gjey+taLh
I5RosWrtpj1fiO8QfXf9d3eovSEDb7QfaGZDTm0/4ZdzOQnp7fzrR7pE6e+H
r0Vynzwv1CG26NrydhVo2pzZMmuHz+jlnMgm70dWotJJM7ybt/+GArKbVNS8
K8JZw4I3+//3g8a13BGdkYysGY1Mno5tMCFCjheOkukZ3wpHMy26yA9aKbBP
SvnKWnaRaMaoYtnJUCVOH9Tj3iynGBrn9GrvyNBvgRWokXWiq2FsMRpMtkVs
2VKBvv26Er/yUAna8+H4si72FeiUvDSlZqVafnYduaunaSU6/yoxb7ilGI9v
/+Hxi/EivG398kMhEVL8KLSb/QZnER7zp+mGzWo+s67Fk3PuniKsXHyjn2+S
HD+tZbLfTr2P2n55UNcuRIF13x1wn6gjpvYDn9srpjg9EOM1ykm9NltnoYoL
3jHeC8X4h8ffyLBsZPhZFjH9uBhPMLm47YB/LnJoNd54WKpwzla32wtPia4M
N4t32IbviPETncyay9Ol+Kr9tlmhH8XYd/DQhuJcKS7K0X0l05difNio4mI/
If9OrfSWU6U7ZXhiv167yp5K8YvvPw9KzWU4T9GzY/3DaeTXu+ui7znC9/F0
Un5YZRar99/r3Uu7iJKqrpnEZVXcvZNqfS3C0co7sHsapf+LDwNmrtybRlYu
7Rl/4algJ6d5M3t4Xr0bkkbsrz3o+CRVPV4ufd2KjdOJz/g+dcZ2VuD0pp/T
OmSnkaTjKze+aZdK7IpGdO5UEU0su+g4X4tOIqErW1woGBFDbLdOcpr5xhpp
/NqxRL/9iB2fvnmi3nfH2NRKiSHrHj62VpYk0bge1LiXsVmGCG8YuHNBi7Ux
pKalS7xBRyFOBPSupWllk2b5xZC3HcYb2j0pR9/HXj1m2MaP6pXbHU9M2THg
DzHu88jueaJaj/e4uvfWnt90v77brHzK7d/a8YUQp9ntYELmz4l7yejl09R/
Qr4qkAvN2vqEly1cSHz2tHNt2FmJL4/6NEXU9Q7yiry+/fhJJb478dvlxXZP
UMtrdaS/b4cih7653TrVEfJTtUkaVml4pgC1HKyzzzRZRZL/bGweFlOCym5u
1i1PSqd2UOCPt2/bN0jpJ+Sj2ujm/KKBS6laH54SuBv703UM8rYgboC5j1Ml
qt9xz+j/bsYg1i8ShfpLjhouVM97SdXvfP4qp9J5NhPcKpF0/5KVpoESvHFe
08D2J0V44MOaNfpFSfDt2kv99p8S8ld1Fqsuhqv5wvTn+XOe5wvnzHOHHB55
OVq9/7vZq8uIQCGfVdBwcctrmSL8fu96z+N5Cmyy7wyy0hXj1/sXX9xjHErS
7e7/V95OghtPtHm6c3QBlXv/mvc6H7VsGj/zRh8JXjju1HmjviHk3NzXc5uM
l+FrWTYOnUUh5EsT9y8vJ8rwrgVrH0+/Jcf1v4Qn/ryv3v/P9u+2upGcy6Mp
x+vyDxjYnZfhLfubPVEMC0dL/T+7S98r8Aaj96ULduYhvZIR3rGJwvcccs3b
bbur5hs55z7UHDhbim/YHjmanil8f8Fr4o/tOYHCfn1wbkUXy+1CXFyjjDlX
5UUp5PWAhjvP3ldi5wsfvopqpZLx4XbD37WNJRGiJP+Y1fHIfVyvYVsvCPml
DPcfj/RbFUymlwYcdp7lgRbXcbUobhNG9Xg4P33W80KbLSWE0oOidierha3c
0K+Lkm+hsiB6/j38TUyfdmbq+1stjpl46ANa3tvxha5NHPlv58iAaa2i0XTz
7xbD6iUSoxoDRxTtjSH+gaVLdpkmkLiLUVOzz1bZvzKE/FKgl72ss95/2+dE
0sB62doDReloSr+55RMPRtL19jca2NE2grjOqX0gyFqGj4wY/bXL2VB6/6pj
d83i3MOI3pShA+ttEuHWA5/ad9zoQ6aajvi1RE1nvx7uPjLl9A8aj5zT9S9D
/k4UTh8mj0oS8uIYZXYadvhOGpm0fMNMo6d56HZ7q6c25/xJrbOZk7u5FCOP
i96SechXK1/U0hM1Nhy2KUdzPc63dnX1RSV5S48XNKtAypt/D/h50XN7oK/c
3OrwurF3Ofrl0rSu5+Bc1Hjc0FnmC8vQ6My/ETG5yFXPaFy/7UL+qD4T//Sd
+KcMHUppNC/uh5Bf6krcwFNxAxP5fA6kofS+2fqpYlw4psxkQo0EPn8C6Rv+
qFPTHUJ+qQVTtj0xMZHiWbaKVbYKIb8UxDErsuYuGWgpxcu9Vjb/4VWJDMzf
+Pgek+J7Veufz0cVzt3/0mRDv0kvhfxSDdN3TTxlEkuWNmt5wrurH9nR2qlO
kVq/GWf0aWfANW8y4Eif1Ovq8uAZH39FHvpAxJdTJf0Hx5L2Dl6FM7A36dBm
0ZUf6vJmy1wyJeNDkPyi4/ybDW8Rk0nO80hpMMKyrz1OSm6RIyEZvQ9djkAW
DcXuq2fcIq3m6ve97h+B6vwl77m3aFz3nav7VyseXaHnjwdlzR+UFaEilx69
mvbzTgSqK33WdsemQrTTrrwkPFItD66iPZc/CedvZS8OrZnSQUU+dSXWt2t4
ktjZV/LcRquIaIz1+OYdPdHp9Iv9x7U5Q7x2H55iaV+KGmYcj5nl5Imcx5wb
kPFbhqd/WD7iomUIatw75VY/aSJJnLzkyZQNBahk/Vu9id2yUNQYp++rhpWi
kTE6tWYWF6BIi/+a5FwuRzOHzlzVtGM6WmX0yOFNgQgPtVQessgIIP/c31uE
fExeu5V11pvJ8a46BtkbZgrf44Z9/4AV9bZHqPkKzXtS9KxF0TMb9LFzSOey
0gR04IapZy/VNRLvuTVB/Yda/iu/Tu1Vrlcfv7n62AuVJyysSFgYSc//ly8e
pjNhahzZ1Ljv/BF6QWiW6aqB+WX70bj4siz3sbnoQau+OT+jtPPjTFz+ob/O
pHz0PG/Sjk7vPqLO0nP7vTzz0KHv52x6PvqKnh1ZV+dtTSE/ztFlZtudfhaj
QQ77BjjsS0I1emxV/xWjTiUN9/n1TkazIh9332RXTOMkuwzUf20xJpnu9x37
531Z0UzAZevHmwzcBvynEE1bsW3R1BvOVO/wWOOdN9KoiOYx6J07aMXQr2X0
3PWRjE2nnX4K3zsZjJJCJ5UL3xdZXtTmemtdIV/JXfui3I8dhHwlC0/P6JjW
U46jpbEp9RRBZEbhw4HbJ0nwhD3Tfro9jkLpEXomBQkK3C+uLE7aXoo93v+a
6H7Dn9pRM0/UuVecIqPrzzhe5Zjncp78H3PuPns=
     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249822764*^9},ExpressionUUID->"c63d2e6b-8ed5-4b3f-b779-\
62ce8553bed6"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 
         2180365634176000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}, {
       0.7098539785143714, 0.7823904838857785}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249856385*^9},ExpressionUUID->"5bdb7485-8223-46b1-aa27-\
92eb8ddeeab1"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk
u5tLd31XL7Pn2b1/ns+H5z3v7+6eczZmZ2ZnZue0XbLBfLlEJBKN1BWJ/l41
/7IIXF3Whb1eF5ZIcfjrfz9QfL7D2LMdxn6g2FaDEeBQTX2KNTCR4sp//zIp
/nf72TyKTf/CDsUUr/17++tyrlyM2fdJMVtfTrHmqsNhoZ/8FfoLGPoLGPoL
GPoLGPoLGPoLGPoLGPoLGPrLlosx+z4pZuvLMTtvOri6eeT7yV+hv4Chv4Ch
v4Chv4Chv4Chv4Chv4Chv2y5GLPvk2K2vhyzdKmDq6NTfh75fvJX6C9g6C9g
6C9g6C9g6C9g6C9g6C9bLsbs+6SYrS/H7LrTwdWtQ55O+Xnk+8lfob+Aob+A
ob+Aob+Aob+Aob9suRiz75Nitr4cs3xFB1fHZ/h1yNMpP498P/kr9Bcw9Bcw
9Bcw9Bcw9JctF2P2PVLM1pdjlm/q4Or4KM9n+HXI0yk/j3w/+Sv0FzD0FzD0
FzD0ly0XY/Z9UszWl1MM/WVxlhbf5PkKv+54uuTnje8XYP4K/QUM/QUM/WXL
xZh9nxSz9eUUQ3+rk4O8nOD5KM9n+HXI0yk/j3w/+Sv0FzD0ly0XY/Z9UszW
l1MM/a1OzvNykJcTPB/l+Qy/Dnk65eeR7yd/hf6yv4sx+z4pZuvLKYb+VqfH
8HKel4O8nOD5KM9n+HXI0yk/j3w/+Sv0l32fFLP15BRDf6vT03g9hpfzvBzk
5QTPR3k+w69Dnk75eeT7yV/Z+YX6corZ+dXWQ3k9jddjeDnPy0FeTvB8lOcz
/Drk6ZSfR76f/JWVR1La3+r0bF4P5fU0Xo/h5TwvB3k5wfNRns/w65CnU34e
+X7yV5aetfcRvJ7N66G8nsbrMbyc5+UgLyd4PsrzGX4d8nTKzyPfT/767/ax
seTMv6sfOqe5UqypZ+teVQ/B74D5q+b9aVqY/T2HYs14FHD1SrUw3FehGTCK
Ne2RYMDt/42fDPPl8B4oB6y5KijWzG8agSvQA2AYL8AwXoDheez9Ovh/P9fW
HTA73lmEG3ctzOr7tF30fm6eaDm0l61v687PN9At/M5fobw6umD18zQC8wnt
4+iGlkP72PrQnjTu/dXTGawzoAP2fTmcHlxAy1m6SOToP4frp/ZzeTrnr+z7
cih9Ax8A+obnAIZyoGd2PCSUjwB9QzlgVh9WYHacFJhvH7suSymG9gCG9wPf
gvfxfIx9vkKrnF+P8F6Wr5Uifp0BPf3vdUfpjGKgL/4+fp3z64ujd4pZeg3j
2pdI6wOG+jx9AQb64u7XokeWHvwofUB9Vm9I48pzEEsPBRxWYL6c1TtKKQZ6
AAz3s/p9mpa8hHbDOFfHV/hx4PsJ7+Xr8/0GzPYjjdtXpHF6dxqnl2qPI/v+
HPo8wPA8tlxM1wPIa7a+HPP3wzywenEBvR8wq1cVoIh//+NdRW+B6NS/5zoi
wHDV9CNe66p5XgbF/+C63Grr8VeoD1gzfoUUa/hFGfceEebrw3OgPtsOEQas
6Y+EYs14ySnWPC+KXjXlKfQK7wX87/Edsilmn5uC/r3udT7FGjouofdBewG/
+ndDBcXQfr6cHTcxLQcM5Zr1J6XlgPn7oZ1QDljTXgXFMJ98/+D5MB98e1h+
IOxT1mvGk8BV0y4l5n/n6RHmB9oD6xrmBzA770I5tA/K+faz8rKMYpgPlv9J
6PgCPfHzB+ME9Vm6kFMM/Yd2AYZy4JOA+XFj9yO27uM080RgXUM58FMoh3GF
/Qur70XTcl7v4+cF+DfwW+AvME/Az6Ec2sXxCxKiuQ9d1JQTmG/4HTDIZZ5e
oB5gaC/0D94Pz4f2A4Z+wnOgHDCUw/OhPex+PY2uE37dAD2ydBJPMZQDvwC6
BQz0B/wAygFDOaw/lu+KtfaVPL2x60PJ7ZcUtD5gWM9Qn+XLSipvAPPzBnQA
GOgEMGvHjKfz5aq5amGYD8AwvjC/gGE+AfN8hZcDgHk5wPMVHsMV1i2UA+bn
k1/fME8szuL8d2nQL1LdfbDeod+AeX8RrA8oh34D/t/+iEDKL9j1GU3rAz+A
csBQDnQA5YBZP4XAh1j7WRp9HswLq98kcv6eNPp8qM/qP4n0fey6DeTKEzl9
L15rXbPrMYNiWEeAWftbGpUXrFyTaNnBWH4jxyx9CnYzkEewXuF5gKE+v54B
w3zD7+x+CewVYRTD/MO4svvXUopBL2b3r6UUQzm7fy2lGMqhPTDPsP5Zvq1t
J2DtysI6Z+1LsRTz/Bnuq6pHODsKYf008QT4EIwntA/u4/kXvJ8dV+EK/YXn
wvN4uw2/r4J6cOXfA5j1owlyGNoPv0P9/z2Ogt2Dt5PA+LN6WBRnR/CjGOqz
/DOKs//FcvaIRMpfoX2gj8J6AQzrBfinBhdy662Uyj+gA+CPPL+FcYL55+QM
5X8w3//bf51Gy6H9MN88hv7CPEE5q88k0nEDzO6vc2g5zEt1+x4YL3b+BHnG
8o9owsphER1flr8VcvxLwDDesF649ce1T0znC94H97P8tpS+H8rZeBiwU0TT
+YX1DRjaw19h/cP8Qf/hfv4KcpjlIzkcf8jk7BoFWnYPaC/QIcjD6vbtrP6e
Q+UnjCfP1zh9mo4PS9eCHZ+VmwX0/bCO4fnQf05/o89j5ZWwD4X7YD7gPlh/
rD9G4JuAWb3G1p3VVzLp77xdnrez83ZttjyHKxfslsCv2OdLqN0S5B3vL2DH
X/ADVGfnB8zZyQkn7wjHT2l7AGuGS8HhAs7uWUoxPI+1cyqoHgHjDfoCf+Xt
/jCegOH9gGG82HIFxdAe1n8B6x/kDe0f4vvJyyV+Xlm6qt5vVR0d8OPGyzVe
j+Kv0B/AMB6sXFTg6uiO9fcJ48LRgZafjferVafX8XQN7wMM72P9drFafjze
b8feL8GA+Sv0n3u+Fl3ydAO4OjphseDXYPmgQmse2HFTaLWTvwJ/5Pkd8FXg
x8AnoT7wfxh/uJ/dTwv6AfA/DX9VEbh2/PeedML/rnmesM9nf8/gcALFGjkU
RzH0B8YV5CbwA5gPFifT+zXzl0oxyEHArL4l+BdhfMT/nudbNR4qqg9AP9g4
0ur9QrzfBzCMK1teoIVhHHm/CZQD3bJxRGlcnI2wruF5bFxKGhe3IaxLeD5n
H9Dyo3H2P8LZ+7T8ZDAerHzK0cKsnles1V/ArP8klvaPrS+nmOc7oO9DOegZ
/PtZOilHPJ/kMdApvJ9/X3V+P17vgPbwcoXH7P5WqvV+wPB+FkfT/SPQO2Do
Lzwfxpvn09XxbXg+z5+g39z8cP7hWNoe4GfV6VX8uoFy4B//Xq/WZ1l+XsDF
0xZweoq2XsPG0wr7Um5d8nYETj/IqlbvYu1b/LwKmN/n8nEDvJ++Or899B8w
tI/VD8Kq1QthPNn7we4gofFO1cUx8HELsN6gHOiPtRuJMXu/FLP15Zhtjw7m
+8vzRVY/CdPSe4GuWX+1BLP+amE8WLtVGKcfJVIM88XHcfBxE/z48HpedXof
9JfVi7O4fUWYFt/n4/egHPrL69l8PB+rxyRqxZ3wcSmvq/Qb6G91dj+WjhU0
3o0tl1IM7WLbq4P58YHngb6g0Ut4v4WSjhfUZ+PtFVp8nuUXCszyC0GfhPow
XlAO48Xen0brw3ix41FMMRsvoB1Hw8YPKOj4sffLKWbbKeilvJ4A48TGw4XR
/R7rp9Med8DwPNBLNeVxVfw8RktO8npNde8BzK5/Yf5YP2tc1fMiKP8DeQbv
g3aDfgz0AvU13Q/k/N9Kqs+DPgsY6AbaA+Wa9ocQ53/1vtDxgPGBck1/Uqm8
hX5WjZuWvg31QH4BHYH81LwnF7F2rBwqr0C+atr/peq5WbQ/bDuEK+s/iCb8
PIK84vkYfy4ExpnVC8K0+BzQO6+v8ecMgK54uQ/rg9d3eL0f+gHz9q/0dT53
XqdAS88EutL0q5BisE+y8eWlWnox205BX+DPA/D6QHV6NYwLL9/5eHxenlen
l7PjKvi9ALP6pkRLzrNxWfJq/URQztrjhThn3j7K0b/W/lTznhC63vi4CD5O
GsaNj2sAPsDZg7XicNlzTVFafmzAGj4SQdsL9YF+2P1YDqVHWM/At4APAObj
kqE+u+6iEOzngT/CcwBDO2F/zcZ3ZKKof891o/wC3s+fU2XlajTh+Qq7Twc/
ZSph5XsgbS/MJ7SXxzCPMN+a3/0p5p8H8ggwjA97vlhF6Ya3a8C6hPkFugY6
BT8I0C/0D9pTdUUGmnZW8b10dPVfvdtV7RX2S9AezfPAPxWEAGvqR9LxgPpA
l6zfXELlLPjTeDkLz4F6bH+iaT2YV6ADeA+Uw3qCcqB/TfuT6PzAOoJ1AO8F
PszGOVA+S6A/IC9Z/3g87R+0G+QeYFgnrN9Ojlk7nBizcQoSDPQAfB76DfFo
0G94P9Af6y8Dv11MVT8TuHixXNpvGAdYf5p62Vw8TSH1B0G7YBygXdBv1u8H
9kgRnS+oD+3m417YuLtCWg7PZ+MK47XGDd4H4wb1Wb4L+yeIzxJpxUmxcR8S
Os9sHGM8nVc2zkGKWf+sXMvPzMaXyjH0E94H7YL67Pk54XmwHtg4VCX1Y0J9
GFfebw31gY/w+ijwGdbvL+j9bByhsL5BfsK48Xxb0y7hvazdUs7ZLUE/B3oL
p/wtSEO3lD6AP/HrHviipn1FCN7L6gPA70Mp/+PlOy+vAR/X8Neq+/K0xhWe
B/IQMMgboH9+nwKYPfcm+DVhPbPjKvBTuI+Nd5Jz60OgJ2g3G0+tpPoWu7/L
0bIb8XYVPu6Uj8Pk7SxseY6WnY23K/N2cfYcHNgjtO3irL5N9VMtuxJvRwf9
k7UHUjuzVtw9H2fA38/bPfk4fX7fzduxWfoV7LrwPHa9FlDM20Hg+YCB/th9
jILSM7/u4Xeox/qXBH4C7Yb1C3IK9quA2f5kEVbP1Y4b5c/J8XHAIG+4+A2t
OCbOn4ZYPSWFyk2Q92xcpGDXBf4K98N6Agz8Hu4HuQOYt9OBHOD1Jj7uGdY9
9AcwtI9dj9pyHHB1chwwtBeeD/QF6xf4Ga9HsH63Um79l9ByaA/rl1Rwdllt
PREwzA+/72b1KRm3r9WW26w+JuHOLYsxG1clwVxcMe030Kfm9zyqx0G7gD55
OQDjAO0AzJ9T4s+Z8HHjLF2LMBtfI6J6I2B2/kWYXUcSzM6LEB8A/JL1G4mp
nsrGoUfRcWPHQYjD4t/HxoEJfq7q9GI2ri+Kyj+QL3A/0At/ToY/F8O+H/Qu
uda+GdoL9Vj9WYFZe5qS9gf4OxvHqaD9AQz9gfuhP3A/9Ke6uH3oD9zP+01g
/tl9mwiz+qOEOzcvxmx7JRSz46rEbLt4fTOLygPQ50Be8PEHbP2MKj0yk8YX
QLlmfBJpuWZ8EijWtCOO1gf9DMo1OJmWa96fTMtZPS+ryi6RyrUnhWJYn+z+
M5M7l1OgtW5ZO4CY078lmJVHUq48kJMHYRSDvGP5uQSz9YX9Lswbj0G+A73x
dg02XiNaK06AP58A/Wbz4Ygwf+XHgbX3SDg9Wsz5AyT/776c9e9I6HoEzPpz
JNx6hf1cPFeeSDHICcCs/0bbrsLKBxltP5TDeAJ/Ys9HyDk7txAXABjaD5iN
kxfKWf9kPFeeSDHQA3/OgC+H5wE98fsZ+B30AMDQP8DQP75cc5sCs/ZPJZXr
gIG/cnYr7lxTotb+iL1fOAcF88nWL0V8PwEDXwXMX6F/QAes/TqLQPwSH3/F
5mtRVdGLnPqrALN6p1AO+wPNFeK/wE+XQbGGv8bQ9mjeH0P5n2Y8oylm9Ta4
T7DDw+9wBXsfYKAflm/kUczbbTi6pXoau08uphjoA+Qm2B009fI5vbuQy08G
61o4N6J5TkKVvBXsu6DfsX4ubb0cxgUwbydk/fPC/cDf4H6e3wE/Zc+tUL2f
6oPQH65ci//wejVrN4V4EcEeBpiND5Fi1m4o4fzZgj0P1isbT6LQOkfA6s1C
viJ2vURw5+0iKb1q1kM4R79f6P3VnWPk7c/wfGgPy+eFOByYZ3Ydl3PPl2rZ
i1j9geZD0LIbAebzrrF0U87tB/M4+3Yxt7+TcvFtkmrlKrSXv5+12yq4uBtB
j4b7eX8Y+MehX4BZeSf4t2F9su8pofMA9M7HAUK7YZ7gfYCBHmBeWb1IxNnn
xJw9CPK5RVF7ONATYD5OCn6HK7sfkXD5ucRa+1pNsZBXAugVytl9uuBXh/XK
9lc4V8Weuyqn8h7WN2+vZuNShX0/G2+l4PaTCi7eSsHFVymovRPkGetvVmDW
ryHEx/D7If4cLp/3iT8XWd25ST4OmT0/EsbxAyHOjo874uPSeb8vnyeL97Pz
Vz6uio+r5+OG+Dh2KGfPHwn+S16/g9/ZfYIOlT+AgZ//7+cI/n1eb4LfNe2L
pfwb+CK7n/Oj/Jz1k4J9VUX1HTa+XYnZ+rD/VHH7QWG/Cvse6Ddrz4P5/sX5
cbXztkB9zXj50/qwPvhz1lC/So+i9WG8+TwNUF8znnG0PugvrH4Xr3Vl5Q+N
36LtAz7DrucC8GdW8T1Bv4L72XPv0dw5W+EcBIuBLuIonwY6hSs8h9Wvbd1B
vwa/D8h/wLB+2X1WSrVxEMBX+PPSsH6hfax9UcTZH6vje1Fa+xrNuAl5aFj/
hHBl+UMJbQfcx+ahEGv5LQHzfBP4D/AHaA+fx4a1K0loXCL8ztr7JJjVF4U4
UPid1TflmNVH07XsQYA11ySeX3B5euM5+00itx8R4gRZPSFNa5/FxitF0/gV
wOx5xmhSnV0FMLQHMB/XDfPCrg/Bvs/OG+93EvwLbJxwGWL5fjnFUA58FuiT
XWc6Wvt6Xj6yeksGx98yEevnzKD8i/UrAz8T4kyAr4C+yNq3iym/BTkE6w4w
lAP/Yv2PxZzfStAveXs9jCubn6YUsfYeyAMonIPn9UKYT5hHWC+AYZ0AZu00
ImqPAAzjxdJNFtUnwX6reb+YyyslofXZOKGQKrqVacVts/s2ebW/s/dBHJpw
Ho/VC/i4N8FvD+W8XgP3w/hBfRg/wFAO9wMd/+9zcskUs/wC9AqBDwDfAfoE
OczJVVrO8p0wrfhhsGOw4y/kz4ByzboLJe3+Pe8T3QeCXNa0D+R8NB8PR+eZ
zROcQfkRrFe2nzkcv5Jq2Tn5+F7er8XaPcWcH0aCebsZrFd+nw7rl8VhWusR
1i8bB1qitY8Guc3Ldf6cFZ/3jbXn5GnZd1i+DXqgYJ/h99WAQT8BzPIPAfPn
bHj7DZ8ng7c/QzsAA92CPgX0AvoUYIiTAX0T1jerDydqxcOy/pYIqj+yensK
9TcBHQC9w/183haIl2P1fFt3Pi6S1feEuBSYNz4Oh5Uzgp0dxgnWBWCgAxhX
oE+oB/QMGOSPZlyzqV4Hv7Pnxwq18uCxdgYhLyMr58WcfUSMwX8H8gDqA/2w
592ltD7IA+BjILeBDwIGPgT8nstzQe1bgFn5J2A+nhjGB/gyb2+tLo6D5zvQ
fj7OA/rL5sOidmrOflKoZQ/l7NpcvvRCOj4gl7jxovwb6Akw6+9X0P0s7JvY
uHhBbwM+BpjPT8RfYT1o6DaBrmegf3Zc5dy4ybn4umgtex/vX+LlN6sPKKm8
5vkOjA9gTT04jxRUbV4E0AtZvVKIS4F1CftGTXVB7gE/gPZo5tmfW//+iI2H
zuX2iXkIxgX8FcCvgU7YeNTiqt+TqH8C+LOmP2IMWFMOek8cgnmB9QfyHtrF
+2X5724BH4B5/v/OQfF5k1h7s3aeQPbcjZB3GdYPnzeQ9eNkauUJ4ONg+PNF
vBxm45TzqJzn5w0w/50TqA/zxubFFM55AF2zz1diPk6MP18AcoqVS8J5IeD/
0D6e//H8DjBrP5Vw+woxt+8QvkvB2hMltD4rLyXcvkD47gGUQ/95/svzW8Aw
nuw50jKtct5Py9qrM6n+APyS9xeBfs3zCeAzwBdgvfN6MpvPI0wLA3/h4+Lg
faAvsOcaC7h1kYfYfbiQLwow1Ifnw3iCfIX55eP7eH0N7JyAgV7Z825pnL6b
wvFnwc7HnpON1lqngEH/0zxXwJpyGaUvPh4L5h3Gk6WDCATyEvZ3gIE+Yf8H
+ijEFcF+qspvTvdXIJ9Z/VmYX/7K9xPazeavLeTkfUG1cZj8fgfWK++30zw3
CrHrIY3yeT5PHmsPTyP8uTlYL6wc087bycZ7JtD1w9nhCGe3o/FiVXKM8n8+
7ojdb5ZpfXeMjePL4PZ1GdV8d66U2ovYuMdAyvd5u4emXKFld+Dj7GBfDPTC
n3eE8YbxBfsj6N+wDvk4d6AnmGeoD/oBYNAPgG7Z+JJo7rxwIOUnbLx4Drd/
FvR6fn2zcecRhD2HHaFFd6zfIo2wciyF7tdAH2LPeQh2C9YPJ+TXB/7K7n+F
/RpPl+w58jjafj6OEuYfMLyfz6cG4wi/s/sbW3egb+DD0B7A0B7WbpRC72fz
KiUS+YZV3ZMrhfOBuX10jpVMVlE9487NwA4176koPQ2vXzGhqE8m3VfveH64
tv/PKFrfYL5fx/l+CVT/VwbcOJfyWIg/gH26SxU98vEEu6wttlpbBFH9sXPG
aDzO7QyJDcpOK7Iq0zrPvcZi4chXPz0o3xzuMk7h+1T47lp/ec/70QmfqF7z
9Whjw1k9f6HPM3ep/7S/Y5XyYVheUY9w4dxFzdZhW0tikGnWppoLJr2nehWM
36E61yd+6Cycc/lXfDcPvTsXkPNFR/u7i79eFq8vmgL6eiZKdmx6e0uPUnTD
6mCXnNmFtN27lLoBV3qqOH2sGN3ts2bfsoEVtN60MU/mpK8X/E4/jw1oH2kj
5A3v7pz2JmKckNd/SNeAMCyXsPFzCcL3xTzalB8Z8FP4rti1yb3tHEcK8QKN
zZqbtNAV/NTO641GDU0T8hbrvD7llD1EyF8Retw+5q5KjuXxV3Xirwr++QUZ
rsauhbloRMdTR07rJZMf9RrO9x4oxapykxfNnyeRpjvOxXZ1VaH7H0Y3Wlwe
QXQdTQM/tZHimREXZGMCIkjSgR7JB3oUofpTezWc2usVUiT0Ox9kFkk8juQ0
+76mCBkefnn7vpkr6v7r8vT3OWXIEvV4WmNZEgmNOD1+jUSMM8/0bqqnnn9v
U/u8LykifMI5PnRDoRL/GV2jg6SFGL/dPbjulv7JJDRn+qj8RlJc+/j+60Eu
CSjLJGja7w5SfNIo4Yz+zHK0JuZQxm8TKd7Z7apVt6sJqOWJFeo/OTa+HH5m
UesitCKy3tnhfeXYZm6414qQSLLasLfk+Fkl9jj0Jc6l+DWKuFVsNeScEr/a
MKv0yCvhKml1+NRzLwXW3dZgsIdBGtm99OMyxeQ4cj/hJxk+Igbd2n83a9XP
WFJ1RX0Cmq3uv+EWGVJ6ZdQNf+G8sLf5qJLmuSrKF0jd+0lLK5T4ZEbeWY9g
FYGr6bCiuPUvVMRcr8K1+RMhf4r7mCZrWv5QUX7UtF3Lz10HOFXN492q8z77
jLecc1neYLcvitFv6iV5f53sW1rL6sJIf5Sr6tOtjstNolqR1WTdYPU6Cj1x
YWuaPTl2dmabxDFx6I+Hz/tewTeJW/r1BovXh1L5sK9Le7vVX2PJ3dYbjkZ+
j6Hv13t+vsnhFZko1Fx//Khur6i88W+9+fz6hV5kJRqFvWKz0EOdaUv+rPQj
Rx1HdJ04SMhrYv/4xIn+TWkeENJr/+8JQ8sF/tegRPyoxa2bVf3zMAa+ObJv
4NEvJb5UflC/c/GDQcGPstTr8MoBx6U+aHJh2sF5gzJIaOpom6/NApDo6tpZ
xwLTibhvgwdrfsegdfdvf96QkEa+FIpa3b4Vi/SOd7To+yWNrJ1Tf+f+Y6lo
veZKgi1e5/XonI0sTEztvQ1TyLXrZ5v9Ni1DCw64zE5rn0FSKkZceKiqRC+d
8+U1x6eRI0vFr35/FGNHx0kr1sxKIRX/KSd2qSnHpm+H7x4wMYMcGHe8T3b/
DJJu221w6t5oYua//Xrvd1Yk1Uiv+6OWsSTLc8fcVgW+6ENOjPWtmzEkcVrj
Bh9DolGS5kpq6haPLlpdhrJ/LFx1f0Q8Ma84/WhqQiVK6dTFZPeeWJLksfTz
c6UI92oTfD/OIpYMiRmUv9RPjIc0rtWq3fpo4uw9PGPxIQW+9OSx61SHOLLP
coyvQkeJ3/YsLjxWGkvsfo/P3/yhBP33xrerUYE/iXg4qt+tADVfzHpQ7JP8
h4w5Y1Wet6MSua5qfayory/ZEzK6tmSrApt/yYjcvzaAjKk4sMSjlhK3eHg4
8+GfP2TZ4btDLPf4EEldlztLJz9BT9+rJow+8ZUs3HIx9YiOQ9X8Cv+OjviT
WD8tFe1dPencgmm2ZKpDDz+noDQ0+8aQFyZ7j5OgGTfWSqU56Md6p9Vjj51B
pdKkGS9y89GSAScrHhc+QWPN2ky5I5Pjg17725+4+IS02DftfEMXBf70w3qE
frezyDewT51Zx0S4Tfi0Yd9q/aD2plNV+id7XskPzWw+qM+P4UpcZ72f/aPH
0aixyYLuDTvEkaLi5bJE00I0c0z+FL3H/ki+POtLzvACFOmREeaRodZD3j5V
/5WiM0NfH7b1ukV+rry2UFpWivLMv/mk6WUgn5V4SYvr6nFuWSPoWXA2inv3
9GK3yFL0oe7Ok2cT0smgGQfTC+ar9eZ2yT2jYvzItyinqY3ri/CN4U32ejeL
RbsG/hh5UVeEu37O8PtgXoaeZe/VyWtWicqr7AyVVddOuE9EXpIYr4pv+Krn
YhHeNWfF07fP08n2iV+POFyR4GFpqfGZn/8Qi/l2Ze+2SbDpb/2Wv/V9UP2W
f/9HjH0z0/wlxX9QF+88r871JbjjpEHLzO9Ho27NfFpeeSnBc7v3qj1vYC7q
1ibA/5i6fmTp0W3WbwvQ7ohNvexnS7Dlpd+pZhNK0Ji+l44HhUiweFCm/g7H
NPLkYe+c7XdkePnHE19HOviR8uuDDX3sZHh+3MYaN/r8RF+GR29a0E2GF8aO
72Xo9Qetyn5pZrpEht1TVuf/uReNQoK8xkeUyHClnknw2wfZaDayGdNguAz/
PPFzVfObOejwhV+uEy1k+JfcbVjDTgWo8e52C63SZXh6rOjzOxcJXngiNPt5
exlusXFMuP5W4Wr4fPmYQAcZbh7nIXbfI8PzynuN22OvwLvfDDkz0EeG0wZe
eeB0Ko74bNqw63c3JW5y/kzG7Qa+5N7OkQciziuwxeI/XXo+dyDGbgc2d+39
1y/Z55mxVQCqbL3AKdVKgSUn7VfUPR2Drp77LM6tocRLp+WeWL0nG904/MJJ
z1qByzdLZ9x1yUGi0RX+3e8q8AjrZz5mIwuQZcpGwzIDJV4ytkfevSMiPLXD
0w9fpinwx7YRU4e1kODk1Ru2HX+mwKsMTKIfrpDgyDVJK5PfKXBC6DN/20ky
nBfmoTBorcSJXwM7Di8NJoeP9XX4/EVF3vZz29wkw5+sKxxdV/FMReZ8b77o
hySKWG3tvb3IIRkdS4xruChSRRLz/GbuVMunSUeymuH96eSU0W5P63QVebkd
tThwO52MuHHs2b00FZH2qHmuYGgmmWv4uH+xnRLrpsTfOXdaiANbNcLwj2FY
AnEMmNzCQ63v4nHD9WudSyAJFZPrm6hxgt4wf0+1fH1aX8djabGK2C0Y3OeV
TRzZ3vBBnbUlKqK0+ZTZw8yDbMnr/2elzhW6z9BcLY23HGpX0SI8iYxMcXU1
Uz/vgU2DBg/aJ5OFJZnfG6rxmcY3DFqtSCWvFhmNtyhSkWXfLzScb5hKEr+e
6tOvWMhvqgwpbiobmYFiFvZTySsC6P5pqvOSGdaPf5Oor7ViO78Uvoet2Y+l
kY1mSiszZYJWvtLtVy6p/4TzSUa1a0e/eJlJ7QCn9Ty+ZSlSyYvBRw//cpdQ
uQ/67bO3ktP1VsRQ+ZhuNNcze5CQL7SHc00bk4QYas8N2TWg7EGPGGqvbVh/
y8wuBkJ8Sv36vfTr94LzAjrYycvg2lrHGNLqW6HhEFslF+dejtrpzv42vJEf
qSjy/FbnsJC/E+6f9N67y7ZBvwm6uVL16qYQb8La3Szdyxgs5B27lzVtW1dj
B6qXevuG7naVO6PFlc42+4dEk2lvrjx4sfc7Mqr1Uf2nHZez4fTF7aKMJGq/
O7babrd+QCraEz9d5DMmku5L074Ql1P28XQerjed3dS/kQ9JsVUMNt1TQu0L
V5p/6/q6cyH6MEbHeLM0hPoDYV66Lkw99P1SCbo35E0dJ7k7te9M2TP8+oWb
WdQ+0UA+RU8+JZq8bOGt/hPsuXUaPeqz0BjiP3RwusWJCzHNhe8ha/R3CX7t
959p1olM6nfvXCO0t/naIML7Sf5bOV68bJ0Ejx24703rWcFa+Q4DPqYuzn8h
+A0O27VX/wnnVQ6F9FD/CfkLmzzFoZ6XhfNOzbd0HdejvnDeab6r/lfbfcK+
7cP5954xb2T49qmFX5/HBWnlX2xf0ereIUcZ7mUUVOfHK+G8Euz3fJ+eFW95
LJyrd8qpH/ukTDjHvfHaszMvjgvndzrP2Ne3IkmBH0VsOB+x4RP1t63+97wA
SpdxVyL6ljyPpPEo7/6SqfwXpTPQc/OP/lk1JECIZ9n6vVHSyFQFNtMZmnqx
q5AfEOZVknB0VbsQIX7F68BvxaA8tZ4hUqIB2RKtvAMTnK720FuixK9Ld9St
d+EbGXjcyV62TkX2fn342fXJT3IxalTytSMqMmG0bLrLnDjypq3bh7P6MSht
5Ih6jXarSK+aBikXGitwxM6rCW2XZpCntYYb9e+rwMu/meSNcowjs10bGb/r
LuTXq3fO8JhXw3hUN0avToyekG8vQNx8i1ntDHK1xpVhdur++nXWe/9yvJCP
aa3i4oCAkUKczcd6bV3fzAogi217n8yb6opG7ra44+H0m9o1zD0s6h8/I+TP
A/vLSF1nrOscjbq32xddIyGU/NVmFnUR7E1JiX//qcibBb/iJw+MIZ0GHzE3
zFTLg5d1C0P1Y4jnpCydjiohH8nGQ3v2dR1TRO3e3Vy/Wj5dKeTPUzRtvGye
bTbadufMpnq/v1D7GNCZQ0vzbpPqC/k3xFvHrzeXhBOdA23Uf9p5PGe7vUk6
OjmUrrOsyQ+RQ8Unus6bNT2+VX+RJ7V/6A8+2HDwwYCq8Zdo5bd732SpTa8v
wajl8sLmywuF/HYgJ7LbxFbkeuQhnd5bdv9XGayVN9ms4YOa0+QlqFTs9+7H
5jh0vv2iPkNPF6H9N5K230iKo3wa5v/gz0yDwKYV1K66Kv7umXOjKygf69Fr
za19p4T6XYafV/8JfjfH3KtXnRsJ+elmF9fYOGOPiK4Xuws39SwShLhG8lTp
ffm1FG951jc+3OKoVr465Fnr0jNr4XzS/IHhwxbZC/EwPrMPxq46LcUTn0Xt
vr6Sj4dJQx2OrP8cEyXEx+w/b92+jYMcH1kwqHnx+ThyI8btW6PNIUjq5ve9
3Qshv5zca9KvNt6f0Nv23ZNj6p4npk2Pv5I5RpDvP7PrhUSo9R2rdnl13CPI
08H6O5RqPafoXWHkzswItDvz7/8UIuPmnS0XP3mExunoN010F+LeVlvdD7Cb
kUrteXOOeVhPNspFy1a8n7jF4iL187WL+6l44a/EnvKU7n6/U4jn083DxDpx
ZM7cI7Oc5wfQ9dJq2Kr+EUVBVP7o1/m7cO3pOrvr3uVtebrwndDgexVbTX8W
oZlWUSr9L6lq/v1qYW93GVauab7gs1Uy2Wq6pE5UkcBP+92ytpFdSSGxt4+G
bF8bSMQFtfYu3puBJIfH7rxZeY84rT4X9eZVDtIJ/J24+3gcUU2d11uWFozK
VqAWdx6p9bEhczKdjCJRYiO38CWX4kgqWl5+/0kUWnZtzqSkUVLc6ayT9/tF
maTnXXEby+NSXLO9oZf5pCRi1aOzaHFXBXayrBM+uHE8OVGwxNd4SgRZcnB6
twm5cuz4Ub+DeUQIuba/wapcHyU2TT1gduErQUtnzKzVK0KOFd26rll78TM6
lrnxgKG3Es99UivqmETIT2Zw3cJ7wqUi5Fb/iMwqQUUGvVup51y7EBUvSpiw
+VomMei4JEmvMA+5ddxpXH43iZjOXtE1x6UIvS5dsL27RPCnT/u7LYvIJKOk
nj3ujZfjprVFbpd7JJCkHguN9EJl+EHg/aNT3BPIxY1G1z9clGJiczCmwetw
snmFlceALVnoodmIgAtDI8jto7GxL5vnoOtdda7sbx9OCtqWXVg5LQ8ZNGt4
q691KNlm0MUmbJocm9QV/XKZH0yWTviybMIXGY657hOi/iMhG7dbZh4V45ct
LykL93wjW67MkkzRleA5gVPOzDf4QuzXZ3qOHSfFRfbLUs3reZKNRbOs494X
I9vE8VP6v3uLWrSZUnyiWSkaFfFNcm0hQdPO2JyvbV2Oplldm3tu8idUuGnW
54flUpwe0NimtSoQ5SW+f5Ysk+EVDqndnCRB6Ner70fa35Pjz3E/61nnhqER
fk07TZkRQyyaPxl/NTkBvRs/5o7KL4YUtz1ff69OAnLxcGuoO19F9nW2fP7T
MxfVSry0rE9oMpl02LL08Zl81PnbqkE1N6WSPfi8VWu9fBQ4Tn71ex0P8nSa
/cP06Gw0PGHPdu8zoSQ24oHlpYwi1NvKr59i3Rfyxabs3uCUEtREcfryvsgE
YnffNnLZwHK0Z2vOrvy1UeSCbpNGj19XIFmHBeMW/4gmTnOf6JtYVaCxQ1PW
Kh4kknWKB9aujcX4WOMVbzs9+YRqmzjp7Fyt1lubNxT3aB+Ehkom3t3tVYEO
97M37NQzED28WavBvBcVqGVFg+9HUT7abND32/Ua5Whdj7U58+8UoPbXxzz0
3lOOhpp0Wrz6XRGyNnKeLm1VgXTrJk27tiKSnChuKtVJFePynlZDMiclkrWd
zhtfUs+TdYhteN2drsT7SPye4I8i3GG72PrOi6Pkl+0zh5haYnzqqu2DX+Zu
yP2mrOGp9WL8LTrrcAOxG7n0eFv/7m2l+FDtL/Nkn5LR9NSHN9c+EmHv7xmd
TXJT0MhLh8JzP4twO+Mmu/qeyEToYKuun4eJsc6Gk866a5LQkf7ieb/GSrHZ
t9/7zr2OIjqDmln6FUjxgAnP2hjMjCZZa/239k+V4ufZv7cW9ksgq3flReye
KMf6OuvaRenFEZvYp17ph+T47ObzgfjdG3TEIaLlwk9SXDY5PXVP191I0j2u
2YRdUvzj0sZ1b168IrEB5Zk/kRwbWOkuH3zEgVx+2u7Qh0VyfAu9lmaMUaFs
g31X3cKk2Gfrp7VO19NRI4uPlVZvpDhha+HHM3uSUHTwhtX1Tsnxwq7XXfdm
l6PFdUtfLTOT4uNTG1Qk/RHhy/m7DRZ7SHHUs+5HMg1F+O3ya4vvXZHirzkX
DzXzE/K7jXnQu3XFGhWa0ys1Iay5An/dcvwpWZCOkmoOvd1SzW8mdz3ouco6
GYXoXSzHV5T4qVOvJ6esUlHfSqO8/PdKbCB37yJ3L0blbdeo/+R4mMTbNsek
FLXev9y0+IYc/241zbnWgnL0ZtDK78Pj5Hj6s7qBLcKLUfHG428G31XiayFv
e3WTl6JFZwwev1Xzq4g/eh/rr0oj+GvyoKAKIV9Hqx1vxy7MEeJKZoqabWmW
LsRR+U4wRl/rCt9ll5W3zdHvS/keiR1R4Drqj2CPjbsf3nODej/YVuRksL1c
gXuuq9viv4RUsgU9krsOVOIRIQsPuV0R8sV5TVri7vFI+C5S8dWQYR4rFLgi
w7LPvguC32zSlJYvV7+MI55pP460yg9Dm1P6hr974kdqDSx681+QEzLZP23T
gkYxNI7GudS0vNn8OGSbtrdf6X9FKOTV4Zrj5gvfK49uYj3nxuM44pszLyIp
O5TqJ6p+1p47T9pRvv5ULLYIamZP3qHItUO3CfngKkvOH854LuSTLg8+rf4T
8ss2qb/RwtCtAH0eZ7h4J8kkr8ODNy311s7/9m973Estn4c7OvrOzKT+Uw/f
jR1O5cSQrYphfv1uqfc/a0f2b9c8hjt/F012+Ezuv9pPjmXuJwqGp59DeR+9
kiSn5fhre4285vPHra/CU2d19kvKSkO3Z0750CdKib3PWeZlPy5FR8/s2Rwb
LeRDuDT1r6MrleqrTU+8bHLiZTI9t3BC7nNryTDhu0e/itpPOLhB+K5A24Jm
Hb3fJNM4uNPvi5tcPx1Dx1eZlVDe4UE0rX+n9M3N0jdR9H37TMXt5MfOU33x
xLfRy9o7vqT6ovG2rOj3Bwup/tqkjZMl8hG+q0H06q3pMriMlqds9hqw4Jhw
/vfl+8+Kxs2p/ojShrb5/rauCLPnMoTvK/nOd7hs7yZ8J+TfPvaEEDc4fnL3
J3n+wveTLv8bP+H7ScH/3JbC/W3HJTk2vS18xyTHv8G1sduF+NifvweMiWoh
5JMbG3Hp6wyZED9gMcXpwWx/Yb/sVbnJXne8kuq7v8eWtmlqRu0oyOVGE/Wf
8F3ff+aJwUKcgU3jvw4dYf3/9z4x5pGtEjde9bXmoTMKrbyOm1sPGb/xq+B3
v+CxcnKjWwpsJD1fjNumEm/R8qFmxxT4hoNZUcN7qSRmpZ53rZ1C3q+F43QN
7nePJYcyjjh1vBdItsXfsN3XI5bsm1LnRf16YSR+45Uy8+axZO+V34fsGgSR
Z3UmPbbpJnwvzXBcXPv6yRlkesNsG7dar8mREN2Jk3qqSPf+ZZGyyc/IDWM9
x7rNVQRF65vFnHBE8Tkb5H1IBtnQ+v1uWeFLVC98jGXr90L+uaH//DrpxEmq
l/XW3ws5rI/adN0sg2ydeHmZokEIOrkmuNHpq+mUflu8+9383e808nH5gU2e
AyKQWZ2ie27m6SSl7ObQuF5J6GGnh1OHNU4j/XL7LR3UOhtt8hU3HNlTyDdn
bmRVGHU0g0x4/MnVTb2vKvQhbZ6aqEj47Ok60zeVIOnoX7ONa6iIctHZ6d11
y9H9p691639OJyVXsiw+3BRj/csmiwr2Cfnm5kWsUu8IMojPycIhM15Jcb+7
wbsPxKhIzxVjRtp2luFeW/z3tJitInUy7G7bTpfjaZa/lbE56aTPU3L7suoj
WnXA8NTXqBgSHvHvH9L/9y+GtnfG+FfTxr+KJyl+sVFLfIvRlvQF//04mEC+
lOo+7XSuBJ0ubDxnskEC+ej4oSTArwzFW/Xa1lM/nvh2SFh8wKQCzXVx2LFp
RhwJud5145DDYjy+xChn7xch/9yRbsva6s4OJuU6q/JT0vPQDpd6l/tIQ4ki
I9h72JAC1Mp5aU9lRjCZ471c/Kx1EepwbZN7xzlB5CGRv2rysxDpbfgUW/NO
EG1v4JpJZhEj/InXzTL1XzG6NOfhhTkPA6g8azhqSoNRU/yJfv7ZQdm9FPhN
dpdsv7aQ706wFyY/M5/gOz8fWbrWKoq3fEj304dndjFIfuZIHmTWG+D1QoqX
9Ex7Xt7TnTzu/0s0VT3eRiU9nxya6kLGT1o2cdIytV5geqeB6Z27lN+drqK7
YxdvBJ5ZKca2ku0Gnbv4Unm049++Oh81uzU68NoxH9TRY+7PPZvz6flU6eD+
UbVRCfJe/s3G3y8F/Rq81VKaU4z8zTrcvjgkE42K2tvtgG4pqrJ3Vq0bEbUL
BNw03zuuXIwzsyrv9X/9HXm7lFtO/SDGDn98nO0GRSDDzlbrbh2Q4BEueSud
R5SgugN63X4VLNgV/j3NTIZHy80l9zp9R43dztRe3ECG343UWd9jRgSKuprQ
aNYv4Xtv9pZl3abOluHu3vHnfaOykE1c69BF7WQ4YtLrHw8y8pBowt2iIiLD
ZZPiP3zyl2Mnd7K99wsZdrnwp7ykTRA503p1yiaswI+DTXuZuAeSzN8X9w8d
pcCGu3sUf9F9T7o3WWc7IlM4R6/nsDmk1hQFvrrN3mrxiq/oqVn6kOc6Cryt
rEbnyLk+aMCivS2Hq/eF61U7P772CEEP+kY4nXQQzpuR2qEZAWcVuND+01L/
vCw0uGXxIeliBd4t1ntS7JaH4sZeLRmVJXwPzmfk4fI/vRXYcW4PRd/xFej0
tZw3SrECD7qKgrf1rUST61wS32yhwL2fKhrKHUT45rF3B6LnCufTSJeQMT1c
FLjlUp9xI63F6v1Y71du/ylwwfOCm+9tpPjPimU7t5Uo8MrzMt23Jmp9bIzj
krbblfjC8tkXl89W4KjC3eo/Qb976Ff5eYKLijRs+aqhalwIMe98zhd9U5Gh
a45fv9PDn3zcE5Rz9aGQj62eV/Cv/DQV+R75QBr4LIPMW53SZnOc8L03j12v
rSZVqsi7X322BLxOJC91DxbLRZnEf87U+s+d44nF3usOf8pV5F6zF/lOlvGk
3/V3CZJyOF+TTIqMI4fL1Pe//fWgS5YkhYwxmhlYt1z43lvm8fr+DkUqEhHz
69Sm6WnEZfh2qWOuivTdOeXW3VEp5NYMnbr7ylTEsLC+bZen6eiE9VeDkT3U
cmXwoYZogwqR7Oys/PAUErbNvv+7OiK85k+a6EPvNPLPTBMhwjVNVw2QmKcS
16GzNlveV++3AxsPsZuWTO1Ec0wnp6RaJhEfyeWEcp8/aMurW8kuR2LI/MLA
zv2WhSD/T+WuS0fGEL1xO86n1YtHDSob287fG00c0ye+0M2LR6fuuJ34sDia
pOi0r2P+SoIvhRi/bfcrkj6f/BUXzSNI1PTXJ27EKbHernbvbwTF0HMY27zT
dC2s1fJv7NrNO+/moJVDvExdAy6iJLT6h1VFLrrTSSxfs+M2OqSs28p4m/C9
r2WjX/aQeqWQrtb585e7CXktdkq6+RTrQ/yPoM+EXVigkuaK8Nqyz3NO9RJh
0ujDn58HUoj6PyFlOYJ93s50vmX8ECnue+503PawTLKgRnddKRbymem/LZ+t
2C3B/cefeWK72IdY9vVqauQuwTruum1trnwnNSb10zX8KcR1/XuuVIp3eDTf
M+3SN2r3uDNx3eqp10KRa69Voo1LhThXSZd65XoDJPj94gl2cfJ4dDrpSZOj
FUL+tekbLhNfEylWdfwVEtu4ED0VfWy/0EKCPwbuHGx+sAhNO2B35dMVCe69
6eSr2CQVee6Q/3vYBBk2UN4qujA7ncpN6M/T8cE1u62T4QWOP1Z1sf5NVgfd
+u/BExnGPQP1Shp8Iz+b7tylyJThW6peb77Ge9D9np/9oVD1H4pf81z9J6Pt
zygaH7riiAxnjhq/9mbdeNRwan8X41FCfrW6/+S3HP9AN1f/WpSHfvmcECse
y+h5F2VQZfmKozI843729s1qvezjgQdJk2LU/HaE344Ot9X7Ornnww5ZMlzY
vljRZLiaHioNI4z3CPnVenZrKTngpsR9Bp05dSnsAxFl3kw8Hy+cZ31S92T+
rZcKnGUQfO9D7Rfo21Cv1DN7hXxqB7qM92n6Rok/NfvsHOweh0as2UHmqPdx
tjsHZZ6vjEc49WPyUnMhn5qu0Xb1nxovG6/+E/KrVRz3++yTXIjmlM3waLlE
iX3PLz8wt3YR2pw+uFkNCyG/2unmn65usVHim3ssoh1Niuj9iYPvrjUokOHt
CzMqxiEl3hM2vUkL9Tg6rDOu1X2iEme6zQk/VCzE8c8+sudQ0CAlnp80r/fF
W0o8t53jAZ9LvuT4vAP5R04L+dSCHqcmHzNU4GLzQc0SJZlk8vagJpE1hO8J
ufW7Pj4mU453ZFxqHb80U+ucf/rNQy9vxChxkzCDRXhbGsl+/fvG/HIlNn5q
8mrQkHSiCOnawThVibf+ufVIOSeDrG25a4HeTyG/WnD9lWttVCoSnKKXamAU
SzY9qL9wTZ6K7D0ln5ukG036l0XrT08C/hlNWjhNOnG2JIakOvl/ORohXLdU
bh3uax5NWnX8PXlaQQzp8e6kXYZfGFnVdlCv/xrFkr4Os9zWr48i3bbmZ84V
xZKg9aEB3/Vy0XBJhcnb1cnUD6Cz21e52zeJOAe6Vz5aI8PFdw63z8eJ5J5j
Qdby6ELUtiTiwOfhzjSOkfx15+1wRUYjf1c+SXuPjEbFNCqyy0PINlT60ETd
HtOM/f6tiqg/VFG7Wd+VvkXIedWfexOvJaKx5ztPuT2yGM3oW9Jig38Kabnt
/ts56v3ajym13v9KSybxnY9EJ1kJ+dQ0+nkZqjy6t+jo3mQax335Qo+OlT6x
JPNcFxfT4nJ0fWgX40z5C3RgTN72Xa+FONH+zm4LLowtR2JJu/V9dseRO17N
RBc3irHRGqMPhXVj6Pm/RvpXV5O3vmRDbP7dH2r+WGd10uQyXS8yMz5kZ/e1
Qn4196bZKz5dE+HI/qpZI55/pHHmlhMWpDR1jEWFYz9PN2kmwmHuLft2XZ+A
+q99Hm02V4RnjM4TB7xMoucvAx9NKO/dKI6sudzDusReigObyE4ffr+KRG/9
bdxpixR77swftDUwFdl/9v545JwUTxr53HpeqzLUJutH7WUNhXxMHQ3emfw3
VoplG6Z0kuakoiUZ7+Z8C5Dj73bFA2eqCtHSj/efrOgu5E9rHPRw9IqZQn6m
jI8tZ238o+aTyme37boI36NBM/PW3U2JIk2Gx+y9lqgi+t1un1EkfCITW57M
+DNfyJf2Yu1xlzuHM0i/z9t2GI14pZU/ze7AX4tCOvGINVT/CX7s2Tf0Jm1v
UYFeGbe9njMwnfqR7nVP61W6Lp3aPZyVP1oZ7VTvf/rniE1X5qDdonpXR6aG
kdyHjf/+UToD/vnEru5s4+5h9HkBg+z+DLKLo36twMGl7R5ZBRJVxvnAz05F
NG59ft0XKSarJXjqbxedt3M+UTl1pWreNzgPCG2eIeQ7iw/vLXkbqR5HN9HQ
cZnnaHunHDo5Jld5jZScvVMzq3E48Q53zrpo9xHNSzfoZyyKJMHjSzs9Mf2C
JuPYaRfDPMmUUM/6cizk4bjbu+ud3l2FvOQgvz02yyO2dQkhAzKX78taL+QB
MVz9+bxP90pU3M20bdmQSHreFX9f0ruL+2YUt+hEX+dmYuy46298gC2NJwb7
0JHXs7OamIuxjrfbhkZPIlDujvRmKy0rqT/orzf80MBK5BK5t0ubH0H0/NjH
pQM67Ohcge5v3Tt28alKOo41HczUf8J5ne+NLftsqCfBT1tYtfsa+I2epz08
WaG7vSgPLW5b92atRhK8f92B5ifP/9HKC9AsbcTS3SsFP2nd3ZUvdXrIcK1D
H1IvyqPoedwNrRxrhd39opW/rLIKZ1VhKEc2PtIWx0vRm6wjIQ8eyPEsVLAU
FQjfn6Ln9NN61t71XfhOi/iUtPbKFCFvzy7D69bBav1dorp6qcX0LHp+997G
iuz9Z4R8ZfC8qQuu1EqpUNJ4jNVNpVvxNsHOosg9sP29ezS1d9wYu7eFTXPh
++8N/obTJEdS+xv+t8/4Rfe3ZhbjnpOBV+g5VY2/uYzGZTQ3M3i2ZYOI2n8G
T91R/tlLRO0/RtNiVxbpCHlkDv26Y37pkJBnZVHRnpjSw8J5KL0a7uW2nkK+
ruSEN+f6P1JiiVXZfbQ0lnTyOPXjWD71p5M6C9LbVuYJ8cTbnCMtFl9XkSEf
i3vrRWWQxReUN5M9hfxcNtMnJ8V/UuKipNr/rfLIIMN29PYrjRXkebHt/ZkD
1fsV0IunDRj5YKD0CgnNiIjMiPiJmrrub+66/xqNM+j1YsWCT/3tybHSdeuX
BvujXWfWjDBvYk/jCFp8Tv919I89me08eGzbujHo8qjH5xrk2NM4hgn9cneL
DtsRY5tLns4X4lB9u5l7bc7epPawolH/rfYrE77Pt+qfwhVD9hku6J5UGkdU
iobXPjgK+bMMJuMtHm8LUUmL9j2s5kaj/RtVK0f5FaJlY1+YN2ygIgXriuMH
zY8mqRkulw1qfSBJgfH1E/7a25edw28qk5HjnQjVxNdR5Fxz65fHpqWg1Rnz
eta3jyIi4/shj+cpcVndpVfMTsaSW3dvd4z5Wo48Kq841pYL503Gjey+taLh
I5RosWrtpj1fiO8QfXf9d3eovSEDb7QfaGZDTm0/4ZdzOQnp7fzrR7pE6e+H
r0Vynzwv1CG26NrydhVo2pzZMmuHz+jlnMgm70dWotJJM7ybt/+GArKbVNS8
K8JZw4I3+//3g8a13BGdkYysGY1Mno5tMCFCjheOkukZ3wpHMy26yA9aKbBP
SvnKWnaRaMaoYtnJUCVOH9Tj3iynGBrn9GrvyNBvgRWokXWiq2FsMRpMtkVs
2VKBvv26Er/yUAna8+H4si72FeiUvDSlZqVafnYduaunaSU6/yoxb7ilGI9v
/+Hxi/EivG398kMhEVL8KLSb/QZnER7zp+mGzWo+s67Fk3PuniKsXHyjn2+S
HD+tZbLfTr2P2n55UNcuRIF13x1wn6gjpvYDn9srpjg9EOM1ykm9NltnoYoL
3jHeC8X4h8ffyLBsZPhZFjH9uBhPMLm47YB/LnJoNd54WKpwzla32wtPia4M
N4t32IbviPETncyay9Ol+Kr9tlmhH8XYd/DQhuJcKS7K0X0l05difNio4mI/
If9OrfSWU6U7ZXhiv167yp5K8YvvPw9KzWU4T9GzY/3DaeTXu+ui7znC9/F0
Un5YZRar99/r3Uu7iJKqrpnEZVXcvZNqfS3C0co7sHsapf+LDwNmrtybRlYu
7Rl/4algJ6d5M3t4Xr0bkkbsrz3o+CRVPV4ufd2KjdOJz/g+dcZ2VuD0pp/T
OmSnkaTjKze+aZdK7IpGdO5UEU0su+g4X4tOIqErW1woGBFDbLdOcpr5xhpp
/NqxRL/9iB2fvnmi3nfH2NRKiSHrHj62VpYk0bge1LiXsVmGCG8YuHNBi7Ux
pKalS7xBRyFOBPSupWllk2b5xZC3HcYb2j0pR9/HXj1m2MaP6pXbHU9M2THg
DzHu88jueaJaj/e4uvfWnt90v77brHzK7d/a8YUQp9ntYELmz4l7yejl09R/
Qr4qkAvN2vqEly1cSHz2tHNt2FmJL4/6NEXU9Q7yiry+/fhJJb478dvlxXZP
UMtrdaS/b4cih7653TrVEfJTtUkaVml4pgC1HKyzzzRZRZL/bGweFlOCym5u
1i1PSqd2UOCPt2/bN0jpJ+Sj2ujm/KKBS6laH54SuBv703UM8rYgboC5j1Ml
qt9xz+j/bsYg1i8ShfpLjhouVM97SdXvfP4qp9J5NhPcKpF0/5KVpoESvHFe
08D2J0V44MOaNfpFSfDt2kv99p8S8ld1Fqsuhqv5wvTn+XOe5wvnzHOHHB55
OVq9/7vZq8uIQCGfVdBwcctrmSL8fu96z+N5Cmyy7wyy0hXj1/sXX9xjHErS
7e7/V95OghtPtHm6c3QBlXv/mvc6H7VsGj/zRh8JXjju1HmjviHk3NzXc5uM
l+FrWTYOnUUh5EsT9y8vJ8rwrgVrH0+/Jcf1v4Qn/ryv3v/P9u+2upGcy6Mp
x+vyDxjYnZfhLfubPVEMC0dL/T+7S98r8Aaj96ULduYhvZIR3rGJwvcccs3b
bbur5hs55z7UHDhbim/YHjmanil8f8Fr4o/tOYHCfn1wbkUXy+1CXFyjjDlX
5UUp5PWAhjvP3ldi5wsfvopqpZLx4XbD37WNJRGiJP+Y1fHIfVyvYVsvCPml
DPcfj/RbFUymlwYcdp7lgRbXcbUobhNG9Xg4P33W80KbLSWE0oOidierha3c
0K+Lkm+hsiB6/j38TUyfdmbq+1stjpl46ANa3tvxha5NHPlv58iAaa2i0XTz
7xbD6iUSoxoDRxTtjSH+gaVLdpkmkLiLUVOzz1bZvzKE/FKgl72ss95/2+dE
0sB62doDReloSr+55RMPRtL19jca2NE2grjOqX0gyFqGj4wY/bXL2VB6/6pj
d83i3MOI3pShA+ttEuHWA5/ad9zoQ6aajvi1RE1nvx7uPjLl9A8aj5zT9S9D
/k4UTh8mj0oS8uIYZXYadvhOGpm0fMNMo6d56HZ7q6c25/xJrbOZk7u5FCOP
i96SechXK1/U0hM1Nhy2KUdzPc63dnX1RSV5S48XNKtAypt/D/h50XN7oK/c
3OrwurF3Ofrl0rSu5+Bc1Hjc0FnmC8vQ6My/ETG5yFXPaFy/7UL+qD4T//Sd
+KcMHUppNC/uh5Bf6krcwFNxAxP5fA6kofS+2fqpYlw4psxkQo0EPn8C6Rv+
qFPTHUJ+qQVTtj0xMZHiWbaKVbYKIb8UxDErsuYuGWgpxcu9Vjb/4VWJDMzf
+Pgek+J7Veufz0cVzt3/0mRDv0kvhfxSDdN3TTxlEkuWNmt5wrurH9nR2qlO
kVq/GWf0aWfANW8y4Eif1Ovq8uAZH39FHvpAxJdTJf0Hx5L2Dl6FM7A36dBm
0ZUf6vJmy1wyJeNDkPyi4/ybDW8Rk0nO80hpMMKyrz1OSm6RIyEZvQ9djkAW
DcXuq2fcIq3m6ve97h+B6vwl77m3aFz3nav7VyseXaHnjwdlzR+UFaEilx69
mvbzTgSqK33WdsemQrTTrrwkPFItD66iPZc/CedvZS8OrZnSQUU+dSXWt2t4
ktjZV/LcRquIaIz1+OYdPdHp9Iv9x7U5Q7x2H55iaV+KGmYcj5nl5Imcx5wb
kPFbhqd/WD7iomUIatw75VY/aSJJnLzkyZQNBahk/Vu9id2yUNQYp++rhpWi
kTE6tWYWF6BIi/+a5FwuRzOHzlzVtGM6WmX0yOFNgQgPtVQessgIIP/c31uE
fExeu5V11pvJ8a46BtkbZgrf44Z9/4AV9bZHqPkKzXtS9KxF0TMb9LFzSOey
0gR04IapZy/VNRLvuTVB/Yda/iu/Tu1Vrlcfv7n62AuVJyysSFgYSc//ly8e
pjNhahzZ1Ljv/BF6QWiW6aqB+WX70bj4siz3sbnoQau+OT+jtPPjTFz+ob/O
pHz0PG/Sjk7vPqLO0nP7vTzz0KHv52x6PvqKnh1ZV+dtTSE/ztFlZtudfhaj
QQ77BjjsS0I1emxV/xWjTiUN9/n1TkazIh9332RXTOMkuwzUf20xJpnu9x37
531Z0UzAZevHmwzcBvynEE1bsW3R1BvOVO/wWOOdN9KoiOYx6J07aMXQr2X0
3PWRjE2nnX4K3zsZjJJCJ5UL3xdZXtTmemtdIV/JXfui3I8dhHwlC0/P6JjW
U46jpbEp9RRBZEbhw4HbJ0nwhD3Tfro9jkLpEXomBQkK3C+uLE7aXoo93v+a
6H7Dn9pRM0/UuVecIqPrzzhe5Zjncp78H3PuPns=
     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 
         1809703476366080000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}, {
       0.7098539785143714, 0.7823904838857785}, {0.7581388209453381, 
       0.9175880426924855}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249935617*^9},ExpressionUUID->"503b85b8-42f1-48a0-ba0c-\
6aad7c4c2a45"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 
         224403231069393920000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}, {
       0.7098539785143714, 0.7823904838857785}, {0.7581388209453381, 
       0.9175880426924855}, {0.8475436582207413, 0.8856577436655559}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523249968253*^9},ExpressionUUID->"5003f54b-859b-42c9-a5f7-\
060252558a0a"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 
         186254681787596953600000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}, {
       0.7098539785143714, 0.7823904838857785}, {0.7581388209453381, 
       0.9175880426924855}, {0.8475436582207413, 0.8856577436655559}, {
       0.8729147813632234, 0.9566968884645057}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250046323*^9},ExpressionUUID->"3defde9e-7fe3-4695-af23-\
394a47e41680"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[
        21707979823154691729620803, 
         23095580541662022246400000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}, {
       0.7098539785143714, 0.7823904838857785}, {0.7581388209453381, 
       0.9175880426924855}, {0.8475436582207413, 0.8856577436655559}, {
       0.8729147813632234, 0.9566968884645057}, {0.9198922803431739, 
       0.9399192102573805}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250078938*^9},ExpressionUUID->"4fe1bcc6-2efc-411e-8288-\
2054fa4f2521"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk
u5tLd31XL7Pn2b1/ns+H5z3v7+6eczZmZ2ZnZue0XbLBfLlEJBKN1BWJ/l41
/7IIXF3Whb1eF5ZIcfjrfz9QfL7D2LMdxn6g2FaDEeBQTX2KNTCR4sp//zIp
/nf72TyKTf/CDsUUr/17++tyrlyM2fdJMVtfTrHmqsNhoZ/8FfoLGPoLGPoL
GPoLGPoLGPoLGPoLGPoLGPrLlosx+z4pZuvLMTtvOri6eeT7yV+hv4Chv4Ch
v4Chv4Chv4Chv4Chv4Chv2y5GLPvk2K2vhyzdKmDq6NTfh75fvJX6C9g6C9g
6C9g6C9g6C9g6C9g6C9bLsbs+6SYrS/H7LrTwdWtQ55O+Xnk+8lfob+Aob+A
ob+Aob+Aob+Aob9suRiz75Nitr4cs3xFB1fHZ/h1yNMpP498P/kr9Bcw9Bcw
9Bcw9Bcw9JctF2P2PVLM1pdjlm/q4Or4KM9n+HXI0yk/j3w/+Sv0FzD0FzD0
FzD0ly0XY/Z9UszWl1MM/WVxlhbf5PkKv+54uuTnje8XYP4K/QUM/QUM/WXL
xZh9nxSz9eUUQ3+rk4O8nOD5KM9n+HXI0yk/j3w/+Sv0FzD0ly0XY/Z9UszW
l1MM/a1OzvNykJcTPB/l+Qy/Dnk65eeR7yd/hf6yv4sx+z4pZuvLKYb+VqfH
8HKel4O8nOD5KM9n+HXI0yk/j3w/+Sv0l32fFLP15BRDf6vT03g9hpfzvBzk
5QTPR3k+w69Dnk75eeT7yV/Z+YX6corZ+dXWQ3k9jddjeDnPy0FeTvB8lOcz
/Drk6ZSfR76f/JWVR1La3+r0bF4P5fU0Xo/h5TwvB3k5wfNRns/w65CnU34e
+X7yV5aetfcRvJ7N66G8nsbrMbyc5+UgLyd4PsrzGX4d8nTKzyPfT/767/ax
seTMv6sfOqe5UqypZ+teVQ/B74D5q+b9aVqY/T2HYs14FHD1SrUw3FehGTCK
Ne2RYMDt/42fDPPl8B4oB6y5KijWzG8agSvQA2AYL8AwXoDheez9Ovh/P9fW
HTA73lmEG3ctzOr7tF30fm6eaDm0l61v687PN9At/M5fobw6umD18zQC8wnt
4+iGlkP72PrQnjTu/dXTGawzoAP2fTmcHlxAy1m6SOToP4frp/ZzeTrnr+z7
cih9Ax8A+obnAIZyoGd2PCSUjwB9QzlgVh9WYHacFJhvH7suSymG9gCG9wPf
gvfxfIx9vkKrnF+P8F6Wr5Uifp0BPf3vdUfpjGKgL/4+fp3z64ujd4pZeg3j
2pdI6wOG+jx9AQb64u7XokeWHvwofUB9Vm9I48pzEEsPBRxWYL6c1TtKKQZ6
AAz3s/p9mpa8hHbDOFfHV/hx4PsJ7+Xr8/0GzPYjjdtXpHF6dxqnl2qPI/v+
HPo8wPA8tlxM1wPIa7a+HPP3wzywenEBvR8wq1cVoIh//+NdRW+B6NS/5zoi
wHDV9CNe66p5XgbF/+C63Grr8VeoD1gzfoUUa/hFGfceEebrw3OgPtsOEQas
6Y+EYs14ySnWPC+KXjXlKfQK7wX87/Edsilmn5uC/r3udT7FGjouofdBewG/
+ndDBcXQfr6cHTcxLQcM5Zr1J6XlgPn7oZ1QDljTXgXFMJ98/+D5MB98e1h+
IOxT1mvGk8BV0y4l5n/n6RHmB9oD6xrmBzA770I5tA/K+faz8rKMYpgPlv9J
6PgCPfHzB+ME9Vm6kFMM/Yd2AYZy4JOA+XFj9yO27uM080RgXUM58FMoh3GF
/Qur70XTcl7v4+cF+DfwW+AvME/Az6Ec2sXxCxKiuQ9d1JQTmG/4HTDIZZ5e
oB5gaC/0D94Pz4f2A4Z+wnOgHDCUw/OhPex+PY2uE37dAD2ydBJPMZQDvwC6
BQz0B/wAygFDOaw/lu+KtfaVPL2x60PJ7ZcUtD5gWM9Qn+XLSipvAPPzBnQA
GOgEMGvHjKfz5aq5amGYD8AwvjC/gGE+AfN8hZcDgHk5wPMVHsMV1i2UA+bn
k1/fME8szuL8d2nQL1LdfbDeod+AeX8RrA8oh34D/t/+iEDKL9j1GU3rAz+A
csBQDnQA5YBZP4XAh1j7WRp9HswLq98kcv6eNPp8qM/qP4n0fey6DeTKEzl9
L15rXbPrMYNiWEeAWftbGpUXrFyTaNnBWH4jxyx9CnYzkEewXuF5gKE+v54B
w3zD7+x+CewVYRTD/MO4svvXUopBL2b3r6UUQzm7fy2lGMqhPTDPsP5Zvq1t
J2DtysI6Z+1LsRTz/Bnuq6pHODsKYf008QT4EIwntA/u4/kXvJ8dV+EK/YXn
wvN4uw2/r4J6cOXfA5j1owlyGNoPv0P9/z2Ogt2Dt5PA+LN6WBRnR/CjGOqz
/DOKs//FcvaIRMpfoX2gj8J6AQzrBfinBhdy662Uyj+gA+CPPL+FcYL55+QM
5X8w3//bf51Gy6H9MN88hv7CPEE5q88k0nEDzO6vc2g5zEt1+x4YL3b+BHnG
8o9owsphER1flr8VcvxLwDDesF649ce1T0znC94H97P8tpS+H8rZeBiwU0TT
+YX1DRjaw19h/cP8Qf/hfv4KcpjlIzkcf8jk7BoFWnYPaC/QIcjD6vbtrP6e
Q+UnjCfP1zh9mo4PS9eCHZ+VmwX0/bCO4fnQf05/o89j5ZWwD4X7YD7gPlh/
rD9G4JuAWb3G1p3VVzLp77xdnrez83ZttjyHKxfslsCv2OdLqN0S5B3vL2DH
X/ADVGfnB8zZyQkn7wjHT2l7AGuGS8HhAs7uWUoxPI+1cyqoHgHjDfoCf+Xt
/jCegOH9gGG82HIFxdAe1n8B6x/kDe0f4vvJyyV+Xlm6qt5vVR0d8OPGyzVe
j+Kv0B/AMB6sXFTg6uiO9fcJ48LRgZafjferVafX8XQN7wMM72P9drFafjze
b8feL8GA+Sv0n3u+Fl3ydAO4OjphseDXYPmgQmse2HFTaLWTvwJ/5Pkd8FXg
x8AnoT7wfxh/uJ/dTwv6AfA/DX9VEbh2/PeedML/rnmesM9nf8/gcALFGjkU
RzH0B8YV5CbwA5gPFifT+zXzl0oxyEHArL4l+BdhfMT/nudbNR4qqg9AP9g4
0ur9QrzfBzCMK1teoIVhHHm/CZQD3bJxRGlcnI2wruF5bFxKGhe3IaxLeD5n
H9Dyo3H2P8LZ+7T8ZDAerHzK0cKsnles1V/ArP8klvaPrS+nmOc7oO9DOegZ
/PtZOilHPJ/kMdApvJ9/X3V+P17vgPbwcoXH7P5WqvV+wPB+FkfT/SPQO2Do
Lzwfxpvn09XxbXg+z5+g39z8cP7hWNoe4GfV6VX8uoFy4B//Xq/WZ1l+XsDF
0xZweoq2XsPG0wr7Um5d8nYETj/IqlbvYu1b/LwKmN/n8nEDvJ++Or899B8w
tI/VD8Kq1QthPNn7we4gofFO1cUx8HELsN6gHOiPtRuJMXu/FLP15Zhtjw7m
+8vzRVY/CdPSe4GuWX+1BLP+amE8WLtVGKcfJVIM88XHcfBxE/z48HpedXof
9JfVi7O4fUWYFt/n4/egHPrL69l8PB+rxyRqxZ3wcSmvq/Qb6G91dj+WjhU0
3o0tl1IM7WLbq4P58YHngb6g0Ut4v4WSjhfUZ+PtFVp8nuUXCszyC0GfhPow
XlAO48Xen0brw3ix41FMMRsvoB1Hw8YPKOj4sffLKWbbKeilvJ4A48TGw4XR
/R7rp9Med8DwPNBLNeVxVfw8RktO8npNde8BzK5/Yf5YP2tc1fMiKP8DeQbv
g3aDfgz0AvU13Q/k/N9Kqs+DPgsY6AbaA+Wa9ocQ53/1vtDxgPGBck1/Uqm8
hX5WjZuWvg31QH4BHYH81LwnF7F2rBwqr0C+atr/peq5WbQ/bDuEK+s/iCb8
PIK84vkYfy4ExpnVC8K0+BzQO6+v8ecMgK54uQ/rg9d3eL0f+gHz9q/0dT53
XqdAS88EutL0q5BisE+y8eWlWnox205BX+DPA/D6QHV6NYwLL9/5eHxenlen
l7PjKvi9ALP6pkRLzrNxWfJq/URQztrjhThn3j7K0b/W/lTznhC63vi4CD5O
GsaNj2sAPsDZg7XicNlzTVFafmzAGj4SQdsL9YF+2P1YDqVHWM/At4APAObj
kqE+u+6iEOzngT/CcwBDO2F/zcZ3ZKKof891o/wC3s+fU2XlajTh+Qq7Twc/
ZSph5XsgbS/MJ7SXxzCPMN+a3/0p5p8H8ggwjA97vlhF6Ya3a8C6hPkFugY6
BT8I0C/0D9pTdUUGmnZW8b10dPVfvdtV7RX2S9AezfPAPxWEAGvqR9LxgPpA
l6zfXELlLPjTeDkLz4F6bH+iaT2YV6ADeA+Uw3qCcqB/TfuT6PzAOoJ1AO8F
PszGOVA+S6A/IC9Z/3g87R+0G+QeYFgnrN9Ojlk7nBizcQoSDPQAfB76DfFo
0G94P9Af6y8Dv11MVT8TuHixXNpvGAdYf5p62Vw8TSH1B0G7YBygXdBv1u8H
9kgRnS+oD+3m417YuLtCWg7PZ+MK47XGDd4H4wb1Wb4L+yeIzxJpxUmxcR8S
Os9sHGM8nVc2zkGKWf+sXMvPzMaXyjH0E94H7YL67Pk54XmwHtg4VCX1Y0J9
GFfebw31gY/w+ijwGdbvL+j9bByhsL5BfsK48Xxb0y7hvazdUs7ZLUE/B3oL
p/wtSEO3lD6AP/HrHviipn1FCN7L6gPA70Mp/+PlOy+vAR/X8Neq+/K0xhWe
B/IQMMgboH9+nwKYPfcm+DVhPbPjKvBTuI+Nd5Jz60OgJ2g3G0+tpPoWu7/L
0bIb8XYVPu6Uj8Pk7SxseY6WnY23K/N2cfYcHNgjtO3irL5N9VMtuxJvRwf9
k7UHUjuzVtw9H2fA38/bPfk4fX7fzduxWfoV7LrwPHa9FlDM20Hg+YCB/th9
jILSM7/u4Xeox/qXBH4C7Yb1C3IK9quA2f5kEVbP1Y4b5c/J8XHAIG+4+A2t
OCbOn4ZYPSWFyk2Q92xcpGDXBf4K98N6Agz8Hu4HuQOYt9OBHOD1Jj7uGdY9
9AcwtI9dj9pyHHB1chwwtBeeD/QF6xf4Ga9HsH63Um79l9ByaA/rl1Rwdllt
PREwzA+/72b1KRm3r9WW26w+JuHOLYsxG1clwVxcMe030Kfm9zyqx0G7gD55
OQDjAO0AzJ9T4s+Z8HHjLF2LMBtfI6J6I2B2/kWYXUcSzM6LEB8A/JL1G4mp
nsrGoUfRcWPHQYjD4t/HxoEJfq7q9GI2ri+Kyj+QL3A/0At/ToY/F8O+H/Qu
uda+GdoL9Vj9WYFZe5qS9gf4OxvHqaD9AQz9gfuhP3A/9Ke6uH3oD9zP+01g
/tl9mwiz+qOEOzcvxmx7JRSz46rEbLt4fTOLygPQ50Be8PEHbP2MKj0yk8YX
QLlmfBJpuWZ8EijWtCOO1gf9DMo1OJmWa96fTMtZPS+ryi6RyrUnhWJYn+z+
M5M7l1OgtW5ZO4CY078lmJVHUq48kJMHYRSDvGP5uQSz9YX9Lswbj0G+A73x
dg02XiNaK06AP58A/Wbz4Ygwf+XHgbX3SDg9Wsz5AyT/776c9e9I6HoEzPpz
JNx6hf1cPFeeSDHICcCs/0bbrsLKBxltP5TDeAJ/Ys9HyDk7txAXABjaD5iN
kxfKWf9kPFeeSDHQA3/OgC+H5wE98fsZ+B30AMDQP8DQP75cc5sCs/ZPJZXr
gIG/cnYr7lxTotb+iL1fOAcF88nWL0V8PwEDXwXMX6F/QAes/TqLQPwSH3/F
5mtRVdGLnPqrALN6p1AO+wPNFeK/wE+XQbGGv8bQ9mjeH0P5n2Y8oylm9Ta4
T7DDw+9wBXsfYKAflm/kUczbbTi6pXoau08uphjoA+Qm2B009fI5vbuQy08G
61o4N6J5TkKVvBXsu6DfsX4ubb0cxgUwbydk/fPC/cDf4H6e3wE/Zc+tUL2f
6oPQH65ci//wejVrN4V4EcEeBpiND5Fi1m4o4fzZgj0P1isbT6LQOkfA6s1C
viJ2vURw5+0iKb1q1kM4R79f6P3VnWPk7c/wfGgPy+eFOByYZ3Ydl3PPl2rZ
i1j9geZD0LIbAebzrrF0U87tB/M4+3Yxt7+TcvFtkmrlKrSXv5+12yq4uBtB
j4b7eX8Y+MehX4BZeSf4t2F9su8pofMA9M7HAUK7YZ7gfYCBHmBeWb1IxNnn
xJw9CPK5RVF7ONATYD5OCn6HK7sfkXD5ucRa+1pNsZBXAugVytl9uuBXh/XK
9lc4V8Weuyqn8h7WN2+vZuNShX0/G2+l4PaTCi7eSsHFVymovRPkGetvVmDW
ryHEx/D7If4cLp/3iT8XWd25ST4OmT0/EsbxAyHOjo874uPSeb8vnyeL97Pz
Vz6uio+r5+OG+Dh2KGfPHwn+S16/g9/ZfYIOlT+AgZ//7+cI/n1eb4LfNe2L
pfwb+CK7n/Oj/Jz1k4J9VUX1HTa+XYnZ+rD/VHH7QWG/Cvse6Ddrz4P5/sX5
cbXztkB9zXj50/qwPvhz1lC/So+i9WG8+TwNUF8znnG0PugvrH4Xr3Vl5Q+N
36LtAz7DrucC8GdW8T1Bv4L72XPv0dw5W+EcBIuBLuIonwY6hSs8h9Wvbd1B
vwa/D8h/wLB+2X1WSrVxEMBX+PPSsH6hfax9UcTZH6vje1Fa+xrNuAl5aFj/
hHBl+UMJbQfcx+ahEGv5LQHzfBP4D/AHaA+fx4a1K0loXCL8ztr7JJjVF4U4
UPid1TflmNVH07XsQYA11ySeX3B5euM5+00itx8R4gRZPSFNa5/FxitF0/gV
wOx5xmhSnV0FMLQHMB/XDfPCrg/Bvs/OG+93EvwLbJxwGWL5fjnFUA58FuiT
XWc6Wvt6Xj6yeksGx98yEevnzKD8i/UrAz8T4kyAr4C+yNq3iym/BTkE6w4w
lAP/Yv2PxZzfStAveXs9jCubn6YUsfYeyAMonIPn9UKYT5hHWC+AYZ0AZu00
ImqPAAzjxdJNFtUnwX6reb+YyyslofXZOKGQKrqVacVts/s2ebW/s/dBHJpw
Ho/VC/i4N8FvD+W8XgP3w/hBfRg/wFAO9wMd/+9zcskUs/wC9AqBDwDfAfoE
OczJVVrO8p0wrfhhsGOw4y/kz4ByzboLJe3+Pe8T3QeCXNa0D+R8NB8PR+eZ
zROcQfkRrFe2nzkcv5Jq2Tn5+F7er8XaPcWcH0aCebsZrFd+nw7rl8VhWusR
1i8bB1qitY8Guc3Ldf6cFZ/3jbXn5GnZd1i+DXqgYJ/h99WAQT8BzPIPAfPn
bHj7DZ8ng7c/QzsAA92CPgX0AvoUYIiTAX0T1jerDydqxcOy/pYIqj+yensK
9TcBHQC9w/183haIl2P1fFt3Pi6S1feEuBSYNz4Oh5Uzgp0dxgnWBWCgAxhX
oE+oB/QMGOSPZlyzqV4Hv7Pnxwq18uCxdgYhLyMr58WcfUSMwX8H8gDqA/2w
592ltD7IA+BjILeBDwIGPgT8nstzQe1bgFn5J2A+nhjGB/gyb2+tLo6D5zvQ
fj7OA/rL5sOidmrOflKoZQ/l7NpcvvRCOj4gl7jxovwb6Akw6+9X0P0s7JvY
uHhBbwM+BpjPT8RfYT1o6DaBrmegf3Zc5dy4ybn4umgtex/vX+LlN6sPKKm8
5vkOjA9gTT04jxRUbV4E0AtZvVKIS4F1CftGTXVB7gE/gPZo5tmfW//+iI2H
zuX2iXkIxgX8FcCvgU7YeNTiqt+TqH8C+LOmP2IMWFMOek8cgnmB9QfyHtrF
+2X5724BH4B5/v/OQfF5k1h7s3aeQPbcjZB3GdYPnzeQ9eNkauUJ4ONg+PNF
vBxm45TzqJzn5w0w/50TqA/zxubFFM55AF2zz1diPk6MP18AcoqVS8J5IeD/
0D6e//H8DjBrP5Vw+woxt+8QvkvB2hMltD4rLyXcvkD47gGUQ/95/svzW8Aw
nuw50jKtct5Py9qrM6n+APyS9xeBfs3zCeAzwBdgvfN6MpvPI0wLA3/h4+Lg
faAvsOcaC7h1kYfYfbiQLwow1Ifnw3iCfIX55eP7eH0N7JyAgV7Z825pnL6b
wvFnwc7HnpON1lqngEH/0zxXwJpyGaUvPh4L5h3Gk6WDCATyEvZ3gIE+Yf8H
+ijEFcF+qspvTvdXIJ9Z/VmYX/7K9xPazeavLeTkfUG1cZj8fgfWK++30zw3
CrHrIY3yeT5PHmsPTyP8uTlYL6wc087bycZ7JtD1w9nhCGe3o/FiVXKM8n8+
7ojdb5ZpfXeMjePL4PZ1GdV8d66U2ovYuMdAyvd5u4emXKFld+Dj7GBfDPTC
n3eE8YbxBfsj6N+wDvk4d6AnmGeoD/oBYNAPgG7Z+JJo7rxwIOUnbLx4Drd/
FvR6fn2zcecRhD2HHaFFd6zfIo2wciyF7tdAH2LPeQh2C9YPJ+TXB/7K7n+F
/RpPl+w58jjafj6OEuYfMLyfz6cG4wi/s/sbW3egb+DD0B7A0B7WbpRC72fz
KiUS+YZV3ZMrhfOBuX10jpVMVlE9487NwA4176koPQ2vXzGhqE8m3VfveH64
tv/PKFrfYL5fx/l+CVT/VwbcOJfyWIg/gH26SxU98vEEu6wttlpbBFH9sXPG
aDzO7QyJDcpOK7Iq0zrPvcZi4chXPz0o3xzuMk7h+1T47lp/ec/70QmfqF7z
9Whjw1k9f6HPM3ep/7S/Y5XyYVheUY9w4dxFzdZhW0tikGnWppoLJr2nehWM
36E61yd+6Cycc/lXfDcPvTsXkPNFR/u7i79eFq8vmgL6eiZKdmx6e0uPUnTD
6mCXnNmFtN27lLoBV3qqOH2sGN3ts2bfsoEVtN60MU/mpK8X/E4/jw1oH2kj
5A3v7pz2JmKckNd/SNeAMCyXsPFzCcL3xTzalB8Z8FP4rti1yb3tHEcK8QKN
zZqbtNAV/NTO641GDU0T8hbrvD7llD1EyF8Retw+5q5KjuXxV3Xirwr++QUZ
rsauhbloRMdTR07rJZMf9RrO9x4oxapykxfNnyeRpjvOxXZ1VaH7H0Y3Wlwe
QXQdTQM/tZHimREXZGMCIkjSgR7JB3oUofpTezWc2usVUiT0Ox9kFkk8juQ0
+76mCBkefnn7vpkr6v7r8vT3OWXIEvV4WmNZEgmNOD1+jUSMM8/0bqqnnn9v
U/u8LykifMI5PnRDoRL/GV2jg6SFGL/dPbjulv7JJDRn+qj8RlJc+/j+60Eu
CSjLJGja7w5SfNIo4Yz+zHK0JuZQxm8TKd7Z7apVt6sJqOWJFeo/OTa+HH5m
UesitCKy3tnhfeXYZm6414qQSLLasLfk+Fkl9jj0Jc6l+DWKuFVsNeScEr/a
MKv0yCvhKml1+NRzLwXW3dZgsIdBGtm99OMyxeQ4cj/hJxk+Igbd2n83a9XP
WFJ1RX0Cmq3uv+EWGVJ6ZdQNf+G8sLf5qJLmuSrKF0jd+0lLK5T4ZEbeWY9g
FYGr6bCiuPUvVMRcr8K1+RMhf4r7mCZrWv5QUX7UtF3Lz10HOFXN492q8z77
jLecc1neYLcvitFv6iV5f53sW1rL6sJIf5Sr6tOtjstNolqR1WTdYPU6Cj1x
YWuaPTl2dmabxDFx6I+Hz/tewTeJW/r1BovXh1L5sK9Le7vVX2PJ3dYbjkZ+
j6Hv13t+vsnhFZko1Fx//Khur6i88W+9+fz6hV5kJRqFvWKz0EOdaUv+rPQj
Rx1HdJ04SMhrYv/4xIn+TWkeENJr/+8JQ8sF/tegRPyoxa2bVf3zMAa+ObJv
4NEvJb5UflC/c/GDQcGPstTr8MoBx6U+aHJh2sF5gzJIaOpom6/NApDo6tpZ
xwLTibhvgwdrfsegdfdvf96QkEa+FIpa3b4Vi/SOd7To+yWNrJ1Tf+f+Y6lo
veZKgi1e5/XonI0sTEztvQ1TyLXrZ5v9Ni1DCw64zE5rn0FSKkZceKiqRC+d
8+U1x6eRI0vFr35/FGNHx0kr1sxKIRX/KSd2qSnHpm+H7x4wMYMcGHe8T3b/
DJJu221w6t5oYua//Xrvd1Yk1Uiv+6OWsSTLc8fcVgW+6ENOjPWtmzEkcVrj
Bh9DolGS5kpq6haPLlpdhrJ/LFx1f0Q8Ma84/WhqQiVK6dTFZPeeWJLksfTz
c6UI92oTfD/OIpYMiRmUv9RPjIc0rtWq3fpo4uw9PGPxIQW+9OSx61SHOLLP
coyvQkeJ3/YsLjxWGkvsfo/P3/yhBP33xrerUYE/iXg4qt+tADVfzHpQ7JP8
h4w5Y1Wet6MSua5qfayory/ZEzK6tmSrApt/yYjcvzaAjKk4sMSjlhK3eHg4
8+GfP2TZ4btDLPf4EEldlztLJz9BT9+rJow+8ZUs3HIx9YiOQ9X8Cv+OjviT
WD8tFe1dPencgmm2ZKpDDz+noDQ0+8aQFyZ7j5OgGTfWSqU56Md6p9Vjj51B
pdKkGS9y89GSAScrHhc+QWPN2ky5I5Pjg17725+4+IS02DftfEMXBf70w3qE
frezyDewT51Zx0S4Tfi0Yd9q/aD2plNV+id7XskPzWw+qM+P4UpcZ72f/aPH
0aixyYLuDTvEkaLi5bJE00I0c0z+FL3H/ki+POtLzvACFOmREeaRodZD3j5V
/5WiM0NfH7b1ukV+rry2UFpWivLMv/mk6WUgn5V4SYvr6nFuWSPoWXA2inv3
9GK3yFL0oe7Ok2cT0smgGQfTC+ar9eZ2yT2jYvzItyinqY3ri/CN4U32ejeL
RbsG/hh5UVeEu37O8PtgXoaeZe/VyWtWicqr7AyVVddOuE9EXpIYr4pv+Krn
YhHeNWfF07fP08n2iV+POFyR4GFpqfGZn/8Qi/l2Ze+2SbDpb/2Wv/V9UP2W
f/9HjH0z0/wlxX9QF+88r871JbjjpEHLzO9Ho27NfFpeeSnBc7v3qj1vYC7q
1ibA/5i6fmTp0W3WbwvQ7ohNvexnS7Dlpd+pZhNK0Ji+l44HhUiweFCm/g7H
NPLkYe+c7XdkePnHE19HOviR8uuDDX3sZHh+3MYaN/r8RF+GR29a0E2GF8aO
72Xo9Qetyn5pZrpEht1TVuf/uReNQoK8xkeUyHClnknw2wfZaDayGdNguAz/
PPFzVfObOejwhV+uEy1k+JfcbVjDTgWo8e52C63SZXh6rOjzOxcJXngiNPt5
exlusXFMuP5W4Wr4fPmYQAcZbh7nIXbfI8PzynuN22OvwLvfDDkz0EeG0wZe
eeB0Ko74bNqw63c3JW5y/kzG7Qa+5N7OkQciziuwxeI/XXo+dyDGbgc2d+39
1y/Z55mxVQCqbL3AKdVKgSUn7VfUPR2Drp77LM6tocRLp+WeWL0nG904/MJJ
z1qByzdLZ9x1yUGi0RX+3e8q8AjrZz5mIwuQZcpGwzIDJV4ytkfevSMiPLXD
0w9fpinwx7YRU4e1kODk1Ru2HX+mwKsMTKIfrpDgyDVJK5PfKXBC6DN/20ky
nBfmoTBorcSJXwM7Di8NJoeP9XX4/EVF3vZz29wkw5+sKxxdV/FMReZ8b77o
hySKWG3tvb3IIRkdS4xruChSRRLz/GbuVMunSUeymuH96eSU0W5P63QVebkd
tThwO52MuHHs2b00FZH2qHmuYGgmmWv4uH+xnRLrpsTfOXdaiANbNcLwj2FY
AnEMmNzCQ63v4nHD9WudSyAJFZPrm6hxgt4wf0+1fH1aX8djabGK2C0Y3OeV
TRzZ3vBBnbUlKqK0+ZTZw8yDbMnr/2elzhW6z9BcLY23HGpX0SI8iYxMcXU1
Uz/vgU2DBg/aJ5OFJZnfG6rxmcY3DFqtSCWvFhmNtyhSkWXfLzScb5hKEr+e
6tOvWMhvqgwpbiobmYFiFvZTySsC6P5pqvOSGdaPf5Oor7ViO78Uvoet2Y+l
kY1mSiszZYJWvtLtVy6p/4TzSUa1a0e/eJlJ7QCn9Ty+ZSlSyYvBRw//cpdQ
uQ/67bO3ktP1VsRQ+ZhuNNcze5CQL7SHc00bk4QYas8N2TWg7EGPGGqvbVh/
y8wuBkJ8Sv36vfTr94LzAjrYycvg2lrHGNLqW6HhEFslF+dejtrpzv42vJEf
qSjy/FbnsJC/E+6f9N67y7ZBvwm6uVL16qYQb8La3Szdyxgs5B27lzVtW1dj
B6qXevuG7naVO6PFlc42+4dEk2lvrjx4sfc7Mqr1Uf2nHZez4fTF7aKMJGq/
O7babrd+QCraEz9d5DMmku5L074Ql1P28XQerjed3dS/kQ9JsVUMNt1TQu0L
V5p/6/q6cyH6MEbHeLM0hPoDYV66Lkw99P1SCbo35E0dJ7k7te9M2TP8+oWb
WdQ+0UA+RU8+JZq8bOGt/hPsuXUaPeqz0BjiP3RwusWJCzHNhe8ha/R3CX7t
959p1olM6nfvXCO0t/naIML7Sf5bOV68bJ0Ejx24703rWcFa+Q4DPqYuzn8h
+A0O27VX/wnnVQ6F9FD/CfkLmzzFoZ6XhfNOzbd0HdejvnDeab6r/lfbfcK+
7cP5954xb2T49qmFX5/HBWnlX2xf0ereIUcZ7mUUVOfHK+G8Euz3fJ+eFW95
LJyrd8qpH/ukTDjHvfHaszMvjgvndzrP2Ne3IkmBH0VsOB+x4RP1t63+97wA
SpdxVyL6ljyPpPEo7/6SqfwXpTPQc/OP/lk1JECIZ9n6vVHSyFQFNtMZmnqx
q5AfEOZVknB0VbsQIX7F68BvxaA8tZ4hUqIB2RKtvAMTnK720FuixK9Ld9St
d+EbGXjcyV62TkX2fn342fXJT3IxalTytSMqMmG0bLrLnDjypq3bh7P6MSht
5Ih6jXarSK+aBikXGitwxM6rCW2XZpCntYYb9e+rwMu/meSNcowjs10bGb/r
LuTXq3fO8JhXw3hUN0avToyekG8vQNx8i1ntDHK1xpVhdur++nXWe/9yvJCP
aa3i4oCAkUKczcd6bV3fzAogi217n8yb6opG7ra44+H0m9o1zD0s6h8/I+TP
A/vLSF1nrOscjbq32xddIyGU/NVmFnUR7E1JiX//qcibBb/iJw+MIZ0GHzE3
zFTLg5d1C0P1Y4jnpCydjiohH8nGQ3v2dR1TRO3e3Vy/Wj5dKeTPUzRtvGye
bTbadufMpnq/v1D7GNCZQ0vzbpPqC/k3xFvHrzeXhBOdA23Uf9p5PGe7vUk6
OjmUrrOsyQ+RQ8Unus6bNT2+VX+RJ7V/6A8+2HDwwYCq8Zdo5bd732SpTa8v
wajl8sLmywuF/HYgJ7LbxFbkeuQhnd5bdv9XGayVN9ms4YOa0+QlqFTs9+7H
5jh0vv2iPkNPF6H9N5K230iKo3wa5v/gz0yDwKYV1K66Kv7umXOjKygf69Fr
za19p4T6XYafV/8JfjfH3KtXnRsJ+elmF9fYOGOPiK4Xuws39SwShLhG8lTp
ffm1FG951jc+3OKoVr465Fnr0jNr4XzS/IHhwxbZC/EwPrMPxq46LcUTn0Xt
vr6Sj4dJQx2OrP8cEyXEx+w/b92+jYMcH1kwqHnx+ThyI8btW6PNIUjq5ve9
3Qshv5zca9KvNt6f0Nv23ZNj6p4npk2Pv5I5RpDvP7PrhUSo9R2rdnl13CPI
08H6O5RqPafoXWHkzswItDvz7/8UIuPmnS0XP3mExunoN010F+LeVlvdD7Cb
kUrteXOOeVhPNspFy1a8n7jF4iL187WL+6l44a/EnvKU7n6/U4jn083DxDpx
ZM7cI7Oc5wfQ9dJq2Kr+EUVBVP7o1/m7cO3pOrvr3uVtebrwndDgexVbTX8W
oZlWUSr9L6lq/v1qYW93GVauab7gs1Uy2Wq6pE5UkcBP+92ytpFdSSGxt4+G
bF8bSMQFtfYu3puBJIfH7rxZeY84rT4X9eZVDtIJ/J24+3gcUU2d11uWFozK
VqAWdx6p9bEhczKdjCJRYiO38CWX4kgqWl5+/0kUWnZtzqSkUVLc6ayT9/tF
maTnXXEby+NSXLO9oZf5pCRi1aOzaHFXBXayrBM+uHE8OVGwxNd4SgRZcnB6
twm5cuz4Ub+DeUQIuba/wapcHyU2TT1gduErQUtnzKzVK0KOFd26rll78TM6
lrnxgKG3Es99UivqmETIT2Zw3cJ7wqUi5Fb/iMwqQUUGvVup51y7EBUvSpiw
+VomMei4JEmvMA+5ddxpXH43iZjOXtE1x6UIvS5dsL27RPCnT/u7LYvIJKOk
nj3ujZfjprVFbpd7JJCkHguN9EJl+EHg/aNT3BPIxY1G1z9clGJiczCmwetw
snmFlceALVnoodmIgAtDI8jto7GxL5vnoOtdda7sbx9OCtqWXVg5LQ8ZNGt4
q691KNlm0MUmbJocm9QV/XKZH0yWTviybMIXGY657hOi/iMhG7dbZh4V45ct
LykL93wjW67MkkzRleA5gVPOzDf4QuzXZ3qOHSfFRfbLUs3reZKNRbOs494X
I9vE8VP6v3uLWrSZUnyiWSkaFfFNcm0hQdPO2JyvbV2Oplldm3tu8idUuGnW
54flUpwe0NimtSoQ5SW+f5Ysk+EVDqndnCRB6Ner70fa35Pjz3E/61nnhqER
fk07TZkRQyyaPxl/NTkBvRs/5o7KL4YUtz1ff69OAnLxcGuoO19F9nW2fP7T
MxfVSry0rE9oMpl02LL08Zl81PnbqkE1N6WSPfi8VWu9fBQ4Tn71ex0P8nSa
/cP06Gw0PGHPdu8zoSQ24oHlpYwi1NvKr59i3Rfyxabs3uCUEtREcfryvsgE
YnffNnLZwHK0Z2vOrvy1UeSCbpNGj19XIFmHBeMW/4gmTnOf6JtYVaCxQ1PW
Kh4kknWKB9aujcX4WOMVbzs9+YRqmzjp7Fyt1lubNxT3aB+Ehkom3t3tVYEO
97M37NQzED28WavBvBcVqGVFg+9HUT7abND32/Ua5Whdj7U58+8UoPbXxzz0
3lOOhpp0Wrz6XRGyNnKeLm1VgXTrJk27tiKSnChuKtVJFePynlZDMiclkrWd
zhtfUs+TdYhteN2drsT7SPye4I8i3GG72PrOi6Pkl+0zh5haYnzqqu2DX+Zu
yP2mrOGp9WL8LTrrcAOxG7n0eFv/7m2l+FDtL/Nkn5LR9NSHN9c+EmHv7xmd
TXJT0MhLh8JzP4twO+Mmu/qeyEToYKuun4eJsc6Gk866a5LQkf7ieb/GSrHZ
t9/7zr2OIjqDmln6FUjxgAnP2hjMjCZZa/239k+V4ufZv7cW9ksgq3flReye
KMf6OuvaRenFEZvYp17ph+T47ObzgfjdG3TEIaLlwk9SXDY5PXVP191I0j2u
2YRdUvzj0sZ1b168IrEB5Zk/kRwbWOkuH3zEgVx+2u7Qh0VyfAu9lmaMUaFs
g31X3cKk2Gfrp7VO19NRI4uPlVZvpDhha+HHM3uSUHTwhtX1Tsnxwq7XXfdm
l6PFdUtfLTOT4uNTG1Qk/RHhy/m7DRZ7SHHUs+5HMg1F+O3ya4vvXZHirzkX
DzXzE/K7jXnQu3XFGhWa0ys1Iay5An/dcvwpWZCOkmoOvd1SzW8mdz3ouco6
GYXoXSzHV5T4qVOvJ6esUlHfSqO8/PdKbCB37yJ3L0blbdeo/+R4mMTbNsek
FLXev9y0+IYc/241zbnWgnL0ZtDK78Pj5Hj6s7qBLcKLUfHG428G31XiayFv
e3WTl6JFZwwev1Xzq4g/eh/rr0oj+GvyoKAKIV9Hqx1vxy7MEeJKZoqabWmW
LsRR+U4wRl/rCt9ll5W3zdHvS/keiR1R4Drqj2CPjbsf3nODej/YVuRksL1c
gXuuq9viv4RUsgU9krsOVOIRIQsPuV0R8sV5TVri7vFI+C5S8dWQYR4rFLgi
w7LPvguC32zSlJYvV7+MI55pP460yg9Dm1P6hr974kdqDSx681+QEzLZP23T
gkYxNI7GudS0vNn8OGSbtrdf6X9FKOTV4Zrj5gvfK49uYj3nxuM44pszLyIp
O5TqJ6p+1p47T9pRvv5ULLYIamZP3qHItUO3CfngKkvOH854LuSTLg8+rf4T
8ss2qb/RwtCtAH0eZ7h4J8kkr8ODNy311s7/9m973Estn4c7OvrOzKT+Uw/f
jR1O5cSQrYphfv1uqfc/a0f2b9c8hjt/F012+Ezuv9pPjmXuJwqGp59DeR+9
kiSn5fhre4285vPHra/CU2d19kvKSkO3Z0750CdKib3PWeZlPy5FR8/s2Rwb
LeRDuDT1r6MrleqrTU+8bHLiZTI9t3BC7nNryTDhu0e/itpPOLhB+K5A24Jm
Hb3fJNM4uNPvi5tcPx1Dx1eZlVDe4UE0rX+n9M3N0jdR9H37TMXt5MfOU33x
xLfRy9o7vqT6ovG2rOj3Bwup/tqkjZMl8hG+q0H06q3pMriMlqds9hqw4Jhw
/vfl+8+Kxs2p/ojShrb5/rauCLPnMoTvK/nOd7hs7yZ8J+TfPvaEEDc4fnL3
J3n+wveTLv8bP+H7ScH/3JbC/W3HJTk2vS18xyTHv8G1sduF+NifvweMiWoh
5JMbG3Hp6wyZED9gMcXpwWx/Yb/sVbnJXne8kuq7v8eWtmlqRu0oyOVGE/Wf
8F3ff+aJwUKcgU3jvw4dYf3/9z4x5pGtEjde9bXmoTMKrbyOm1sPGb/xq+B3
v+CxcnKjWwpsJD1fjNumEm/R8qFmxxT4hoNZUcN7qSRmpZ53rZ1C3q+F43QN
7nePJYcyjjh1vBdItsXfsN3XI5bsm1LnRf16YSR+45Uy8+axZO+V34fsGgSR
Z3UmPbbpJnwvzXBcXPv6yRlkesNsG7dar8mREN2Jk3qqSPf+ZZGyyc/IDWM9
x7rNVQRF65vFnHBE8Tkb5H1IBtnQ+v1uWeFLVC98jGXr90L+uaH//DrpxEmq
l/XW3ws5rI/adN0sg2ydeHmZokEIOrkmuNHpq+mUflu8+9383e808nH5gU2e
AyKQWZ2ie27m6SSl7ObQuF5J6GGnh1OHNU4j/XL7LR3UOhtt8hU3HNlTyDdn
bmRVGHU0g0x4/MnVTb2vKvQhbZ6aqEj47Ok60zeVIOnoX7ONa6iIctHZ6d11
y9H9p691639OJyVXsiw+3BRj/csmiwr2Cfnm5kWsUu8IMojPycIhM15Jcb+7
wbsPxKhIzxVjRtp2luFeW/z3tJitInUy7G7bTpfjaZa/lbE56aTPU3L7suoj
WnXA8NTXqBgSHvHvH9L/9y+GtnfG+FfTxr+KJyl+sVFLfIvRlvQF//04mEC+
lOo+7XSuBJ0ubDxnskEC+ej4oSTArwzFW/Xa1lM/nvh2SFh8wKQCzXVx2LFp
RhwJud5145DDYjy+xChn7xch/9yRbsva6s4OJuU6q/JT0vPQDpd6l/tIQ4ki
I9h72JAC1Mp5aU9lRjCZ471c/Kx1EepwbZN7xzlB5CGRv2rysxDpbfgUW/NO
EG1v4JpJZhEj/InXzTL1XzG6NOfhhTkPA6g8azhqSoNRU/yJfv7ZQdm9FPhN
dpdsv7aQ706wFyY/M5/gOz8fWbrWKoq3fEj304dndjFIfuZIHmTWG+D1QoqX
9Ex7Xt7TnTzu/0s0VT3eRiU9nxya6kLGT1o2cdIytV5geqeB6Z27lN+drqK7
YxdvBJ5ZKca2ku0Gnbv4Unm049++Oh81uzU68NoxH9TRY+7PPZvz6flU6eD+
UbVRCfJe/s3G3y8F/Rq81VKaU4z8zTrcvjgkE42K2tvtgG4pqrJ3Vq0bEbUL
BNw03zuuXIwzsyrv9X/9HXm7lFtO/SDGDn98nO0GRSDDzlbrbh2Q4BEueSud
R5SgugN63X4VLNgV/j3NTIZHy80l9zp9R43dztRe3ECG343UWd9jRgSKuprQ
aNYv4Xtv9pZl3abOluHu3vHnfaOykE1c69BF7WQ4YtLrHw8y8pBowt2iIiLD
ZZPiP3zyl2Mnd7K99wsZdrnwp7ykTRA503p1yiaswI+DTXuZuAeSzN8X9w8d
pcCGu3sUf9F9T7o3WWc7IlM4R6/nsDmk1hQFvrrN3mrxiq/oqVn6kOc6Cryt
rEbnyLk+aMCivS2Hq/eF61U7P772CEEP+kY4nXQQzpuR2qEZAWcVuND+01L/
vCw0uGXxIeliBd4t1ntS7JaH4sZeLRmVJXwPzmfk4fI/vRXYcW4PRd/xFej0
tZw3SrECD7qKgrf1rUST61wS32yhwL2fKhrKHUT45rF3B6LnCufTSJeQMT1c
FLjlUp9xI63F6v1Y71du/ylwwfOCm+9tpPjPimU7t5Uo8MrzMt23Jmp9bIzj
krbblfjC8tkXl89W4KjC3eo/Qb976Ff5eYKLijRs+aqhalwIMe98zhd9U5Gh
a45fv9PDn3zcE5Rz9aGQj62eV/Cv/DQV+R75QBr4LIPMW53SZnOc8L03j12v
rSZVqsi7X322BLxOJC91DxbLRZnEf87U+s+d44nF3usOf8pV5F6zF/lOlvGk
3/V3CZJyOF+TTIqMI4fL1Pe//fWgS5YkhYwxmhlYt1z43lvm8fr+DkUqEhHz
69Sm6WnEZfh2qWOuivTdOeXW3VEp5NYMnbr7ylTEsLC+bZen6eiE9VeDkT3U
cmXwoYZogwqR7Oys/PAUErbNvv+7OiK85k+a6EPvNPLPTBMhwjVNVw2QmKcS
16GzNlveV++3AxsPsZuWTO1Ec0wnp6RaJhEfyeWEcp8/aMurW8kuR2LI/MLA
zv2WhSD/T+WuS0fGEL1xO86n1YtHDSob287fG00c0ye+0M2LR6fuuJ34sDia
pOi0r2P+SoIvhRi/bfcrkj6f/BUXzSNI1PTXJ27EKbHernbvbwTF0HMY27zT
dC2s1fJv7NrNO+/moJVDvExdAy6iJLT6h1VFLrrTSSxfs+M2OqSs28p4m/C9
r2WjX/aQeqWQrtb585e7CXktdkq6+RTrQ/yPoM+EXVigkuaK8Nqyz3NO9RJh
0ujDn58HUoj6PyFlOYJ93s50vmX8ECnue+503PawTLKgRnddKRbymem/LZ+t
2C3B/cefeWK72IdY9vVqauQuwTruum1trnwnNSb10zX8KcR1/XuuVIp3eDTf
M+3SN2r3uDNx3eqp10KRa69Voo1LhThXSZd65XoDJPj94gl2cfJ4dDrpSZOj
FUL+tekbLhNfEylWdfwVEtu4ED0VfWy/0EKCPwbuHGx+sAhNO2B35dMVCe69
6eSr2CQVee6Q/3vYBBk2UN4qujA7ncpN6M/T8cE1u62T4QWOP1Z1sf5NVgfd
+u/BExnGPQP1Shp8Iz+b7tylyJThW6peb77Ge9D9np/9oVD1H4pf81z9J6Pt
zygaH7riiAxnjhq/9mbdeNRwan8X41FCfrW6/+S3HP9AN1f/WpSHfvmcECse
y+h5F2VQZfmKozI843729s1qvezjgQdJk2LU/HaE344Ot9X7Ornnww5ZMlzY
vljRZLiaHioNI4z3CPnVenZrKTngpsR9Bp05dSnsAxFl3kw8Hy+cZ31S92T+
rZcKnGUQfO9D7Rfo21Cv1DN7hXxqB7qM92n6Rok/NfvsHOweh0as2UHmqPdx
tjsHZZ6vjEc49WPyUnMhn5qu0Xb1nxovG6/+E/KrVRz3++yTXIjmlM3waLlE
iX3PLz8wt3YR2pw+uFkNCyG/2unmn65usVHim3ssoh1Niuj9iYPvrjUokOHt
CzMqxiEl3hM2vUkL9Tg6rDOu1X2iEme6zQk/VCzE8c8+sudQ0CAlnp80r/fF
W0o8t53jAZ9LvuT4vAP5R04L+dSCHqcmHzNU4GLzQc0SJZlk8vagJpE1hO8J
ufW7Pj4mU453ZFxqHb80U+ucf/rNQy9vxChxkzCDRXhbGsl+/fvG/HIlNn5q
8mrQkHSiCOnawThVibf+ufVIOSeDrG25a4HeTyG/WnD9lWttVCoSnKKXamAU
SzY9qL9wTZ6K7D0ln5ukG036l0XrT08C/hlNWjhNOnG2JIakOvl/ORohXLdU
bh3uax5NWnX8PXlaQQzp8e6kXYZfGFnVdlCv/xrFkr4Os9zWr48i3bbmZ84V
xZKg9aEB3/Vy0XBJhcnb1cnUD6Cz21e52zeJOAe6Vz5aI8PFdw63z8eJ5J5j
Qdby6ELUtiTiwOfhzjSOkfx15+1wRUYjf1c+SXuPjEbFNCqyy0PINlT60ETd
HtOM/f6tiqg/VFG7Wd+VvkXIedWfexOvJaKx5ztPuT2yGM3oW9Jig38Kabnt
/ts56v3ajym13v9KSybxnY9EJ1kJ+dQ0+nkZqjy6t+jo3mQax335Qo+OlT6x
JPNcFxfT4nJ0fWgX40z5C3RgTN72Xa+FONH+zm4LLowtR2JJu/V9dseRO17N
RBc3irHRGqMPhXVj6Pm/RvpXV5O3vmRDbP7dH2r+WGd10uQyXS8yMz5kZ/e1
Qn4196bZKz5dE+HI/qpZI55/pHHmlhMWpDR1jEWFYz9PN2kmwmHuLft2XZ+A
+q99Hm02V4RnjM4TB7xMoucvAx9NKO/dKI6sudzDusReigObyE4ffr+KRG/9
bdxpixR77swftDUwFdl/9v545JwUTxr53HpeqzLUJutH7WUNhXxMHQ3emfw3
VoplG6Z0kuakoiUZ7+Z8C5Dj73bFA2eqCtHSj/efrOgu5E9rHPRw9IqZQn6m
jI8tZ238o+aTyme37boI36NBM/PW3U2JIk2Gx+y9lqgi+t1un1EkfCITW57M
+DNfyJf2Yu1xlzuHM0i/z9t2GI14pZU/ze7AX4tCOvGINVT/CX7s2Tf0Jm1v
UYFeGbe9njMwnfqR7nVP61W6Lp3aPZyVP1oZ7VTvf/rniE1X5qDdonpXR6aG
kdyHjf/+UToD/vnEru5s4+5h9HkBg+z+DLKLo36twMGl7R5ZBRJVxvnAz05F
NG59ft0XKSarJXjqbxedt3M+UTl1pWreNzgPCG2eIeQ7iw/vLXkbqR5HN9HQ
cZnnaHunHDo5Jld5jZScvVMzq3E48Q53zrpo9xHNSzfoZyyKJMHjSzs9Mf2C
JuPYaRfDPMmUUM/6cizk4bjbu+ud3l2FvOQgvz02yyO2dQkhAzKX78taL+QB
MVz9+bxP90pU3M20bdmQSHreFX9f0ruL+2YUt+hEX+dmYuy46298gC2NJwb7
0JHXs7OamIuxjrfbhkZPIlDujvRmKy0rqT/orzf80MBK5BK5t0ubH0H0/NjH
pQM67Ohcge5v3Tt28alKOo41HczUf8J5ne+NLftsqCfBT1tYtfsa+I2epz08
WaG7vSgPLW5b92atRhK8f92B5ifP/9HKC9AsbcTS3SsFP2nd3ZUvdXrIcK1D
H1IvyqPoedwNrRxrhd39opW/rLIKZ1VhKEc2PtIWx0vRm6wjIQ8eyPEsVLAU
FQjfn6Ln9NN61t71XfhOi/iUtPbKFCFvzy7D69bBav1dorp6qcX0LHp+997G
iuz9Z4R8ZfC8qQuu1EqpUNJ4jNVNpVvxNsHOosg9sP29ezS1d9wYu7eFTXPh
++8N/obTJEdS+xv+t8/4Rfe3ZhbjnpOBV+g5VY2/uYzGZTQ3M3i2ZYOI2n8G
T91R/tlLRO0/RtNiVxbpCHlkDv26Y37pkJBnZVHRnpjSw8J5KL0a7uW2nkK+
ruSEN+f6P1JiiVXZfbQ0lnTyOPXjWD71p5M6C9LbVuYJ8cTbnCMtFl9XkSEf
i3vrRWWQxReUN5M9hfxcNtMnJ8V/UuKipNr/rfLIIMN29PYrjRXkebHt/ZkD
1fsV0IunDRj5YKD0CgnNiIjMiPiJmrrub+66/xqNM+j1YsWCT/3tybHSdeuX
BvujXWfWjDBvYk/jCFp8Tv919I89me08eGzbujHo8qjH5xrk2NM4hgn9cneL
DtsRY5tLns4X4lB9u5l7bc7epPawolH/rfYrE77Pt+qfwhVD9hku6J5UGkdU
iobXPjgK+bMMJuMtHm8LUUmL9j2s5kaj/RtVK0f5FaJlY1+YN2ygIgXriuMH
zY8mqRkulw1qfSBJgfH1E/7a25edw28qk5HjnQjVxNdR5Fxz65fHpqWg1Rnz
eta3jyIi4/shj+cpcVndpVfMTsaSW3dvd4z5Wo48Kq841pYL503Gjey+taLh
I5RosWrtpj1fiO8QfXf9d3eovSEDb7QfaGZDTm0/4ZdzOQnp7fzrR7pE6e+H
r0Vynzwv1CG26NrydhVo2pzZMmuHz+jlnMgm70dWotJJM7ybt/+GArKbVNS8
K8JZw4I3+//3g8a13BGdkYysGY1Mno5tMCFCjheOkukZ3wpHMy26yA9aKbBP
SvnKWnaRaMaoYtnJUCVOH9Tj3iynGBrn9GrvyNBvgRWokXWiq2FsMRpMtkVs
2VKBvv26Er/yUAna8+H4si72FeiUvDSlZqVafnYduaunaSU6/yoxb7ilGI9v
/+Hxi/EivG398kMhEVL8KLSb/QZnER7zp+mGzWo+s67Fk3PuniKsXHyjn2+S
HD+tZbLfTr2P2n55UNcuRIF13x1wn6gjpvYDn9srpjg9EOM1ykm9NltnoYoL
3jHeC8X4h8ffyLBsZPhZFjH9uBhPMLm47YB/LnJoNd54WKpwzla32wtPia4M
N4t32IbviPETncyay9Ol+Kr9tlmhH8XYd/DQhuJcKS7K0X0l05difNio4mI/
If9OrfSWU6U7ZXhiv167yp5K8YvvPw9KzWU4T9GzY/3DaeTXu+ui7znC9/F0
Un5YZRar99/r3Uu7iJKqrpnEZVXcvZNqfS3C0co7sHsapf+LDwNmrtybRlYu
7Rl/4algJ6d5M3t4Xr0bkkbsrz3o+CRVPV4ufd2KjdOJz/g+dcZ2VuD0pp/T
OmSnkaTjKze+aZdK7IpGdO5UEU0su+g4X4tOIqErW1woGBFDbLdOcpr5xhpp
/NqxRL/9iB2fvnmi3nfH2NRKiSHrHj62VpYk0bge1LiXsVmGCG8YuHNBi7Ux
pKalS7xBRyFOBPSupWllk2b5xZC3HcYb2j0pR9/HXj1m2MaP6pXbHU9M2THg
DzHu88jueaJaj/e4uvfWnt90v77brHzK7d/a8YUQp9ntYELmz4l7yejl09R/
Qr4qkAvN2vqEly1cSHz2tHNt2FmJL4/6NEXU9Q7yiry+/fhJJb478dvlxXZP
UMtrdaS/b4cih7653TrVEfJTtUkaVml4pgC1HKyzzzRZRZL/bGweFlOCym5u
1i1PSqd2UOCPt2/bN0jpJ+Sj2ujm/KKBS6laH54SuBv703UM8rYgboC5j1Ml
qt9xz+j/bsYg1i8ShfpLjhouVM97SdXvfP4qp9J5NhPcKpF0/5KVpoESvHFe
08D2J0V44MOaNfpFSfDt2kv99p8S8ld1Fqsuhqv5wvTn+XOe5wvnzHOHHB55
OVq9/7vZq8uIQCGfVdBwcctrmSL8fu96z+N5Cmyy7wyy0hXj1/sXX9xjHErS
7e7/V95OghtPtHm6c3QBlXv/mvc6H7VsGj/zRh8JXjju1HmjviHk3NzXc5uM
l+FrWTYOnUUh5EsT9y8vJ8rwrgVrH0+/Jcf1v4Qn/ryv3v/P9u+2upGcy6Mp
x+vyDxjYnZfhLfubPVEMC0dL/T+7S98r8Aaj96ULduYhvZIR3rGJwvcccs3b
bbur5hs55z7UHDhbim/YHjmanil8f8Fr4o/tOYHCfn1wbkUXy+1CXFyjjDlX
5UUp5PWAhjvP3ldi5wsfvopqpZLx4XbD37WNJRGiJP+Y1fHIfVyvYVsvCPml
DPcfj/RbFUymlwYcdp7lgRbXcbUobhNG9Xg4P33W80KbLSWE0oOidierha3c
0K+Lkm+hsiB6/j38TUyfdmbq+1stjpl46ANa3tvxha5NHPlv58iAaa2i0XTz
7xbD6iUSoxoDRxTtjSH+gaVLdpkmkLiLUVOzz1bZvzKE/FKgl72ss95/2+dE
0sB62doDReloSr+55RMPRtL19jca2NE2grjOqX0gyFqGj4wY/bXL2VB6/6pj
d83i3MOI3pShA+ttEuHWA5/ad9zoQ6aajvi1RE1nvx7uPjLl9A8aj5zT9S9D
/k4UTh8mj0oS8uIYZXYadvhOGpm0fMNMo6d56HZ7q6c25/xJrbOZk7u5FCOP
i96SechXK1/U0hM1Nhy2KUdzPc63dnX1RSV5S48XNKtAypt/D/h50XN7oK/c
3OrwurF3Ofrl0rSu5+Bc1Hjc0FnmC8vQ6My/ETG5yFXPaFy/7UL+qD4T//Sd
+KcMHUppNC/uh5Bf6krcwFNxAxP5fA6kofS+2fqpYlw4psxkQo0EPn8C6Rv+
qFPTHUJ+qQVTtj0xMZHiWbaKVbYKIb8UxDErsuYuGWgpxcu9Vjb/4VWJDMzf
+Pgek+J7Veufz0cVzt3/0mRDv0kvhfxSDdN3TTxlEkuWNmt5wrurH9nR2qlO
kVq/GWf0aWfANW8y4Eif1Ovq8uAZH39FHvpAxJdTJf0Hx5L2Dl6FM7A36dBm
0ZUf6vJmy1wyJeNDkPyi4/ybDW8Rk0nO80hpMMKyrz1OSm6RIyEZvQ9djkAW
DcXuq2fcIq3m6ve97h+B6vwl77m3aFz3nav7VyseXaHnjwdlzR+UFaEilx69
mvbzTgSqK33WdsemQrTTrrwkPFItD66iPZc/CedvZS8OrZnSQUU+dSXWt2t4
ktjZV/LcRquIaIz1+OYdPdHp9Iv9x7U5Q7x2H55iaV+KGmYcj5nl5Imcx5wb
kPFbhqd/WD7iomUIatw75VY/aSJJnLzkyZQNBahk/Vu9id2yUNQYp++rhpWi
kTE6tWYWF6BIi/+a5FwuRzOHzlzVtGM6WmX0yOFNgQgPtVQessgIIP/c31uE
fExeu5V11pvJ8a46BtkbZgrf44Z9/4AV9bZHqPkKzXtS9KxF0TMb9LFzSOey
0gR04IapZy/VNRLvuTVB/Yda/iu/Tu1Vrlcfv7n62AuVJyysSFgYSc//ly8e
pjNhahzZ1Ljv/BF6QWiW6aqB+WX70bj4siz3sbnoQau+OT+jtPPjTFz+ob/O
pHz0PG/Sjk7vPqLO0nP7vTzz0KHv52x6PvqKnh1ZV+dtTSE/ztFlZtudfhaj
QQ77BjjsS0I1emxV/xWjTiUN9/n1TkazIh9332RXTOMkuwzUf20xJpnu9x37
531Z0UzAZevHmwzcBvynEE1bsW3R1BvOVO/wWOOdN9KoiOYx6J07aMXQr2X0
3PWRjE2nnX4K3zsZjJJCJ5UL3xdZXtTmemtdIV/JXfui3I8dhHwlC0/P6JjW
U46jpbEp9RRBZEbhw4HbJ0nwhD3Tfro9jkLpEXomBQkK3C+uLE7aXoo93v+a
6H7Dn9pRM0/UuVecIqPrzzhe5Zjncp78H3PuPns=
     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 
         19169331849579478464512000000]}}, {{-1, -0.5}, {-0.6671686746987951, 
       0.4319277108433735}, {-0.05089389817333852, 0.2118295763699961}, {
       0.1239913062666523, 0.7015081488019704}, {0.4478110073910224, 
       0.5858582555432668}, {0.539703904504414, 0.8431583674607633}, {
       0.7098539785143714, 0.7823904838857785}, {0.7581388209453381, 
       0.9175880426924855}, {0.8475436582207413, 0.8856577436655559}, {
       0.8729147813632234, 0.9566968884645057}, {0.9198922803431739, 
       0.9399192102573805}, {0.9332234595932933, 0.9772465121577147}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250157103*^9},ExpressionUUID->"78b1f585-025b-40ee-b298-\
3d6f7f8f250e"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 
         2376997149347855329599488000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250191533*^9},ExpressionUUID->"34e1f9e1-b28c-48b8-bb9c-\
816522860c9e"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232502714787`*^9},ExpressionUUID->"d286ad79-79ba-40e4-8ba8-\
059a5fbb5368"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}, {
       Rational[
        59807439531215729452212474980075841, 
         61160136652720317630594826240000000], Rational[
        240582455246367505987232251180227523, 
         244640546610881270522379304960000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}, {0.9778826994912473, 
       0.9834120246184355}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250304542*^9},ExpressionUUID->"d6e8ffa8-b45b-41e1-a2ae-\
f0066591ed37"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}, {
       Rational[
        59807439531215729452212474980075841, 
         61160136652720317630594826240000000], Rational[
        240582455246367505987232251180227523, 
         244640546610881270522379304960000000]}, {
       Rational[
        79723225761307002699960666401983955987, 
         81220661474812581813429929246720000000], Rational[
        201776060301452627881360265878691518063, 
         203051653687031454533574823116800000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}, {0.9778826994912473, 
       0.9834120246184355}, {0.9815633647114539, 0.9937178872350141}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250382984*^9},ExpressionUUID->"0cda095f-d957-4ddd-9337-\
d13cbadb6421"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}, {
       Rational[
        59807439531215729452212474980075841, 
         61160136652720317630594826240000000], Rational[
        240582455246367505987232251180227523, 
         244640546610881270522379304960000000]}, {
       Rational[
        79723225761307002699960666401983955987, 
         81220661474812581813429929246720000000], Rational[
        201776060301452627881360265878691518063, 
         203051653687031454533574823116800000000]}, {
       Rational[
        6221448756664128466442080342835361405439, 
         6294601264297975090540819516620800000000], Rational[
        24958947534290360489867060545126884216317, 
         25178405057191900362163278066483200000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}, {0.9778826994912473, 
       0.9834120246184355}, {0.9815633647114539, 0.9937178872350141}, {
       0.988378531925643, 0.9912838989442323}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250419816*^9},ExpressionUUID->"cc41aa89-11dc-40f3-8384-\
dc233322313b"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY
le1AOdAMl/aMbDMUyZa7I17fw3ven/X7/T2/50ndkL9+R0wURX9QGhtFJ8ZE
0RAf5eM4hhJ5b1wUFfP0sVG0T9yDbtQiR20vD+pXxkfRJ67iIq63/5EP8REc
RqG8y3wBT7NbI+5EB+L0T6pnqceK053zQV7KS/Wf8zOk4b16CWeot5nN5Kf8
Tv0gv+Vc59SJk3gO5qJMXo4W/ST7zeH88JxI1E/ADWdN5ikoUi/GXXOJ5u9w
oXwXLprLl08194TfIEXtNs9WSxY/Fh8wO8D7+TUXqN/iic7LF/9Q/4kRfMc3
/Ap3mMnmVZjvvHlYbr7d3rB3lia/Jt+OBeLrfA8p+o2cwBd4Am/hZL7PD7AT
o+EOzsMs+1fc1yq+yl/1toqHeRv3ow9ZWIHxyMZKFIZ7w/fBzZgR7pDP5FZu
wyNUyMsxgIfyMm5Bk/gqL/QbmvgybqJMPd79FbxIbzHSscdzVOOLerv+mvBt
8OrwjPqXuEpejUnmSsP75Lrwv2O3vXF6lZxhPhNLUGumBiPqe7kqPIN6jp1v
4o12/uIfYtQjDOoNoR6p8mpzn8U1fMrc6fBNh/cpP8O1vI470YFR+TJ3vcBL
5NptUP+tvom70I1e9OAszmEz+tBgrp/PoxF5eBXm1Nc66z9cm4bC
           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}, {
       Rational[
        59807439531215729452212474980075841, 
         61160136652720317630594826240000000], Rational[
        240582455246367505987232251180227523, 
         244640546610881270522379304960000000]}, {
       Rational[
        79723225761307002699960666401983955987, 
         81220661474812581813429929246720000000], Rational[
        201776060301452627881360265878691518063, 
         203051653687031454533574823116800000000]}, {
       Rational[
        6221448756664128466442080342835361405439, 
         6294601264297975090540819516620800000000], Rational[
        24958947534290360489867060545126884216317, 
         25178405057191900362163278066483200000000]}, {
       Rational[
        8278250653037042707360904052691941875820973, 
         8359230478987710920238208318072422400000000], Rational[
        20829093382770559934070409754301387405328977, 
         20898076197469277300595520795181056000000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}, {0.9778826994912473, 
       0.9834120246184355}, {0.9815633647114539, 0.9937178872350141}, {
       0.988378531925643, 0.9912838989442323}, {0.9903125262362099, 
       0.9966990830138196}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.7905232504987783`*^9},ExpressionUUID->"43c17840-6527-46ca-b6c0-\
3829e0f413a1"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}, {
       Rational[
        59807439531215729452212474980075841, 
         61160136652720317630594826240000000], Rational[
        240582455246367505987232251180227523, 
         244640546610881270522379304960000000]}, {
       Rational[
        79723225761307002699960666401983955987, 
         81220661474812581813429929246720000000], Rational[
        201776060301452627881360265878691518063, 
         203051653687031454533574823116800000000]}, {
       Rational[
        6221448756664128466442080342835361405439, 
         6294601264297975090540819516620800000000], Rational[
        24958947534290360489867060545126884216317, 
         25178405057191900362163278066483200000000]}, {
       Rational[
        8278250653037042707360904052691941875820973, 
         8359230478987710920238208318072422400000000], Rational[
        20829093382770559934070409754301387405328977, 
         20898076197469277300595520795181056000000000]}, {
       Rational[
        643884347661216804733825428871470002244735681, 
         647840362121547596318461144650612736000000000], Rational[
        2579493405105198010519937431265022742734207043, 
         2591361448486190385273844578602450944000000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}, {0.9778826994912473, 
       0.9834120246184355}, {0.9815633647114539, 0.9937178872350141}, {
       0.988378531925643, 0.9912838989442323}, {0.9903125262362099, 
       0.9966990830138196}, {0.993893535056421, 0.9954201512923156}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.790523250532089*^9},ExpressionUUID->"05c793e4-441e-4798-a980-\
182349e814d8"],

Cell[BoxData[
 GraphicsBox[{{GraphicsComplexBox[CompressedData["
1:eJyFXQVYVc3Tv31RDLC7xcDALnDXxkbsbrHFALvzVVTsRDGwE1BQkMUWEUWk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     "], {{{}, {}, {}, {}, {}, {}, {}, {}, {}}, {{}, 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2135, 2066, 2854, 1958, 2158, 2670, 2671, 2555, 2156, 2552,
            2554, 2553, 1956, 2307, 2323}]},
         "35"],
        Annotation[#, 35, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2138, 2308, 2229, 2530, 1948, 2663, 2529, 2369, 2048, 849, 
           2377, 2378, 2379, 2317, 2318, 2152, 2548, 2151, 2549, 2551, 2550}]},
         "30"],
        Annotation[#, 30, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2125, 2515, 2517, 2516, 2036, 2316, 2217, 2218, 2124, 2297,
            2285, 2286, 2126, 2334, 2335, 2336, 2228, 1928, 2447, 2448, 2365, 
           2049, 2532, 2137, 2531, 2136, 2449, 2050, 2370, 2533, 2664, 1949, 
           2534, 2231, 2309, 2140}]},
         "25"],
        Annotation[#, 25, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], 
          LineBox[{2086, 2237, 2225, 1896, 2402, 2403, 2401, 1987, 2404, 2607,
            2731, 2732, 2376, 2375, 1951, 2310, 2314, 2315, 2208, 2327, 2785, 
           2784, 2211, 2841, 2219}], 
          LineBox[{2118, 2503, 2119, 2504, 2028, 2359, 2501, 2876, 1943, 2502,
            2274, 2820, 2821, 2589, 2193, 2284, 2283, 2641, 2640, 2773, 2774, 
           2639, 2851, 2638, 2037, 2364, 2518, 2519, 2127, 2520, 2289, 2290, 
           2128, 2337, 2338, 2339, 2230, 1929, 2451, 2452, 2450, 2051, 2453, 
           2649, 2778, 2139, 2881, 2648, 2052, 2371, 2535, 2536, 2538, 2537, 
           2300, 2301, 2141, 2340, 2651}]},
         "20"],
        Annotation[#, 20, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz71KwmEUx/GjkVY25hokdQUtgWCBDqGTjhEWXUBdRAgqtVRYdDe19TK5
pS0tLpa19IIuff7Dl+855/mdA8/a0UnjOBURdZxlI/aXIjYWIw4XItKcwgcm
eMcYFWS933CTh3YO+JUz3DOf52veM+u6O9XPkhkKZj1ezkV8J3tytzLr+qG6
hD99l+veX7jBA/41b/MPd5K5Wy31p/cvXGLV7IIz7o34Se4Zj3jAVvInO1W5
HZldmb66hjd1GXn1Oa/wnEwaA/293Su7Rf2dehMj/Slvy/4DsXUvOg==
           "]], 
          LineBox[{2093, 2492, 2094, 2493, 2691, 1997, 2311, 1996, 2227, 2331,
            1899, 2238, 2239, 2171, 2566, 2798, 2797, 2226, 2485, 1934, 2870, 
           2484, 2346, 1986, 2400, 2085, 2483, 2482, 2344, 1985, 2729, 2730, 
           2605, 2606, 2399, 1984, 2396, 2398, 2397, 1895, 2233, 2234, 2084, 
           2330, 2604}]},
         "15"],
        Annotation[#, 15, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVz0lOVFEUBuBLgEgbJaCV0AyAUAUoAzVElgGItDMC0heaVDEgwQVoSFgA
TFDpVECFQCi6ASQ0I9wAaxCnQvje4M93z3/Pq/equn+yPZkVQvgoyw9CeJgX
wleW8l1BCO9lKT+EkqjnI37Rfbazbq40/2AVNzjt7jsrzN9YziXdoP0Vc5l5
mY+5ym39GmPR79t7wjGOy60+bf7PKd4xxYS7BcYKQ5hn3FwXfZP7IvMii6Pv
5IT+HwfN184DrOdb763wfFv0jWxnq3TIa2m00yCdznt23zDDLj7V93Df3M2D
6L/paqL/xmr26g/1cW7KT6nV9/FIn2CO3WbvnjXnOmfcf8r2uxzVDdsZkSE5
M4/ypb0xnpsbeMHfui35Jc88O66/1DdF3y6vvGPOnHE+dn9jb4Z/+YGnciJJ
Oy26tL0r5xT/cFf3wv0On/MeC99GqQ==
           "]], LineBox[CompressedData["
1:eJwVz7kuBFAUh/Grmi22xlKJ8AISjUJmLCMhKjOoFKgo8AyChEGlGMb6KAid
pUNhCkskCntjJPhN8eU7/3vOPTe3eWJ2aKYihDCHVDSEw3gIxzjCXSSEtlgI
leoq1KAaV+ZKvMy1vMI3uEa33IUUTnGCJ3va7alT16MRDbg3/4B19Mi9SONR
nndnUL3o3ot6gV/5nAf0z7ifl/jNeQdfoDMRQl6+VD/rR+QomuzakL/wiayc
waq5b/M5LnGRs/q3nOE1/nGe5BbzSbsKcqv6V/8PeQzLIxhFMJszs8UFbCJq
ZpvH9Hc5Ju9wnIvOJspv8jjvOU9wuvzn8v8wKb/zPg7Qhw9Ml/d5a4r/ASn7
P6s=
           "]]},
         "10"],
        Annotation[#, 10, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwVzMkuA1AUBuBbFlpiegQrQyVKqPAMhsQDGJqQSDooG7RJEXtPYgqKGBJT
a4U1j0BCYtjyWXz57zn3nNOWyk1kIyGENPN1IZTqQ7iVk3KbHdqjIbzKNwoU
2TUTjVnyjvDrXStrOPQ3ph5nhFEO9GKyqSGEZhpppYUO99fs3ZmZ+r/NHp36
s3Yq+nFZ5pgu/TlZ1e+WJ5wS19+3t84G07yzZe5DXvm/pkhC3UsfN+q0mawb
OTLkWWDAfz9L3g9mFuWjLOsl7B3JHrkpn/Rn5Cdf/PBNxX+VEkn1IBmz9+q8
XHFzlWWe1QU5bGaIc8540U/JCy5J2v0Doyk6jg==
           "]], LineBox[CompressedData["
1:eJwV0LsuhFEUhuGtYmY6OkYYVyAShcGESJCIRsIF6FGrFE6FBCEK59OtSGhn
xjGISRRGicQQx2cXb95v7bX2+vPvzPjUyGRVCGECYzUhlBIh9KVCeOAe/FWH
sMyjelfJEG5wjV/nR/zDx7zIh/zNe3yAfSyoK+5+YAMJu1NI4l2dMbNpJqdu
ljt96029yEP6Bc4ji1fnRTPnGMacepdfeIt3sI1Z9bO7M9xi76pcxhPS+ivc
wPVot7ds7lQ+Qz8GMIg7c/dYwlf81/h/uFXX8bp7Wftr5TZ7HtUncq9+N+dw
GTM+4xvFd4hvwhdIyWvudMT3kFvtKKm79JqcTcsFuYh5VOI/cx6NZtP4B82E
Qsw=
           "]]},
         "5"],
        Annotation[#, 5, "Tooltip"]& ], 
       TagBox[
        TooltipBox[
         {GrayLevel[0], Opacity[1], CapForm["Butt"], LineBox[CompressedData["
1:eJwV0slTj3EcwPGnU4WxVlMztg7GXihEhpkmB1d/gqUZDEV7KsUgZBdixtLY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           "]]},
         "0"],
        Annotation[#, 0, "Tooltip"]& ], {}, {}}}], {}}, 
   {RGBColor[1, 0, 0], 
    LineBox[NCache[{{-1, Rational[-1, 2]}, {
       Rational[-443, 664], Rational[717, 1660]}, {
       Rational[-2619, 51460], Rational[43603, 205840]}, {
       Rational[8473427, 68338880], Rational[119850703, 170847200]}, {
       Rational[2371724959, 5296263200], Rational[
        12411438077, 21185052800]}, {
       Rational[3795973696813, 7033437529600], Rational[
        14825754262737, 17583593824000]}, {
       Rational[386935305008961, 545091408544000], Rational[
        1705897323570883, 2180365634176000]}, {
       Rational[548802583933143827, 723881390546432000], Rational[
        1660562270732538223, 1809703476366080000]}, {
       Rational[47547883844277105919, 56100807767348480000], Rational[
        198744459300179797757, 224403231069393920000]}, {
       Rational[65033785932198770332333, 74501872715038781440000], Rational[
        178189274528140647841617, 186254681787596953600000]}, {
       Rational[5311361562579728722673601, 5773895135415505561600000], 
        Rational[21707979823154691729620803, 23095580541662022246400000]}, {
       Rational[7155708074702586425113276307, 7667732739831791385804800000], 
        Rational[
        18733162690395340905404405743, 19169331849579478464512000000]}, {
       Rational[
        569235934251577856727571268479, 594249287336963832399872000000], 
        Rational[
        2301957090091697402582585805437, 2376997149347855329599488000000]}, {
       Rational[
        761473271717965694357793106206253, 789163053583487969427030016000000],
         Rational[
        1949320041999200948508595450175697, 
         1972907633958719923567575040000000]}, {
       Rational[
        59807439531215729452212474980075841, 
         61160136652720317630594826240000000], Rational[
        240582455246367505987232251180227523, 
         244640546610881270522379304960000000]}, {
       Rational[
        79723225761307002699960666401983955987, 
         81220661474812581813429929246720000000], Rational[
        201776060301452627881360265878691518063, 
         203051653687031454533574823116800000000]}, {
       Rational[
        6221448756664128466442080342835361405439, 
         6294601264297975090540819516620800000000], Rational[
        24958947534290360489867060545126884216317, 
         25178405057191900362163278066483200000000]}, {
       Rational[
        8278250653037042707360904052691941875820973, 
         8359230478987710920238208318072422400000000], Rational[
        20829093382770559934070409754301387405328977, 
         20898076197469277300595520795181056000000000]}, {
       Rational[
        643884347661216804733825428871470002244735681, 
         647840362121547596318461144650612736000000000], Rational[
        2579493405105198010519937431265022742734207043, 
         2591361448486190385273844578602450944000000000]}, {
       Rational[
        855952692889829021626724662728502707140922398867, 
         860332000897415207910916400096013713408000000000], Rational[
        2147099480607446083312979520260302685588785747183, 
         2150830002243538019777291000240034283520000000000]}}, {{-1, -0.5}, \
{-0.6671686746987951, 0.4319277108433735}, {-0.05089389817333852, 
       0.2118295763699961}, {0.1239913062666523, 0.7015081488019704}, {
       0.4478110073910224, 0.5858582555432668}, {0.539703904504414, 
       0.8431583674607633}, {0.7098539785143714, 0.7823904838857785}, {
       0.7581388209453381, 0.9175880426924855}, {0.8475436582207413, 
       0.8856577436655559}, {0.8729147813632234, 0.9566968884645057}, {
       0.9198922803431739, 0.9399192102573805}, {0.9332234595932933, 
       0.9772465121577147}, {0.9579076431080306, 0.9684307323310228}, {
       0.9649124705727334, 0.9880442492321906}, {0.9778826994912473, 
       0.9834120246184355}, {0.9815633647114539, 0.9937178872350141}, {
       0.988378531925643, 0.9912838989442323}, {0.9903125262362099, 
       0.9966990830138196}, {0.993893535056421, 0.9954201512923156}, {
       0.9949097464664594, 0.9982655432404233}}]]}},
  AspectRatio->1,
  AxesLabel->{None, None},
  AxesOrigin->{0., 0.},
  DisplayFunction->Identity,
  Frame->True,
  FrameLabel->{{None, None}, {None, None}},
  FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}},
  GridLines->{None, None},
  GridLinesStyle->Directive[
    GrayLevel[0.5, 0.4]],
  Method->{
   "DefaultBoundaryStyle" -> Automatic, 
    "DefaultGraphicsInteraction" -> {
     "Version" -> 1.2, "TrackMousePosition" -> {True, False}, 
      "Effects" -> {
       "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, 
        "Droplines" -> {
         "freeformCursorMode" -> True, 
          "placement" -> {"x" -> "All", "y" -> "None"}}}}, "GridLinesInFront" -> 
    True},
  PlotRange->{{-1, 3}, {-1, 3}},
  PlotRangeClipping->True,
  PlotRangePadding->{{
     Scaled[0.02], 
     Scaled[0.02]}, {
     Scaled[0.02], 
     Scaled[0.02]}},
  Ticks->{Automatic, Automatic}]], "Echo",
 CellChangeTimes->{
  3.79052325061198*^9},ExpressionUUID->"47b6ed8b-b8f9-48f0-87f9-35f2f0205bfb"]
}, Open  ]]
}, Open  ]],

Cell[BoxData[""], "Input",
 CellChangeTimes->{{3.790521495985477*^9, 3.790521500727626*^9}},
 CellLabel->
  "In[504]:=",ExpressionUUID->"4579eb0e-065f-4b80-914d-5f3d3f3b17bc"]
}, Open  ]]
}, Open  ]]
},
WindowSize->{808, 849},
WindowMargins->{{191, Automatic}, {Automatic, 22}},
TaggingRules-><|"SlideshowSettings" -> <|"Toolbar" -> True|>|>,
FrontEndVersion->"13.2 for Mac OS X ARM (64-bit) (January 30, 2023)",
StyleDefinitions->"Default.nb",
ExpressionUUID->"ade696dd-e2e1-4ab3-96ad-a89d015e7813"
]
(* End of Notebook Content *)

(* Internal cache information *)
(*CellTagsOutline
CellTagsIndex->{}
*)
(*CellTagsIndex
CellTagsIndex->{}
*)
(*NotebookFileOutline
Notebook[{
Cell[CellGroupData[{
Cell[580, 22, 148, 3, 67, "Section",ExpressionUUID->"62c53be9-ba36-4f2f-98a7-b81d27ca26a3"],
Cell[CellGroupData[{
Cell[753, 29, 391, 12, 30, "Input",ExpressionUUID->"696f5d1a-9801-430f-9bbc-159e48643fbf"],
Cell[1147, 43, 360, 11, 34, "Output",ExpressionUUID->"4858abae-454b-4f80-8188-8f23fb73baba"]
}, Open  ]],
Cell[CellGroupData[{
Cell[1544, 59, 270, 7, 30, "Input",ExpressionUUID->"1857aa32-5f04-48c9-ae34-f2e39686c247"],
Cell[1817, 68, 220, 5, 34, "Output",ExpressionUUID->"f4fd2bc2-cb0f-42cd-bf2c-ff16420678c4"]
}, Open  ]],
Cell[CellGroupData[{
Cell[2074, 78, 517, 16, 30, "Input",ExpressionUUID->"65cfc0f4-00b2-4210-b517-68e6d7451905"],
Cell[2594, 96, 318, 8, 34, "Output",ExpressionUUID->"cdcf1c39-495f-4baf-8743-7fe77da3ed53"]
}, Open  ]],
Cell[CellGroupData[{
Cell[2949, 109, 724, 23, 30, "Input",ExpressionUUID->"e7c49035-a76e-4474-a79f-b7ecc6431e6b"],
Cell[3676, 134, 92319, 1510, 239, "Output",ExpressionUUID->"997d261d-d327-45dd-99aa-cdd87438a281"]
}, Open  ]],
Cell[CellGroupData[{
Cell[96032, 1649, 884, 26, 52, "Input",ExpressionUUID->"03d5e97a-f3ac-4f8f-9d10-549cc11ce72a"],
Cell[96919, 1677, 22985, 404, 378, "Output",ExpressionUUID->"47991c7c-e73e-42ed-a2d4-4d825d4e923f"]
}, Open  ]],
Cell[CellGroupData[{
Cell[119941, 2086, 156, 3, 54, "Subsection",ExpressionUUID->"731a0598-29d5-4a39-9dc9-bbf142c7d0de"],
Cell[CellGroupData[{
Cell[120122, 2093, 364, 10, 52, "Input",ExpressionUUID->"f82d2365-564a-42f7-8228-1e718f1f0fff"],
Cell[120489, 2105, 217, 6, 34, "Output",ExpressionUUID->"6c286108-3083-4a3a-9fc2-ec9df873c359"],
Cell[120709, 2113, 219, 6, 34, "Output",ExpressionUUID->"98144bb2-562e-432b-91f5-b05509594f26"]
}, Open  ]],
Cell[CellGroupData[{
Cell[120965, 2124, 1229, 35, 178, "Input",ExpressionUUID->"52dc684d-e880-4053-8ec0-a6a77a367d65"],
Cell[CellGroupData[{
Cell[122219, 2163, 23141, 406, 369, "Echo",ExpressionUUID->"6a7c4f0c-bf69-4a61-bb21-c1f8e70cc7b1"],
Cell[145363, 2571, 23243, 408, 369, "Echo",ExpressionUUID->"db66a5b9-3207-4a2b-94d3-14cb8a0ca86e"],
Cell[168609, 2981, 23345, 409, 369, "Echo",ExpressionUUID->"6be0105c-cf06-43d3-9021-b735d12e06a3"]
}, Open  ]]
}, Open  ]],
Cell[191981, 3394, 152, 3, 30, "Input",ExpressionUUID->"e02b53fc-82f8-4eb3-a749-4ed0c18393b8"]
}, Open  ]],
Cell[CellGroupData[{
Cell[192170, 3402, 156, 3, 54, "Subsection",ExpressionUUID->"9ce55613-790e-4646-b00d-913bc9c26848"],
Cell[CellGroupData[{
Cell[192351, 3409, 388, 11, 52, "Input",ExpressionUUID->"90c0f93a-7666-4957-a0b4-481c409a084d"],
Cell[192742, 3422, 239, 6, 34, "Output",ExpressionUUID->"7b4822cc-737c-4f4b-9fab-3924f07946ea"],
Cell[192984, 3430, 241, 6, 34, "Output",ExpressionUUID->"ca3be91e-7ba7-403e-9603-c6f7506b7b70"]
}, Open  ]],
Cell[CellGroupData[{
Cell[193262, 3441, 1229, 35, 178, "Input",ExpressionUUID->"d11fb236-1d34-4f96-b7de-a07834103daf"],
Cell[CellGroupData[{
Cell[194516, 3480, 23086, 405, 369, "Echo",ExpressionUUID->"b97c3f3f-51b8-4776-87a9-3afad464b079"],
Cell[217605, 3887, 23139, 406, 369, "Echo",ExpressionUUID->"350d07b0-d040-4d6a-a6d6-bc009aec4464"],
Cell[240747, 4295, 23196, 407, 369, "Echo",ExpressionUUID->"2cae5751-b07c-4849-8620-7bccf8a26a76"],
Cell[263946, 4704, 23257, 408, 369, "Echo",ExpressionUUID->"60e01442-2141-49f0-bcc5-2df58eea4e5b"],
Cell[287206, 5114, 23322, 409, 369, "Echo",ExpressionUUID->"7f7cb68c-2b77-40ee-96ba-a92db3f929bb"],
Cell[310531, 5525, 23399, 411, 369, "Echo",ExpressionUUID->"88ee69f8-43b8-46c5-b50c-f0e6161d4bec"],
Cell[333933, 5938, 23468, 412, 369, "Echo",ExpressionUUID->"804c00f1-85dc-483f-81e5-42954d13b658"],
Cell[357404, 6352, 23543, 413, 369, "Echo",ExpressionUUID->"42d5730e-4e3e-47ff-9f7a-36324342f6e9"],
Cell[380950, 6767, 23628, 415, 369, "Echo",ExpressionUUID->"9cf082a6-00d8-4816-bf02-4873c9602193"]
}, Open  ]]
}, Open  ]],
Cell[404605, 7186, 175, 3, 30, "Input",ExpressionUUID->"661a4fc0-2990-4ce6-8022-bee5acbd6064"]
}, Open  ]]
}, Open  ]],
Cell[CellGroupData[{
Cell[404829, 7195, 150, 3, 67, "Section",ExpressionUUID->"a9a2ea5f-93f1-4fc6-a2e8-dcbe3451aeb5"],
Cell[CellGroupData[{
Cell[405004, 7202, 590, 15, 30, "Input",ExpressionUUID->"95f612d4-3243-499e-9c93-a88ced7bcd5d"],
Cell[405597, 7219, 514, 14, 34, "Output",ExpressionUUID->"c3bf6d4e-2ca7-4c0a-877e-c1b4ac1e7ad5"]
}, Open  ]],
Cell[CellGroupData[{
Cell[406148, 7238, 225, 4, 30, "Input",ExpressionUUID->"dc55008d-082b-4100-8853-df637943d0a2"],
Cell[406376, 7244, 298, 5, 34, "Output",ExpressionUUID->"1897d9e2-e97d-4bad-aeca-74fcc96daaa7"]
}, Open  ]],
Cell[CellGroupData[{
Cell[406711, 7254, 270, 7, 30, "Input",ExpressionUUID->"553e50cb-c533-44bb-b0ec-ce7b6d5427e3"],
Cell[406984, 7263, 369, 8, 34, "Output",ExpressionUUID->"70509c94-5235-4261-b133-006679792b3e"]
}, Open  ]],
Cell[CellGroupData[{
Cell[407390, 7276, 451, 15, 30, "Input",ExpressionUUID->"578b23c1-1ea0-470f-a864-73d039d7d23b"],
Cell[407844, 7293, 373, 11, 49, "Output",ExpressionUUID->"6b073309-ddf0-411c-93e9-c630458ec32e"]
}, Open  ]],
Cell[408232, 7307, 271, 6, 30, "Input",ExpressionUUID->"7dc2b3a7-3900-430d-81b0-f89507fb46de"],
Cell[CellGroupData[{
Cell[408528, 7317, 724, 23, 30, "Input",ExpressionUUID->"bbadb087-1bf6-4aeb-8e9e-3779bbf7fa63"],
Cell[409255, 7342, 129874, 2131, 173, "Output",ExpressionUUID->"1f05a467-7afa-40aa-b264-cea9dbe0798d"]
}, Open  ]],
Cell[CellGroupData[{
Cell[539166, 9478, 884, 26, 52, "Input",ExpressionUUID->"c0374a4c-ce5e-487e-ac27-8ef2dd9b4c4c"],
Cell[540053, 9506, 32390, 569, 378, "Output",ExpressionUUID->"22829961-58b6-4806-ba49-d0b784a684ac"]
}, Open  ]],
Cell[CellGroupData[{
Cell[572480, 10080, 156, 3, 54, "Subsection",ExpressionUUID->"6a1536e1-82c4-435b-97a5-b00e2e85fdea"],
Cell[CellGroupData[{
Cell[572661, 10087, 364, 10, 52, "Input",ExpressionUUID->"252daec4-4806-4f9d-b62c-2b06898dfc9d"],
Cell[573028, 10099, 335, 8, 34, "Output",ExpressionUUID->"7685a573-586a-475f-ae46-01e6eca4986a"],
Cell[573366, 10109, 336, 8, 34, "Output",ExpressionUUID->"8bf0cc9c-fe30-48be-8875-930dff2c3368"]
}, Open  ]],
Cell[CellGroupData[{
Cell[573739, 10122, 1229, 35, 178, "Input",ExpressionUUID->"54371df6-273d-4000-a257-e1cf884369ac"],
Cell[CellGroupData[{
Cell[574993, 10161, 32389, 568, 369, "Echo",ExpressionUUID->"b92ca3a9-46f0-4c1e-a8b0-b1749c40b78d"],
Cell[607385, 10731, 32494, 570, 369, "Echo",ExpressionUUID->"2ba40adc-79ab-405e-8d1d-1b6f1b403778"],
Cell[639882, 11303, 32593, 571, 369, "Echo",ExpressionUUID->"156eb2f9-e45d-40b0-ba10-c2dcc2000422"],
Cell[672478, 11876, 32706, 573, 369, "Echo",ExpressionUUID->"cd03c1ff-2326-4024-8cf6-2d1414ab0755"],
Cell[705187, 12451, 32823, 574, 369, "Echo",ExpressionUUID->"c4d984a2-8ad6-487c-8a04-d0af0382843d"]
}, Open  ]]
}, Open  ]],
Cell[738037, 13029, 175, 3, 30, "Input",ExpressionUUID->"4708a87d-03d4-4427-8b6b-a5bc63f4a3a0"]
}, Open  ]],
Cell[CellGroupData[{
Cell[738249, 13037, 156, 3, 54, "Subsection",ExpressionUUID->"96e1e290-ac12-4b6b-ab31-8c296626e317"],
Cell[CellGroupData[{
Cell[738430, 13044, 553, 14, 52, "Input",ExpressionUUID->"55509c93-4044-461e-88c7-78dbae81abe1"],
Cell[738986, 13060, 475, 12, 49, "Output",ExpressionUUID->"7525ad8d-4b68-4e04-afd1-bf855c439383"],
Cell[739464, 13074, 475, 12, 49, "Output",ExpressionUUID->"6a4cca38-f78e-4df8-b2f6-a7ba4ec21f23"]
}, Open  ]],
Cell[CellGroupData[{
Cell[739976, 13091, 1229, 35, 178, "Input",ExpressionUUID->"37d8de66-deb6-4881-8d0a-9c77b7d1edd2"],
Cell[CellGroupData[{
Cell[741230, 13130, 32429, 570, 369, "Echo",ExpressionUUID->"feb224f8-54b7-4746-8dba-04284493fffa"],
Cell[773662, 13702, 32530, 571, 369, "Echo",ExpressionUUID->"acbdfc65-a55d-446f-b4b8-b3087042feb0"],
Cell[806195, 14275, 32651, 573, 369, "Echo",ExpressionUUID->"51f0e653-f36d-4086-b249-33de8d076911"],
Cell[838849, 14850, 32783, 575, 369, "Echo",ExpressionUUID->"754d4c7f-4ee5-49fb-8c03-dd072430ba3c"],
Cell[871635, 15427, 32923, 577, 369, "Echo",ExpressionUUID->"c63d2e6b-8ed5-4b3f-b779-62ce8553bed6"],
Cell[904561, 16006, 33092, 581, 369, "Echo",ExpressionUUID->"5bdb7485-8223-46b1-aa27-92eb8ddeeab1"],
Cell[937656, 16589, 33263, 584, 369, "Echo",ExpressionUUID->"503b85b8-42f1-48a0-ba0c-6aad7c4c2a45"],
Cell[970922, 17175, 33434, 586, 369, "Echo",ExpressionUUID->"5003f54b-859b-42c9-a5f7-060252558a0a"],
Cell[1004359, 17763, 33625, 589, 369, "Echo",ExpressionUUID->"3defde9e-7fe3-4695-af23-394a47e41680"],
Cell[1037987, 18354, 33833, 593, 369, "Echo",ExpressionUUID->"4fe1bcc6-2efc-411e-8288-2054fa4f2521"],
Cell[1071823, 18949, 34036, 595, 369, "Echo",ExpressionUUID->"78b1f585-025b-40ee-b298-3d6f7f8f250e"],
Cell[1105862, 19546, 34267, 600, 369, "Echo",ExpressionUUID->"34e1f9e1-b28c-48b8-bb9c-816522860c9e"],
Cell[1140132, 20148, 34518, 605, 369, "Echo",ExpressionUUID->"d286ad79-79ba-40e4-8ba8-059a5fbb5368"],
Cell[1174653, 20755, 34784, 611, 369, "Echo",ExpressionUUID->"d6e8ffa8-b45b-41e1-a2ae-f0066591ed37"],
Cell[1209440, 21368, 35056, 616, 369, "Echo",ExpressionUUID->"0cda095f-d957-4ddd-9337-d13cbadb6421"],
Cell[1244499, 21986, 35343, 622, 369, "Echo",ExpressionUUID->"cc41aa89-11dc-40f3-8384-dc233322313b"],
Cell[1279845, 22610, 35645, 628, 369, "Echo",ExpressionUUID->"43c17840-6527-46ca-b6c0-3829e0f413a1"],
Cell[1315493, 23240, 35942, 633, 369, "Echo",ExpressionUUID->"05c793e4-441e-4798-a980-182349e814d8"],
Cell[1351438, 23875, 36259, 638, 369, "Echo",ExpressionUUID->"47b6ed8b-b8f9-48f0-87f9-35f2f0205bfb"]
}, Open  ]]
}, Open  ]],
Cell[1387724, 24517, 175, 3, 30, "Input",ExpressionUUID->"4579eb0e-065f-4b80-914d-5f3d3f3b17bc"]
}, Open  ]]
}, Open  ]]
}
]
*)