Warning, /drich-dev/math/cherenkov-angles.nb is written in an unsupported language. File is not indexed.
0001 (* Content-type: application/vnd.wolfram.mathematica *)
0002
0003 (*** Wolfram Notebook File ***)
0004 (* http://www.wolfram.com/nb *)
0005
0006 (* CreatedBy='Mathematica 12.0' *)
0007
0008 (*CacheID: 234*)
0009 (* Internal cache information:
0010 NotebookFileLineBreakTest
0011 NotebookFileLineBreakTest
0012 NotebookDataPosition[ 158, 7]
0013 NotebookDataLength[ 51541, 990]
0014 NotebookOptionsPosition[ 50428, 966]
0015 NotebookOutlinePosition[ 50796, 982]
0016 CellTagsIndexPosition[ 50753, 979]
0017 WindowFrame->Normal*)
0018
0019 (* Beginning of Notebook Content *)
0020 Notebook[{
0021 Cell[BoxData[
0022 RowBox[{
0023 RowBox[{
0024 RowBox[{"n", "=", "1.0008"}], ";"}], " ",
0025 RowBox[{"(*", "gas", "*)"}]}]], "Input",
0026 CellChangeTimes->{{3.835290558877738*^9, 3.8352905595808897`*^9}},
0027 CellLabel->
0028 "In[219]:=",ExpressionUUID->"158ea96a-5626-4764-b6c8-d0189205f6c0"],
0029
0030 Cell[BoxData[
0031 RowBox[{
0032 RowBox[{
0033 RowBox[{"n", "=", "1.02"}], ";"}], " ",
0034 RowBox[{"(*", "aerogel", "*)"}]}]], "Input",
0035 CellChangeTimes->{{3.835290562197555*^9, 3.8352905707096033`*^9}},
0036 CellLabel->
0037 "In[228]:=",ExpressionUUID->"d4fd02d5-1326-462e-bd82-e446d3176a66"],
0038
0039 Cell[CellGroupData[{
0040
0041 Cell[BoxData[{
0042 RowBox[{
0043 RowBox[{"masslist", "=",
0044 RowBox[{"{",
0045 RowBox[{"0.00051", ",", "0.1395", ",", "0.498", ",", "0.938"}], "}"}]}],
0046 ";"}], "\[IndentingNewLine]",
0047 RowBox[{
0048 RowBox[{"partlist", "=",
0049 RowBox[{"{",
0050 RowBox[{
0051 "\"\<e\>\"", ",", "\"\<pi\>\"", ",", "\"\<K\>\"", ",", "\"\<p\>\""}],
0052 "}"}]}], ";"}], "\[IndentingNewLine]",
0053 RowBox[{"Print", "[", "\"\<maximum cherenkov angle [mrad]\>\"",
0054 "]"}], "\[IndentingNewLine]",
0055 RowBox[{"1000", "*",
0056 RowBox[{"ArcCos", "[",
0057 RowBox[{"1", "/", "n"}], "]"}]}], "\[IndentingNewLine]",
0058 RowBox[{"Print", "[", "\"\<minimum momentum for cherenkov emission\>\"",
0059 "]"}], "\[IndentingNewLine]", "partlist", "\[IndentingNewLine]",
0060 RowBox[{
0061 RowBox[{"Evaluate", "[",
0062 RowBox[{"Table", "[",
0063 RowBox[{
0064 RowBox[{"m", "/",
0065 RowBox[{"Sqrt", "[",
0066 RowBox[{
0067 RowBox[{"n", "^", "2"}], "-", "1"}], "]"}]}], ",",
0068 RowBox[{"{",
0069 RowBox[{"m", ",", "masslist"}], "}"}]}], "]"}], "]"}],
0070 "\[IndentingNewLine]",
0071 RowBox[{"(*", " ",
0072 RowBox[{
0073 "cherenkov", " ", "cone", " ", "angle", " ", "vs", " ", "momentum"}], " ",
0074 "*)"}]}], "\[IndentingNewLine]",
0075 RowBox[{"Plot", "[",
0076 RowBox[{
0077 RowBox[{"Evaluate", "[",
0078 RowBox[{"Table", "[", "\[IndentingNewLine]",
0079 RowBox[{
0080 RowBox[{"1000", "*",
0081 RowBox[{"ArcCos", "[",
0082 RowBox[{
0083 RowBox[{"Sqrt", "[",
0084 RowBox[{
0085 RowBox[{"p", "^", "2"}], "+",
0086 RowBox[{"m", "^", "2"}]}], "]"}], "/",
0087 RowBox[{"(",
0088 RowBox[{"n", "*", "p"}], ")"}]}], "]"}]}], ",",
0089 "\[IndentingNewLine]",
0090 RowBox[{"{",
0091 RowBox[{"m", ",", "masslist"}], "}"}]}], "\[IndentingNewLine]", "]"}],
0092 "]"}], ",",
0093 RowBox[{"{",
0094 RowBox[{"p", ",", "0", ",", "16"}], "}"}], ",", "\[IndentingNewLine]",
0095 RowBox[{"AxesLabel", "\[Rule]",
0096 RowBox[{"{",
0097 RowBox[{"\"\<p [GeV]\>\"", ",", "\"\<\[Theta] [mrad]\>\""}], "}"}]}],
0098 ",", "\[IndentingNewLine]",
0099 RowBox[{"PlotRange", "\[Rule]", "All"}], ",", "\[IndentingNewLine]",
0100 RowBox[{"PlotLegends", "\[Rule]", "partlist"}]}], "\[IndentingNewLine]",
0101 "]"}]}], "Input",
0102 CellChangeTimes->{{3.835289788622751*^9, 3.835289872486196*^9}, {
0103 3.835289906338456*^9, 3.835289989902732*^9}, {3.835290026353013*^9,
0104 3.83529003037211*^9}, {3.835290067937348*^9, 3.835290114228422*^9}, {
0105 3.8352901461333447`*^9, 3.8352901504001427`*^9}, {3.835290213506505*^9,
0106 3.835290244156507*^9}, 3.835290514037477*^9, {3.83529055150737*^9,
0107 3.835290552574275*^9}, {3.835290659052754*^9, 3.835290682822813*^9}, {
0108 3.8352907323434353`*^9, 3.835290925444642*^9}, {3.835291001105241*^9,
0109 3.835291001338591*^9}, {3.835291032235574*^9, 3.83529142994715*^9}, {
0110 3.8696852066326933`*^9, 3.8696852258132687`*^9}, 3.869685303764312*^9, {
0111 3.869685489222876*^9, 3.8696854894874077`*^9}, {3.869686381251493*^9,
0112 3.869686430179328*^9}, {3.869688470153034*^9, 3.869688470391869*^9}, {
0113 3.8696904902917833`*^9, 3.869690508250202*^9}, {3.869690618437179*^9,
0114 3.869690621926136*^9}, {3.869690671637065*^9, 3.869690672104104*^9}},
0115 CellLabel->
0116 "In[229]:=",ExpressionUUID->"b3afdae1-615d-44fc-9b8e-ff210d7c8c02"],
0117
0118 Cell[BoxData["\<\"maximum cherenkov angle [mrad]\"\>"], "Print",
0119 CellChangeTimes->{
0120 3.83529128146905*^9, {3.835291411422482*^9, 3.8352914792216463`*^9}, {
0121 3.8352915135199423`*^9, 3.835291556373028*^9}, 3.835291597417048*^9, {
0122 3.838938295325588*^9, 3.838938320807843*^9}, 3.86968517127759*^9,
0123 3.869685226712009*^9, {3.869685304477003*^9, 3.869685341530107*^9}, {
0124 3.8696854901256027`*^9, 3.869685503310173*^9}, 3.869685569332943*^9,
0125 3.869686002729168*^9, {3.86968605533646*^9, 3.869686076921145*^9}, {
0126 3.869686113654318*^9, 3.869686121406884*^9}, 3.869686382838587*^9, {
0127 3.869686431039863*^9, 3.869686450617024*^9}, 3.8696865576524553`*^9,
0128 3.869688470831328*^9, 3.8696885198989477`*^9, {3.8696904910721493`*^9,
0129 3.869690514017345*^9}, 3.8696905602230387`*^9, {3.869690591924447*^9,
0130 3.869690625964238*^9}, 3.869690672391981*^9},
0131 CellLabel->
0132 "During evaluation of \
0133 In[229]:=",ExpressionUUID->"15cb8d35-0100-464e-b067-c89fbbc9ccb7"],
0134
0135 Cell[BoxData["198.35452215880494`"], "Output",
0136 CellChangeTimes->{
0137 3.835289992340705*^9, 3.835290031091063*^9, 3.8352900763559113`*^9,
0138 3.8352901154352617`*^9, 3.835290151170678*^9, {3.8352902352691517`*^9,
0139 3.835290244650432*^9}, 3.8352905149674273`*^9, 3.835290593245359*^9,
0140 3.8352906337164783`*^9, 3.8352906836564207`*^9, {3.835290770419504*^9,
0141 3.835290894538228*^9}, 3.835290926201765*^9, {3.8352909939271593`*^9,
0142 3.8352910019858932`*^9}, {3.8352910457776117`*^9,
0143 3.8352910826143913`*^9}, {3.83529112974439*^9, 3.835291186856593*^9}, {
0144 3.83529125225346*^9, 3.8352912814830837`*^9}, {3.8352914114241343`*^9,
0145 3.835291479223868*^9}, {3.8352915135216923`*^9, 3.83529155637468*^9},
0146 3.835291597419319*^9, {3.838938295329398*^9, 3.8389383208092613`*^9},
0147 3.869685171279627*^9, 3.869685226713813*^9, {3.8696853044788837`*^9,
0148 3.869685341531784*^9}, {3.869685490127643*^9, 3.869685503311445*^9},
0149 3.8696855693344097`*^9, 3.869686002730583*^9, {3.869686055337903*^9,
0150 3.86968607692313*^9}, {3.869686113655499*^9, 3.869686121408654*^9},
0151 3.8696863828438272`*^9, {3.869686431047131*^9, 3.869686450618515*^9},
0152 3.869686557655054*^9, 3.869688470833214*^9, 3.869688519900467*^9, {
0153 3.8696904910745487`*^9, 3.869690514018792*^9}, 3.869690560224526*^9, {
0154 3.869690591926291*^9, 3.869690625968318*^9}, 3.869690672394239*^9},
0155 CellLabel->
0156 "Out[232]=",ExpressionUUID->"92a30cfd-34c3-4f2d-afb8-02411e7853e4"],
0157
0158 Cell[BoxData["\<\"minimum momentum for cherenkov emission\"\>"], "Print",
0159 CellChangeTimes->{
0160 3.83529128146905*^9, {3.835291411422482*^9, 3.8352914792216463`*^9}, {
0161 3.8352915135199423`*^9, 3.835291556373028*^9}, 3.835291597417048*^9, {
0162 3.838938295325588*^9, 3.838938320807843*^9}, 3.86968517127759*^9,
0163 3.869685226712009*^9, {3.869685304477003*^9, 3.869685341530107*^9}, {
0164 3.8696854901256027`*^9, 3.869685503310173*^9}, 3.869685569332943*^9,
0165 3.869686002729168*^9, {3.86968605533646*^9, 3.869686076921145*^9}, {
0166 3.869686113654318*^9, 3.869686121406884*^9}, 3.869686382838587*^9, {
0167 3.869686431039863*^9, 3.869686450617024*^9}, 3.8696865576524553`*^9,
0168 3.869688470831328*^9, 3.8696885198989477`*^9, {3.8696904910721493`*^9,
0169 3.869690514017345*^9}, 3.8696905602230387`*^9, {3.869690591924447*^9,
0170 3.869690625964238*^9}, 3.8696906723956327`*^9},
0171 CellLabel->
0172 "During evaluation of \
0173 In[229]:=",ExpressionUUID->"66fac77a-e1ea-4a0e-85a1-aa65de749a11"],
0174
0175 Cell[BoxData[
0176 RowBox[{"{",
0177 RowBox[{"\<\"e\"\>", ",", "\<\"pi\"\>", ",", "\<\"K\"\>",
0178 ",", "\<\"p\"\>"}], "}"}]], "Output",
0179 CellChangeTimes->{
0180 3.835289992340705*^9, 3.835290031091063*^9, 3.8352900763559113`*^9,
0181 3.8352901154352617`*^9, 3.835290151170678*^9, {3.8352902352691517`*^9,
0182 3.835290244650432*^9}, 3.8352905149674273`*^9, 3.835290593245359*^9,
0183 3.8352906337164783`*^9, 3.8352906836564207`*^9, {3.835290770419504*^9,
0184 3.835290894538228*^9}, 3.835290926201765*^9, {3.8352909939271593`*^9,
0185 3.8352910019858932`*^9}, {3.8352910457776117`*^9,
0186 3.8352910826143913`*^9}, {3.83529112974439*^9, 3.835291186856593*^9}, {
0187 3.83529125225346*^9, 3.8352912814830837`*^9}, {3.8352914114241343`*^9,
0188 3.835291479223868*^9}, {3.8352915135216923`*^9, 3.83529155637468*^9},
0189 3.835291597419319*^9, {3.838938295329398*^9, 3.8389383208092613`*^9},
0190 3.869685171279627*^9, 3.869685226713813*^9, {3.8696853044788837`*^9,
0191 3.869685341531784*^9}, {3.869685490127643*^9, 3.869685503311445*^9},
0192 3.8696855693344097`*^9, 3.869686002730583*^9, {3.869686055337903*^9,
0193 3.86968607692313*^9}, {3.869686113655499*^9, 3.869686121408654*^9},
0194 3.8696863828438272`*^9, {3.869686431047131*^9, 3.869686450618515*^9},
0195 3.869686557655054*^9, 3.869688470833214*^9, 3.869688519900467*^9, {
0196 3.8696904910745487`*^9, 3.869690514018792*^9}, 3.869690560224526*^9, {
0197 3.869690591926291*^9, 3.869690625968318*^9}, 3.8696906723974247`*^9},
0198 CellLabel->
0199 "Out[234]=",ExpressionUUID->"6cd8a339-c241-4ac4-8e8c-5734e1d8e83b"],
0200
0201 Cell[BoxData[
0202 RowBox[{"{",
0203 RowBox[{
0204 "0.0025373448350354726`", ",", "0.6940384401714675`", ",",
0205 "2.4776426036228734`", ",", "4.666724422084849`"}], "}"}]], "Output",
0206 CellChangeTimes->{
0207 3.835289992340705*^9, 3.835290031091063*^9, 3.8352900763559113`*^9,
0208 3.8352901154352617`*^9, 3.835290151170678*^9, {3.8352902352691517`*^9,
0209 3.835290244650432*^9}, 3.8352905149674273`*^9, 3.835290593245359*^9,
0210 3.8352906337164783`*^9, 3.8352906836564207`*^9, {3.835290770419504*^9,
0211 3.835290894538228*^9}, 3.835290926201765*^9, {3.8352909939271593`*^9,
0212 3.8352910019858932`*^9}, {3.8352910457776117`*^9,
0213 3.8352910826143913`*^9}, {3.83529112974439*^9, 3.835291186856593*^9}, {
0214 3.83529125225346*^9, 3.8352912814830837`*^9}, {3.8352914114241343`*^9,
0215 3.835291479223868*^9}, {3.8352915135216923`*^9, 3.83529155637468*^9},
0216 3.835291597419319*^9, {3.838938295329398*^9, 3.8389383208092613`*^9},
0217 3.869685171279627*^9, 3.869685226713813*^9, {3.8696853044788837`*^9,
0218 3.869685341531784*^9}, {3.869685490127643*^9, 3.869685503311445*^9},
0219 3.8696855693344097`*^9, 3.869686002730583*^9, {3.869686055337903*^9,
0220 3.86968607692313*^9}, {3.869686113655499*^9, 3.869686121408654*^9},
0221 3.8696863828438272`*^9, {3.869686431047131*^9, 3.869686450618515*^9},
0222 3.869686557655054*^9, 3.869688470833214*^9, 3.869688519900467*^9, {
0223 3.8696904910745487`*^9, 3.869690514018792*^9}, 3.869690560224526*^9, {
0224 3.869690591926291*^9, 3.869690625968318*^9}, 3.869690672398868*^9},
0225 CellLabel->
0226 "Out[235]=",ExpressionUUID->"2c203291-796d-4baa-966a-22f2596e8c1c"],
0227
0228 Cell[BoxData[
0229 TemplateBox[{GraphicsBox[{{{{}, {},
0230 TagBox[{
0231 Directive[
0232 Opacity[1.],
0233 RGBColor[0.368417, 0.506779, 0.709798],
0234 AbsoluteThickness[1.6]],
0235 LineBox[CompressedData["
0236 1:eJwd13c0118YB/AvZW++9hYqWREiPBcZ8dUwipSW8Y2KJGkZpfiVkUgUDaHQ
0237 kJIkIxmVUUr23kT2Fr/P/fx1z+vc59zznPd5znPOlT3qZePKSKFQTBkoFHzG
0238 eutmlkq4Qeu+lKs3anejtSZi3h2ivrBuc9nIOTVXpPkwPvGNaAjwCN/M+j3u
0239 jnol5IPPKUYCrSpcWdqTjqyqG7KTRGNBJrNw6NgdOpIPl0xdlU4Apdk3Km3P
0240 6GjZ8tjdI4oPYEl9WMHzDR0Nh9SVHol7DJyia2nleXS0z2Wu4LZoCuhym0b2
0241 FdBRqYlY7ufENFCx5s54X0xH6usMsqal06Fu7tW7ghI6SmQ8nK7wJBOKo9iU
0242 9UvpiLX7SvJexZdwoOchw6EyOvrQ+bP6s10WeIsd3GVUTkfeu10sD8S9Bluj
0243 R83ThBWLZ8qnG7JhKWH+1bUKOmpTCzWJEH0LPLwl2suEYx+KFCs45YDejnBv
0244 5y90ZMmToV+Y+A7UP7YXZRGmBG7L29ueC/PMxe6zhN/9rdIak86DKPqnjs1f
0245 6eiEs3N26JEPoAHvOF0Jy9WMqco8yYeHjyvdowk3GgRnvu/9CCsKK6LvCUe+
0246 4N+wR7EQUiTyeJoJm0qmpAy5F4EhlcoyTzig/B7vJ7tioG/ZeY//Gx05BvTs
0247 jJgpBhrvQ3Mlwlu0lSMc4z7BbxeJc0CY569vpYJOCRT80g20ITycWsA22VAC
0248 //mgZ8cIlx1ktij0/wzTugxqZwg/Etx1/YZoKejXTZoFE75Yfbd074dS8Ddu
0249 F48kvPdaJ+M6pzK4HLvlVwLhzQYbjcaWyiDYTDYihTDnzOnA/MRyoDHRXV8S
0250 Hnj+oSDUoAJi+EV9cwmXuKxZtm2vgI52+Zoiwv51sf4j0l/BTFIzs4awbXjb
0251 u/fFX+FB1D7ab8Kq2xVnQo58g3Pcb8+2EGZbPqW5h7ESpL9aaXQR7n2Te1ry
0252 SSX46vfd7Cdc5EnJGjKpAqdJzZt/CN9bt+NvTm8VlC0t6YwT3hPT7LFTsQYi
0253 KZw584SVrdali1XUwFL1xuhlwqxrTgz0u3+HgbE7GpRKOjqUt/K6yO4HyGUo
0254 NDATpgmuq1VI/QHvlBS72QjrnTYfvznzA8plzEo4CQtuvKXqEFcLlKuLXPyE
0255 Ga+9tS7srwUtq8kAKuHxzsYT8jo/YXq57bsQ4cp42czxhp9gepFBTJzw+2nT
0256 b3s3/AL9xTXCkoTTdnsMffT/BW+V45ekCAezvln/n2gd9PQFBMsRVjKPDsv2
0257 rgP9PRQLecI/r3kNtVTUQVGY47wCYfk1ypmqfr+heV5WYiPhKiN2Tofq3/Dw
0258 i8BtJcJngwZPBMvXw6aEgdlNhMv/pajW/ayHjhMQrUrYS/9q1L+NDXDoUsIX
0259 NcIiF4+MKwY3QFZPyKQ64ePzktnn1RphKx+3rCZhzqk4LenwJqjcK72kTThn
0260 89k4i54muD+X2qRD2Nnbdu60XjOoX731aivhV6M8eaWDzWC+28pEj7CD8l/R
0261 v9ACe7wGGLYRpnhWXRC+2wIftYLysG0Gw/Q9TFtB4MYK1YDwkqJ7UkxiKzxv
0262 vpKHneJquvJxqhWWOY0dDAnPdDMU8yS3wR+rgGtAOL7tgknOSjv4nQtINSJs
0263 JOGY0m7fAZtvh8kZEx7er8PE+qIDiphu3ceWGjl/7IVKJ5z2Mb5iQtiHY0jA
0264 2LETfB8YjGOXKzmU1od0QmVN/f7tOK/j2gqU1k6wEjylaEq4NCz1dyxLF4xa
0265 vAjFFnlGvb5Rswuixzj7sYv7J/ttbnRB1sKDe2aE+V1ePUvd2g0dPu195oTd
0266 rko56rl0Q63TsoYF4fzkCLbvUd1QHPPvMrZLl6fHfH83/LKZ49qB83beoGx1
0267 pwdKVHOFLQmzB9xt7SjugVtuffbYzknMEb4jPfDc5vJtbObW3tEkk15YHy7D
0268 YoXzd3z8anyiFxrrojuwx1rs2JPF+sBSXYyHRvi6M6urrUkfaGfcNsB+c8xL
0269 7F1sHzDVn7mL7Ra8V+yWVj9wSXwzsCacOj7eoXy4H3o4H7tj659J0WsP64eA
0270 zJRIbA9/jnHU3A/fLA2bscuuNO1nvjwAnkl76TsJH2CKyMlNHYADdoI3sCdD
0271 Ee/xmgFojFmfiS0T8bSsUnoQrpQ6/MG+dPesenTJIDgFu7jsIqzxnI9ZgnUY
0272 7lM99XcT/qpadrhafRgUHLfZYx9+7Z8f4DgM8pSEk9gR7zq8uzKG4cs+liTs
0273 weIXLWnWf2B2Ym4WO9DkiLaD3x/oy7zIuYewUDk1mu3hH9hw55EstknlRbMT
0274 43+gO6LeEvvB7x2vN8eMwKu/mxKwtRz+cfTkj0DyqclM7KrmLLfY3hFYrj1e
0275 iL3QISwxpzUK9VI+3dh2w33XPzaOQg9NaL0NYY7V4APmUmMw4jr7BDv++D5n
0276 ZbMx2CSql40tX6d8mO/UGAQlmRdjG6Y3HGspGIPAvaUt2HnpcTm5quPgXHOY
0277 15bwqO3IR6uacdC6Mu2NvYWtwcCwexyof80vYV8o/FSoPjsOqxfPhGKzbLxb
0278 LCg1ARt67JOwZVeMSjtOTkCorlMFtv2zu5VnuCZB7Nws1Y5w4sErNDfZSVj7
0279 W0wKu5v/ZLWD1iTU68iux/a6bPzd4OAkhAnUb8X+z2b0J8uLSThcNLofu2DZ
0280 uPk+bQooabr3sNdmqzhFHp4C39Gcx9iW7iKtQb5TYKcnno7dUDva5po4BUGO
0281 ybnYE2nxXWojUzB9/vkvbIU9fwc/35wGTZkFFnvCYoHmeu6Pp2FH3htubN4X
0282 j26y504DzdxREHuR1VZ1T/c0KD1wk8P+UZx7pn3rDPg5xGzDvqAevDLfNwPv
0283 f/l7YHs5N+9KXJqBbdKs3tgu4ZqPgW8WKoVDz2LvGuwzua4/C4tc9kHY8o8s
0284 /xOImYWmDzp3sGt4qFRVNAfljTs+Yn82OOlaaz8HFo5jxdjvPcvf+XrOwYOV
0285 0DLsJxX+jvlxc3DcN6YG2z+w7YHF6BwkM4p0YsuNpW08dm8ebBqXKXsJn6vR
0286 hfjpBZAS2bYNm1s1p+8r6yKs/+poiJ0SoR6+JLEIW9FpI+xa2vomZ9NFiG68
0287 YY69qZJ6RiFuEeI5PW2xOyrG0rJ1lqB/z8RxbL/1nta9VkuwQTrtBDZnaP+U
0288 4OEloE7YeWHrmrWh82FLoDr8yBc7pvRbMzQtQTzXdAC2+adU7uoLy8Cifec2
0289 druMbM5K5DKUsE/GYvsGJTqpP1mGl1077mI/hphnMZXLoFszfB97qSDIeL/E
0290 P7gkNZWC/eqDk99AAeE/G95hC7/la2dgWIV1ihd/Yx8IX7LrFVqFFK1zDdjJ
0291 Ln2V5cqrkCzi1YStLJiXd9NhFaJCbdqwjf0O3xHMWgVbs6FebO3EfWmxahQk
0292 /ubQFLZjWFXXNT0KeislNYN9yddI8pwpBQ0wN81if6JtinV0oiCaz/ZFbNq/
0293 lWCpUAr6kTNJ2Uf4iHPawWftFKQc+ZYLO8RSPCFhiIJihg15sNO0b9XdmKag
0294 FFo5L/YI9wWrk+wMKAiqBLD9iqx1NbQZ0EJWjih2uMwM9WMEA2pdXquA/a7b
0295 pOq7PiPSelaii11vETwRYc6I2DbP6GHPviwUotkwom0PFfSxdS7qHvnizohS
0296 IMgQ+72A2mzxbUb0RVDSBDtvu5hM9iAjGpRcsML+mDZ+JjZ2DerRdjiA3cqp
0297 mmDzcA2iz+06iL3s41nIm7EGgZyZM7YB9LNGFK1BlDKVw9ine7l2aP9cg7Jp
0298 1UewCxtakq4Nr0HnE4ePYRexVlT4obXo0HFJT+wSjyRxx5G1iNv/kj/2myFP
0299 T+fZtYhjUvc8dgpdL/8YhQmJHJwlfc2tYf8pKhNy5D5xEdviKN+9q/pMqJ5q
0300 FYD93fGayMtwJhTl1HSV7N/ipOAaFWakb2ESiV1dsc2VVYcZlfp2ky40Y8/h
0301 MmJGHt+CorAfbn9qJ2LPjPbPfbiFfRR1xahcZkZeQQox2IM69vwO1cxILrru
0302 LvaMogHPi5MsSJs35RG2YbdxxQ1/FlRzQvsx9vUki0D6VeJ+pYK0ENVubF0C
0303 C1pXMZiMrc3g+f1eKQvKFJZNxfZviY8KE2dFskMn08m8o6Z5XL6yoshDwa+x
0304 t1stVhjVsSLn5WXS4cyUIOkOVrR37lw2tuRljvHmaVbEwnniDdmPh9yPPTJs
0305 iPKdloMduH33LTjHhjJTJt5jMy5k8oorsKM23+9F2OLVxlOgxo5kajcXY295
0306 3PTbRZcdXciPIe26g+X+S2t21Km/9xP2l4SjCsZ+7MhnbX0JdpSeqN7xCnZk
0307 pP+pDFvi0vVjucc50KWnlpXYWrslzVrPcCDK6kPSO+XfbmAI4EDm89OkA6u6
0308 Ri1vc6D42qQq7G4JA//2DxxIV+1PNXZ6wVQ4EycnsmY/+4PMb/XwO9uXnEji
0309 rcVvbJp18RXT95wo43M06WP3pXfplHAi+9Bm0rd02gfE6jkRi4pnPfaQl5No
0310 9z9O5PIvrAE7sdP+krc1F8pny23CZiixNI4Y4UJeJzvasEV4M7gDZ7lQbol0
0311 O7aqM1uLN4UbmTYeIr1/seKMHZUb1W7vIP1WwzRVXJ8biaq0dGC7PQHWjJvc
0312 6E5wRRd2VciWmnIlHnRwv28fth5PJWO0Fg+KlMkm/SzhiI4T4kGVaWOkr76M
0313 fDRmz4Oap4/3k/WNgz4iwTzI5ZHTAFm/KUnYo4EHfQ/SHMI2HrqSxWzMi/Li
0314 c0ewpW/9WUj/y4v2KMpOkfN/JDA9e4oXdYrsJO2sKeCYP8+L6D0XSCfW672v
0315 YuRDzgx1pEUkb/iNCfGhW64h09j8GRumtgAf+jrXNoPNVOo6UhTFhzadPTuP
0316 /Weuo/23Oj+KSzP8R+4v96gSS21+ZDnhSjqowTCtaBs/GhGJIC2Um3Qy3Ywf
0317 ta80kzb2c1q+dIAfMW06u4J9b7peVD6MHy0qPlnF5taIrsnL4EfuxWEUB7wP
0318 JqrtfDr4kVVxPwN2ynD+N+5IAVRCozJjn7q7a51HjACa3K9JWmd7z8WyeAH0
0319 Y5cN6W9J7CqXngigK6NRpCd2O0YNvRdA1stsLNiGubO2pT0CKDBggXTT1c1t
0320 53WpKONbORs2t+TTsd5eKioplubC9ok6VNn9l4rSVXeRrmcQedo5T0WzDgGk
0321 H/SHObdyCiKl3hbSqlke1b+2CKIfPTHc2NYmqpklIYJIcnKOBzv8eI7bI3kh
0322 1OEWw49tLpKa4acmhMwfFJJmrIj9S9MTQk/jhkifl/f1W9glhB5XGgpgu3Vo
0323 XLe5KISq7PpJG9lnpa79KYR8LJQEsWdRZi89UBhpPQ8TxvbVKH0r9FmE+Cf4
0324 iGN3vCy9WSsrhvqHeKSxlzzq7m+8II5qQFQOe5MRy4pbvgSxJyPlyf6SZd1f
0325 C0uh51u7FLHPSR6S6zogjYZ2f9mArTxiz9FgLYMMnnkpYQvwjLOWLsqgSTMW
0326 Zey1RfdfrUuURYNy+1WwPbfkN7FZySHmW8mq2Jk7jj4qnJVDrdTPatgzf8R4
0327 ++PWoYLhHHXsHFvzNbHb5VGPccpm7ECLaw/f9ssjf7lTGtiybZaNT64poBPL
0328 cprYejohsaIaiihvdz3pA1LfFxh+KSJKiNcW8v1vEd3ewetR2CCLFnb8Wmdf
0329 G/kNyC33BmmB9pxkxtINSInGoI3NdDnYTvf0RvSfuj9pSrrzq25+JVQ30E7a
0330 596rCP4SJRQlbqaDXbApjJXv1Ca0wJBCms/SR/kKtzJajpsh3ary49f5j8ro
0331 qJDFVuysByDf66yC6leiSB98pc0nuaKCJMV/kg669ji4NUMVadoL6mK/GJS8
0332 z01TQ1mqu0nLhVAtWNLUkPFVL9J3pTlmVlfV0OSPCNL/A8UMf3M=
0333 "]]},
0334 Annotation[#, "Charting`Private`Tag$14558#1"]& ],
0335 TagBox[{
0336 Directive[
0337 Opacity[1.],
0338 RGBColor[0.880722, 0.611041, 0.142051],
0339 AbsoluteThickness[1.6]],
0340 LineBox[CompressedData["
0341 1:eJwV1Xk4lN0bB/Cxy76MSUVRqMSMNmTp3CRkSZYhS9aZeR4kSYkkFL3KVm+S
0342 sbVYil4RoSIqIiGRUtbImj1bCL/n99e5Ptc513O+z7nu+xx5d18rJieJRBLg
0343 IJH+P4qc0o0M1hhE7O7eOq0LZMiamupRcR1E5wODFJmrGqDjn6nVHTWIPmV4
0344 lrTkA3yes7sd/3QQ1ZYGew6AAXgFCk5B+yBa6Gqf+aZpBBzLFSa/OYeQRWed
0345 2qbGI5AUciYrY9cQ2nq41TJ0gxlQSUokus0QCgkp/VBBPQrvLn934A0ZQi8L
0346 V7PHBY+BE09scWnWEPIOGfh1eOIY/P4HxDw/DqG7G/INdN9Yglzsw3f1W4aR
0347 adpUlJqeNZSKOsqFGA+jyCSuq+rT1nD0X5Fgqt8wWohrIe9IsoGLd86p3Xw7
0348 jHat271o9ZEOkht3RuuPDiO2Q0P5orMt5KZ2DsxIjiDl+MxHZ0dsoe3+oRRb
0349 5gj6r5RxoXHcDvb8J84rw/8LpTctX/ersIc66jvXRrVfKGHu2LOsHQ7g+jSw
0350 7JL9L9QUfkTseLwDxJb0nO7N/YXkpwy116wcYfh1Xke2+Sgyv2w3PFnqBKGH
0351 3NSPB4yi+waKay0CJ4BSQ7657u4o8k2068EdT8Ch+mDDk1OjyF9qvENq/gSk
0352 fznydPetMTSUdTxiXtIF9h9fEfxZNobmGD8VSXYu0NBewEroH0PsXuvzWJIL
0353 LPasl1nYP44iLGTIRoKuYPNr4Gr5t3G0yzNQ+2eYK4yeZPf6cEwga03Vhw9T
0354 XeHypJnOFuUJZN42yP2p1BUKZoumw4Mn0LmWSKrbmCsIroU7GW2eRO27Jun8
0355 Fm6Q5GnnrGI4iYQvWi38ZbqBQquKq/ipSZRXEvA05KIbHMxp8+h4NYk0fdSG
0356 1B65wYucxOJS6hSquBZMK15yA5JLuHqu/hSSEgwOcxdxB0PyydJU2yl0iOKX
0357 XCTvDp8v6b0IvzSFTtCFZkyM3GHceqzc9OMU+p3e1Bkb5w771rXpHuybQiez
0358 5xvYd93hQsWbCrX5KTTzS3POocAd+HbeeS21eRoFOT0w4G52B/lVveoen2nE
0359 vhY0sFXUA+iP7tT7C/9GU3HUzP5QD0g9cdmMJf8bGQVfS+SK9YA+CZ/G4/t/
0360 o6UlZZVJtgf4hug36Z74jaSnJh+rFXnANavxFr6836hKbnjXhZ8e8OqvfnuK
0361 2QwqE/rmu6jNAO5CVcc41xlkNxKyZmfIABNMujPs7Aza/jyu5OYxBrQ1j3cx
0362 U2dQFtI/w2YwYDo7qZc2NoM0buTwCEczQNFyYrgqehYlKbk4i7QwYGOokRZ2
0363 fxaN/+5WletggFjevWiB0ln053vDkHg/A5b4ramWfbMo/Zpv9J05Bnx6Xerf
0364 rTmHAvVffNJez4QLauGrfwbmUOL6lyQXOhN8ndstUpfnkHJfle1TJyYwYvbe
0365 R+Lz6HnyRNOoBxMshgcOXdWZRy8WXrZuPMMEhXsm1yRvzaNNszsNTsYy4aMo
0366 mUyFBbQSmxlNfc2EKl0fZjN9AcViRXS1GiY8964pOeu9gM7PbZ7e0sCEjNpA
0367 +7LEBdRn6lpb18aEwNCudOPxBVTWk1xvMcGErZPZOz2S/yCqPxl3kWbBellS
0368 MG/BH/S2dsnDWZYFQqb2DTnv/iC6eI2uxVYWLGQL+k5N/UGll4o8+FRY0OB8
0369 +lmI0SLy345U2g6y4PzHAyhpdhGJzj1S3eLOAhFq8UAd/xJycy+aFmSxIDNW
0370 LWZZZgmt+Cn/mfBkQbPZ9u/Oh5fQlnYxiyQ/FuyqJ/srJi6hW5dPsYPDWNBT
0371 O5ldqLGMzj6MTktPZUHAdm/zftNlRAoUrlu5S+T7Z3BGynUZCdIa+OgZLDhg
0372 2AVBUcvov+aQbWM5LLhV/aEdfV9G5lLaIZUlLDB6kyXSeOEv+uxwulmkiQXd
0373 cvLFq3F/0frEwN1LzSw4G5bqqJbxFy00Bwr1tLLgPrr16Fb9X+SO14ffbmfB
0374 8qswfQeZFTQX7HepdIAF+S8dA4ZeraDkEa+wniXi/J6Jd3NwrCHvQp9WNXkM
0375 nGKWbfopa8hFU8AudRsGDxgD9TUqa8iAtyKSUwkDFakXL6KPryElDaZSpTIG
0376 +gGut6UK1tCsWr3c8l4M1FPtshNoJKgc1M++fhgD+6iG3kgtEuhJSX17aITB
0377 xbN6sucPk2CxfT/79REM3pjtSrB3JEH9OLbcb46B2cpq+OZ/SKD7RiRhiY6B
0378 m3P2iUfdJJjJiNrtwcQgwmQTmz1CAl9N466DGAbZ6jdar8+SwCXiSSPFE4Mx
0379 kQumPgIc0GTJziw7iUFApfmBPeocIBf1n067PwYxcnPk8lgOsCh/oeUfjkFJ
0380 36GGJh1OaHKNSrNIxuCrcfh0rBEntHudMqpIwWD+SQXFzIoTbCjbjiunYaAR
0381 fMDtPcYJh2T31i7dxeC5JG3+9b+cQPV0jArJwuCFwUa5wmFOIIXbVogWYFCe
0382 PeWfkMAFuk3ctTFVGHQKUdlWd7kgRHZWs6gag79nvCvEcrmg5wZe1vYOA100
0383 yB9byQVLPKZcm95j4NcvfES9hQscuIdc+T9gUNHWkRb5iwtEuHZTohswqOSv
0384 rQ0AbsgrnOggf8HgrVfaJvsxbuDuzTId6cegaMTb23meG96/LbasG8AgE9cq
0385 8yDxgMPzHNFHgxhEstocTpF5IO+o4Su3YQyM3cWTr+jwgK25ukLNKAZN9pHS
0386 T2J44Ktf8T76byK/sY8UlyovWFaHd6WsYtBYq83k1+CFuAuRx+zWiHyGAsXC
0387 erwg8UfxjTgJh7sGD22k6bwwN/j4wRUOHNyh95ZqCC/48/9kO3LjMKxBlzje
0388 yAs1Mvv7u9bhMKekK5rnwwfjQtnnNcg4HOzTr70eyAeCrdJ6PwlfTTMOxa/w
0389 AaOGIh0nhQOFbDO5jc0HI+++zv2g4KDO4d2UXM0HTmOn7gdvwCGwIyk+ahM/
0390 aDUs7726GYe/8bOijDp+kJKRP768HQcD06VavVZ+aMmcXInegUMMLylsSw8/
0391 xHyX/7lpJw6yIYJT7bP8ENa6zu+AMpHHa+snS7l1QKU/qfRWwSHU4NgNdH4d
0392 mDRKH36ihgPn4mOxTYoCoNzLZVKkicOmRv0ZRBOA9V2K0koHcNh3//sXxgEB
0393 CHdSckkizDzCl/LEXABsEiUdg7VweM92V9QPEIDhuUB5bR0c4rU2aHnWCkBN
0394 Gjn5AcJB5uJVj1JPQaCXJQRRDHHYf0zWsNNfEK5qFPYGET6q8GwHxyVBkLvt
0395 0N5JOLShd9zkX2I+fTD0vhEOfTK6gd0vBSHvYV+e4hEccl7NxPAICYH/ZT35
0396 jWbE+a25llg/EQLpl3evlVriYGb++vLh50JA9fh6UcgKB4+ULRYab4Xgg30/
0397 xY3wDY3uoY1fhYBuE6S3zhqHEV/HDX0rQhDZsRJCt8Eh9Qf94mlzYbjhcXKl
0398 yxYHjrcm+rFjwqCu7LKv0BEHabFckdB5YYjm5x74S5jqvK7jNEkE8orvmBg5
0399 4eCwVOtvQxYB1Q5Z9Q7Cz/YcztqkIwI/1MLZaydwYGUg/txoERiy9RzUcsWh
0400 IWLfxxplUUiRG9h8iYGDlmg95839ovBx1KjiHeFHbDcNRxAFVv0bCWEmDlee
0401 xN2bpItCf1BqZzJhrW/DZ6TDReHch91rhSxi/a609V5tojCu+7LtC46D/sjl
0402 Al59MRCJKT8zfBKHLTdGF3MmxMDvoSXYnMWhwi00p3BGDIqHnHWjCDvvlbQv
0403 +yMGQWu1guWEU79qPW/gFAev+hjZbeeI/5e9HjBJEYcmneGNk4QlcnfM7EPi
0404 ELF1/X+XzuPAU80cq4wXh8yqvpshF3AYXejp/qImAQLOLQ3cYTiUYPFvTdQl
0405 oGS4SXkP4bC2g9mV2hJg5lTn4kKYUprmk2MoAU/unrN4QVg/wPHvRScJoNcJ
0406 mHqH45A8+3WDQpQEmDrOdNZexkFkz82PL3IloFBpe+OnKzgYTzfanOkh1p/p
0407 fsyIxCHzV9kHkThJEHDqUVS/jsOpOxbbvG5JQkgdmrEnrGHwM/hdkiTsaKZk
0408 hBD+kCagejFDEvSjc3OrCU8fs48feS4JHKujTpbRRD+VzltX/5QEu0B3T2YM
0409 Dt+v7O4KOkCGg1b9c4FxRB7Zh5P9/WSokTD/a/0vDmB7pevnCBmuDbrb+BI+
0410 E+9S3zdBhqXwD0nXCX/lkH744w8ZzOPbB18TTh+Mcu4UkoJzseuSVW4R9VXg
0411 1fh5nxTszi85SUrAwfwQ9fHbCCn4vO8qSr5N9L9nMeueAgUi3stoJyfh8Avy
0412 ogSVKfAsl72liLCRdFZuAI0Cyc1V0/WEOWsTJsy0KLCtEXNZIRykcDZg0YIC
0413 VdU/3FzYRH327LlqFUyBMds+CblkHPToBVncLRTQZuqkJKTgMA+P+/HQ9XBU
0414 3KHEPB2Hs3uqn1GqpEHL+lROwwMcep5URzfLb4S1xSTXmWwclr1aU3Ze2ARi
0415 Fbt9fHNx2KXHt8oqkwHth4d7II/I90Aee7p+M1RdEiSP5uNwXtZla6/TFnBZ
0416 bnLcUIiDyhhdsM1cDpaLtL1Xi3CQFJ3ir16Sg4wUNdvmYhy4K1Pyt6XKQ+7t
0417 Aga9FAfvfWXf15luhffcmt6Nz3F4fMT9XsX8VqIfT+Svf0nc16MbxQYTt8E9
0418 /6QU1TIciq2NuBIMFKDxa9vxg+XE/WMceffZoAK0vT9mqfgKB/kuk28ZkYog
0419 7j68f5awlkZEwoY9SrDWb2r7pgIHp81NixyfleAW9U7c6Uri+x9i+06Hb4eh
0420 +swvm1/jkMTtfNZKYQeYas57PiMs2V38gLN6B2yvVCLpvCH6JSTc5oDfTmhV
0421 CJ2oIkzKcc7vk1AGjou7nQ68JeolOT9W4q0y7HQUs80n/GpXFL/4qV2wN/zH
0422 441VOIibnFG5LKIC+iLpo+cJd6p++hxUrgLXswf2fyVckI4U+p1VIaaxhLGj
0423 GocT+erisquqxDt197c/4bDI++GduVRIaV9995pw3rBsiogZDVbTf/Fwv8Mh
0424 Ki3StfsoDWQ9OHfyEGZYjSs+saRB0PN6U17CMuXlBeZ2NPjyj/8NfsLX4x1r
0425 YtxpoP1hI0WYMK7OnhYIosEH/R8SFMJbI8jGfNk0SEjj+7yd8KrmReG2RzRY
0426 pP4ztoPw9/GfLdmPaWBUWcajTPiGXdEJw6c0aDQ00FAhvKZs5R9ZToPMb18S
0427 1Qh3Nsenc32mQbK0hPEBws+vLnh8/kLsvzTupEU4QdtlZ8Y3wqFhftqETbOo
0428 z/S7adDSUcfWJfwysLEufIQGbwumBvUIJ6ruj7ccowHlcsSiPmG/vlQb+Uka
0429 dFU3CRoQ3mF2suf1LA3yeWJphoS5OVozbyzQAFNfAyPCP4q1vVyXaPDj4E4r
0430 Y8LlXhk0tRUaMDUFPY4QvrNFcG5tjQaHdbL8TQj/DwjqmlE=
0431 "]]},
0432 Annotation[#, "Charting`Private`Tag$14558#2"]& ],
0433 TagBox[{
0434 Directive[
0435 Opacity[1.],
0436 RGBColor[0.560181, 0.691569, 0.194885],
0437 AbsoluteThickness[1.6]],
0438 LineBox[CompressedData["
0439 1:eJwVz3k0FHofx3HLYBiMGTtRk6XCmHulLJGPJWQJ2bKbMVtIJReViOhx3bpD
0440 JLKkVERZKiUUSYkiaZWttJFKPaKoeOb543d+53V+7/M93x+NtX0zR0xERKRF
0441 eP5//6qndAf0i+Pmi/HoPR7fbZJJTG/pJ+JYoItEPNmogdKdpYmdo0ITjynu
0442 uGWEG88GSzI+iKMq4HR5pflqjFir37KfEQfF2O33IZIZFsr9xkVFCBBs5Pg/
0443 cbOEtkyeXJsMAaQ1t723062xfsdDk2RlAjITPUbqOm0Q+lR+i9UyApR/79cY
0444 UrZFspXbvnkDAkYtNhGWmtihldjZGQ8CBh7Ee6abOeBlDOGTqavwPfYkI1tv
0445 A0Se2FKnfQnIIfyimBEdgZMtwdujCPgyVn8ius4J4VLzqfR4ApIkDNp/JDhj
0446 /zazisn9BHyXXt9sar4RbRYXv/LyCYgWu7TJ/IwLXp6YUtE/ScB0kECN6O0K
0447 EUm61ZtqAhYpJSMnfrrCtr/iYPhN4f9S/GOOrndHe2SJZsBHAhyzznvl5nrg
0448 0kRUVOgsASLOOee9SJ44zbdsjhCRQMF8h1KiqycyuM8CY5Qk4GWz8syrTk84
0449 syjHD1hJ4Pij9Yr1F73wICBDreaQBEpdrWpvBHij7bk3/1K+BGxuk23Hs7xR
0450 57+8sbFMAppaNJJvszeO+Lb637osAbObn4PIGj7w85rLfz4kAYdo6ruCBz4Y
0451 ct6mLE6XxJjvrp/92n7o6VzHIZpJItdz2zDH0Q83HGUa5GwlcbqS3528zQ8n
0452 HCp81HwlUZDw4rd7kx9YeJVL3yeJXewXp6o2+WPczJe6pUcSO5+ukA1ib8GM
0453 vjX5wjYpLP60saZ5BmL9mF1nVqIUNI5YjPTHBOJgiXMK/4AUSGVXPcwOB0JF
0454 yWdKp1AKSUtUx7W6ArFWNOrB8Q4pCObFB9Otg5A4WCDI1CTiirLFzqvqwWjL
0455 L3Xi6hNxy3yPi45pMIibTy/a/0lEsviGdO9NwSi8W7t90ZGIutqpEkJaMJoa
0456 7njExxLRrP1+qu1dMH4JvpHZXUR8iq8M9DgbAgfX+U7bx0SotHZqMq+H4JCk
0457 yP6lo0QcG7dytn8cAq19pC8vvhHh3Hs0fK9oKNZHLu/zWiaNnDS2x72AUKQ4
0458 eGbbJEjjvfO9x1yxMIjNVSto6snAqkbSa7dmODR77KZtGDIw4E6f+KITDtOT
0459 A0/YFjKwyRPpCzAKB2ejVFGNuwwkGwc4YtbhuFvI0rOLlwFJU8O1LiQcAkt1
0460 y62dMiiJboosLg7HkqSDEVe3kmDgMk/JojCxxlPLcWgXCSflLvy1V42JTbqX
0461 V4omkyA/tGYnaykTKfdffXI5QoLvlbeHKXQmxpZYJ440kfCwWPnlrBMT565P
0462 H5KQlQWTNKfwdS8TaxfDr3jXyOJRHe8GY5gJN/e2tA2NsjDNp2WPjjERUbTU
0463 w6xdFpeV267/Z5yJbLOR9xpPZfG81XHrzWkmJrYHqY/9lsUV5qmyQWkWil/6
0464 Ju1wl8Osmq9UoykLou0udoc/yoG94uRUdAYLagpV8imzcki1ju2yy2LBOFR6
0465 cIeIPOxCZ0uoAhYC5zt3+SjJQ9vuFKusgIXLJhvOaFrJ4459bMZf1Sxwy22I
0466 Vf8I+8Izq8l9LNxPN+29Y0CGKtGfZa8cAUvyPbGcNWQkWoap3lGPQGUh0ywI
0467 ZDS1vNKw147AgZp/y6Z8yZjJyFxrtELYPx+PVUslQ3PefrDZXNgblqhGPiOD
0468 Z5HFGgiMgN1EWp2knQIKq29R3YsisNu4tzvKSQHJxOHHhiciULdL/W2fmwJW
0469 ZdAIkuUR0F6oVS/yV4AR/dHd81URmKMOpzG2KcBRUHO945qwtzLz3VKggL7g
0470 ngbdZxFYmj05d+6zAi7hU9NjeTZuMFPOXZxWgPsD0dQZChuhqxUDmn8o4I/e
0471 VVKKymwUP7VsvC9Gwd3b9VwHTTbUtLLip1QoSJPLntm/gg1q1cppUxsKHnv3
0472 u3Fs2JDo4HxsFVDwofL3zx/RbJw+Old0N4+CgTGeT9N2Nhx4h10fFlJAien6
0473 lhjLRppMQ9VYOQVhejuXfE5gY8GTsFWikYJNKr0xjWls/Bg+9dblJQXLq2c3
0474 9B1jY/L76MiTP6jYEOVYqdvGxhWeoN1lLRWGo4ZG3e1s7H+2/mzrOiredcf/
0475 jr7NhsrVkm3nHKnYaJFxrKqbDbv4oF9JwVTcr/4vVfIJG8e/PVXXzaRis5Rk
0476 sO0EG/ImOb3XqqgoNri59d8fbDh/7fGJHaVisCMx6xWZg9Mfmrvl/1XEhMnX
0477 wQQ/DmKOeehE5iqiJe7t6tQtHJg5vN57u0ARcl9F6jMDOegukaEnlStCyfWX
0478 zpFQDr56BggmGhVBwxa6gMvB+quz3h2vFSHxwaRjdTwHAwf+HN5toQRvLC6s
0479 yeNAXqti6s0bJVjEKKoduscB/A4Mv55QAlnO6ga1h4NYQdi9sc9K0JG9ZlLQ
0480 y8FTUbWKlz+UoCnS+8+JhxyUvssMHZJVxpBcP63sGQfGdZE9j0yVQe6Sn976
0481 mgN3e+Pq9nRlBOtOp66c5+DQ1gZuma4KiMQ4WYEuFx9wIZNkoIKia1MVn/S4
0482 cFI7UxXPUEGY9TzddQUXYp15n90sVSA4y18QM+Bit25c/JyHCiZAeshhcMEd
0483 NTm4ea8KRrKt181ZcGHrW3eG0K8CHjm3PXQTF7OofsNPUYVtnoFoSBwXLacn
0484 ixLSVcHdq7sh6i8u0ohG3gf/VkVW/khvYjwX8n3nb5bnqiLnjtuVnEQu9MNq
0485 SkcqVNHPmHnflMSF3776LT59qpgjzkdOpnPRcO3qfRuaGsrTcqK68riIM+m4
0486 rHJLDatT3w0cv8jFaE3HPw9pGnhhbax1eJKLn5GPi1bt0cQ/ocvK5jR4MLSV
0487 WuA2L4GGo06Isi0PTqdovHpVbRzddrZrks1DglbY8lfBS2HFfVuomcaD0Udf
0488 0jP3ZRjbcetgSBEPiuQvxI75ZXhu/ueyY5d4ILQW1eoU0yBPLb5U2clDlGnz
0489 gLTrcjQWr+uUHeSheiOr7MbsclyYfe8j/ZGHmUkNhXf5OrjW05roNs9Dg7eT
0490 eJ6DLkJSoh0ciHykOGecuPxOF71r741QlfigDbs8L8/Qw+8KY4VT2nxYmqXn
0491 qZvoIyWuwlBlFR/B2g/mRB/p45fVl+8iJnzMdB8e25G6AnoutJNDlnwUEELj
0492 NuuuRKdcRGWcHR+KIw2nxDpWwtNrUtJ3Ix8S+1J9LHauQrFx2ApzTz5EzoXW
0493 jlENkKW6f2KVHx+xx2sPU9sNoHqGlkQL5uO6YSaREmOIqnSOwb9MPigusUZp
0494 8kYo0fW8Yc/lY4je92h3ixEkNsz9kIjio67URvdNKB3JunNLDLfzEVK7lqK1
0495 QEdS8t9L52P52J9xMnWoyhhkcovoQDwfF8a1iuTdGLhdO/ll3R4+Mksywkc2
0496 MeAZklvgIjR78ye9Gi8GvqTDKkDoJS0tde7+DMgQ6xPihc4SBN05xGJAW12x
0497 tU5o/trCrzK7GXDV18zR3cvH8nQlZ6mzDFx0UnWTTuJjwTxJ7lklA86+9ARV
0498 oQc+ve4/W83A566/SvWEzva/FOJYz0BIUPkrW6EXDTbvymhhQF3/mOUeoYce
0499 CkrFHzFAyiWbfxC68eD3iEdPhPts+az/Q+i8dWGryp8L55GUqZL7+HA9Y3zZ
0500 boSBosM2wzShmxJ7ulInGOj4SncKEDqfvkbg9ZGBSKOdajyhd44V+9CmGDjy
0501 UvJdnNAr3aJH274xQP9iHJ8tNEH08ens7wzQ3t8yLxX6ZcO6yPB5BiiCuu/V
0502 QrdEljP++M3AAdPZi9eEPraUNLO4KOx18iM7hf4fUrn1cQ==
0503 "]]},
0504 Annotation[#, "Charting`Private`Tag$14558#3"]& ],
0505 TagBox[{
0506 Directive[
0507 Opacity[1.],
0508 RGBColor[0.922526, 0.385626, 0.209179],
0509 AbsoluteThickness[1.6]],
0510 LineBox[CompressedData["
0511 1:eJwVz3k41AsXB3Brm1LNjDHGEorQmB8lwo1vImQoY5d1YkZSLnmvREnJFca0
0512 aFFCFLLEhDZT4k4bKVGKR1S8hGxRqSu98/5xnvN8nu95znOOFieSHSojJSWV
0513 Lqn/d/vHG32aSkng6J3h+YROWOvKFrp5XifBjftV/Xi+Biaj2WbN1ST4OhVe
0514 emGlB9FHaVXcIWHNlA2jvoSJFLZwruY+CfyLkdZy343h2hj0UV9MQklX+9Bj
0515 mEBt7bJHuU9JeCTP6qU5m2Lwcv018gsSZM3eduSs2YAbyyP5qa9IYCQ3/tw0
0516 YA6HyRb36F4SZtiUy+oLN4IcfHDDYD8JSwr4xe1xVuhpZaj5DZPgRErsEb21
0517 RkxVep/dVxK0Le6ebTLZhLxIx2gVBTKSyhQ6nyRuRnjvjEfmMjI81fq+js+z
0518 hcm2EnNZKhnN1K7DRmm2aGLOlx7VJGOKr7lYNcUO30bFggemZAy28Oc98LFH
0519 g3/MvvV/kGH2iS/SfWKPjJaVXqWbJPn0Hp0/TBygXXFEI4tFRoQRbclneUc4
0520 R6CCxyHjUrrLgjWntuLKcF2TYiYZqbTxT1KBzth7btvK8NNkxIRL92gInWFm
0521 2xf/8DwZuYeyJugyLmi6tMgwoZAMNTemc1u+Cya3+wiGbpNhwPfo1GnbBqtb
0522 39zEfWS4JHUkrZN3xYKQtPIVQ2ScT7slM6XrirZlGvLxY2TMFJ1d6engitBw
0523 u5vGP8go7YwfWZrmigz1LFqeIgXEbF7a8YVsdB41fhdnToFpdm89/ScbBUYP
0524 17+2omAm/b87JqluiHjnnWlkS4Fd4ZRHyjo3SJkdth50oYD1fG7zxG436A4/
0525 v+weQoFuUwStv9MNMdsjuISAAkHIEkvjMncoqheP9/dTsO6Xba+lvifgefRd
0526 3xAF28xqNAytPBEtCGz+OEZBhNSo/CzbEx3StOL3MxSIdXUSTRI8kTuQGtC9
0527 WAkZseI01RZPMKvCW9pNlFAOhy/UXV5w3swsa0xWwmjlr6nlGd44lLAou+G4
0528 ErRD9beHXfJGVe1AyoNMJcyU2hcXXfcGRS+Pc/+8EvaEWph3t3qje/Ey+t1y
0529 JexSEvoaU3wQ0TGZKnylhAm+gWbNWR9k7Krl5q+iosbMa2Nshi+GUZGqYEAF
0530 59BJragcX9jTrpb+RVDxesRiwqPcFzKPs8ZYFlS41d9W/NDsi7hVMX/92EZF
0531 dei+WJlFO8DtXZvCjqfi1K1ylewjO7DJo+qqXBsVebfF34y4fshllDyOfEOF
0532 40a9G137/DArmz/U1U1F1if9bTFJfrh9Q2AoHKRiy4WwitgcPzCXRdb6/6KC
0533 0hEd3PjSD2rNhg9v6ilDo/KcMMncH99Q1h+WqIzKrWI2b84foisjF2OTlRFt
0534 733uwMIAHFnAcEs5rowtdPV7RygBUGwtbyg8rYwEtmg6yiAAuoHXc3uKlVHl
0535 uG7ec48AeB4Ueru3KiNutrQ2vTQAtXduPbPWokFQyffhswIRs1ZcQ/2HBqc2
0536 1eF3FkHgmmjmn3xCg195+2SOdRC8TRPSFz+nYbX83ngv2yBYWphwZDppOGd7
0537 k1nvHAQZmytLx8ZoyODua/YJCoLANTn8IV0FjK6pwIbkIJT+aasZE62CcrPU
0538 PUebgtB7XZz+UosOm1fksJ9bg9E6Kvd57Wo6krbsKq5xCcYDhh0ri0FH1XH9
0539 9t3sYOSXPlzsZUYHhUb8bvUJBqfoEb+bRYco+RYpNiwYA5eeCAZj6bBfX+O/
0540 /lgwRjOenf7VQkeP6YmJU6Jg/Bv+6qL+AVUUv2QEHF3Jgbup/0lmoipMT9Zm
0541 BuhyUC49kLIuWRXXHLvrzfQ5CDj/PWpjpipYg+aMfiYHDQ/pDq4FqqikKnJ1
0542 LDj4WzN4en+TKjqEiapO2zkgd4yyntDVIDv895BRPAdrNs2f49ap4cXiufon
0543 zRzYF2jxhMoaqGB/8XsfuhOx6oHaH/xWoMu0+HnJ+51gfPZQeOOsCdm8yKvK
0544 jiEgL51YIP6pCbrll0PishDI1V+sXJmjhfsdSndiZ0Ow26Suc6GTNiY67/ad
0545 cQxFmSMn//43bZBV5jYcyAjF1xH6soGzKzF79SCFKQ5FrZu9bJbtKuh2rTjk
0546 +TMUiQ7H8moGVmGQuZzatpoLrXdb3xYe00FqWnWT3XYuLMySs1TW6kL7D6/9
0547 6vu58NN48UO6XRcpmf+0TmZz8bWJ//HPpNXILHlQHVbHxXm5gBj2Kj0M3LLp
0548 mH3DBbmntkBGrIedj4pFjye5kD+Y5G4epY9xfyubVAUepK4FVH4kGSDuh6BV
0549 qMVD9IVKPqnRAOJsav8HMx7urUldsHzvGmTu842XYvGwfGs044giA3X7G//d
0550 489Dt2Fre5yIgf9sVpqViuShKtd6VX+AIbZqbbF3OMSDf6XpcvU5QyyIezbu
0551 lMHD4WOXk7pLmTDMnv599AIPFZ/ULyqyCBSMRT0bL+Ih9dKxoB4XAiNzY0d0
0552 inkIYY/qXHclsDE1yWCHxGoiUZWzF4Fpx1+sRxKnCXY8yuAQyHsx3HuxhIcw
0553 0+zJRXEECgWRNralPGgnUxzmFxGgP9PVTKvgYW5DwpI3JQReSo3I3pe4c7Sv
0554 raiMgOanqM5JiU94VftvERLwe97t43Odh98G7H3HRASMI+5Ura6U/PtSkCvb
0555 LtmXo1LXUMXD7ZTvO9tfE/g2EHdvWuIsy0D9wrcEJp6OC1cLeXC6yqyx6SEw
0556 d98oii/x3f0tT5OGCIyWnHH0vsHDWcP1AtfPknkF43dpEkd9zHHXGpfcd2bR
0557 znsS67Eieh9ME7hhnmGnXc2DnPSrKye+E1DZYVXgLvH7WsvwoJ8ElKptJlMk
0558 FoUXEka/CBRZ5669I/G5FQpff/8mkDLrwR2R+H+/JdDY
0559 "]]},
0560 Annotation[#, "Charting`Private`Tag$14558#4"]& ]}}, {}}, {
0561 DisplayFunction -> Identity, Ticks -> {Automatic, Automatic},
0562 AxesOrigin -> {Automatic, Automatic}, FrameTicks -> {{Automatic,
0563 Charting`ScaledFrameTicks[{Identity, Identity}]}, {Automatic,
0564 Charting`ScaledFrameTicks[{Identity, Identity}]}},
0565 GridLines -> {None, None}, DisplayFunction -> Identity,
0566 PlotRangePadding -> {{
0567 Scaled[0.02],
0568 Scaled[0.02]}, {
0569 Scaled[0.05],
0570 Scaled[0.05]}}, PlotRangeClipping -> True, ImagePadding -> All,
0571 DisplayFunction -> Identity, AspectRatio ->
0572 NCache[GoldenRatio^(-1), 0.6180339887498948], Axes -> {True, True},
0573 AxesLabel -> {
0574 FormBox["\"p [GeV]\"", TraditionalForm],
0575 FormBox["\"\[Theta] [mrad]\"", TraditionalForm]}, AxesOrigin -> {0, 0},
0576 DisplayFunction :> Identity, Frame -> {{False, False}, {False, False}},
0577 FrameLabel -> {{None, None}, {None, None}},
0578 FrameTicks -> {{Automatic, Automatic}, {Automatic, Automatic}},
0579 GridLines -> {None, None}, GridLinesStyle -> Directive[
0580 GrayLevel[0.5, 0.4]],
0581 Method -> {
0582 "DefaultBoundaryStyle" -> Automatic,
0583 "DefaultGraphicsInteraction" -> {
0584 "Version" -> 1.2, "TrackMousePosition" -> {True, False},
0585 "Effects" -> {
0586 "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2},
0587 "Droplines" -> {
0588 "freeformCursorMode" -> True,
0589 "placement" -> {"x" -> "All", "y" -> "None"}}}},
0590 "DefaultMeshStyle" -> AbsolutePointSize[6], "ScalingFunctions" -> None,
0591 "CoordinatesToolOptions" -> {"DisplayFunction" -> ({
0592 (Identity[#]& )[
0593 Part[#, 1]],
0594 (Identity[#]& )[
0595 Part[#, 2]]}& ), "CopiedValueFunction" -> ({
0596 (Identity[#]& )[
0597 Part[#, 1]],
0598 (Identity[#]& )[
0599 Part[#, 2]]}& )}}, PlotRange -> {All, All}, PlotRangeClipping ->
0600 True, PlotRangePadding -> {{Automatic, Automatic}, {
0601 Automatic, Automatic}}, Ticks -> {Automatic, Automatic}}],FormBox[
0602 FormBox[
0603 TemplateBox[{"\"e\"", "\"pi\"", "\"K\"", "\"p\""}, "LineLegend",
0604 DisplayFunction -> (FormBox[
0605 StyleBox[
0606 StyleBox[
0607 PaneBox[
0608 TagBox[
0609 GridBox[{{
0610 TagBox[
0611 GridBox[{{
0612 GraphicsBox[{{
0613 Directive[
0614 EdgeForm[
0615 Directive[
0616 Opacity[0.3],
0617 GrayLevel[0]]],
0618 PointSize[0.5],
0619 Opacity[1.],
0620 RGBColor[0.368417, 0.506779, 0.709798],
0621 AbsoluteThickness[1.6]], {
0622 LineBox[{{0, 10}, {20, 10}}]}}, {
0623 Directive[
0624 EdgeForm[
0625 Directive[
0626 Opacity[0.3],
0627 GrayLevel[0]]],
0628 PointSize[0.5],
0629 Opacity[1.],
0630 RGBColor[0.368417, 0.506779, 0.709798],
0631 AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
0632 ImageSize -> {20, 10}, PlotRangePadding -> None,
0633 ImagePadding -> Automatic,
0634 BaselinePosition -> (Scaled[0.1] -> Baseline)], #}, {
0635 GraphicsBox[{{
0636 Directive[
0637 EdgeForm[
0638 Directive[
0639 Opacity[0.3],
0640 GrayLevel[0]]],
0641 PointSize[0.5],
0642 Opacity[1.],
0643 RGBColor[0.880722, 0.611041, 0.142051],
0644 AbsoluteThickness[1.6]], {
0645 LineBox[{{0, 10}, {20, 10}}]}}, {
0646 Directive[
0647 EdgeForm[
0648 Directive[
0649 Opacity[0.3],
0650 GrayLevel[0]]],
0651 PointSize[0.5],
0652 Opacity[1.],
0653 RGBColor[0.880722, 0.611041, 0.142051],
0654 AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
0655 ImageSize -> {20, 10}, PlotRangePadding -> None,
0656 ImagePadding -> Automatic,
0657 BaselinePosition -> (Scaled[0.1] -> Baseline)], #2}, {
0658 GraphicsBox[{{
0659 Directive[
0660 EdgeForm[
0661 Directive[
0662 Opacity[0.3],
0663 GrayLevel[0]]],
0664 PointSize[0.5],
0665 Opacity[1.],
0666 RGBColor[0.560181, 0.691569, 0.194885],
0667 AbsoluteThickness[1.6]], {
0668 LineBox[{{0, 10}, {20, 10}}]}}, {
0669 Directive[
0670 EdgeForm[
0671 Directive[
0672 Opacity[0.3],
0673 GrayLevel[0]]],
0674 PointSize[0.5],
0675 Opacity[1.],
0676 RGBColor[0.560181, 0.691569, 0.194885],
0677 AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
0678 ImageSize -> {20, 10}, PlotRangePadding -> None,
0679 ImagePadding -> Automatic,
0680 BaselinePosition -> (Scaled[0.1] -> Baseline)], #3}, {
0681 GraphicsBox[{{
0682 Directive[
0683 EdgeForm[
0684 Directive[
0685 Opacity[0.3],
0686 GrayLevel[0]]],
0687 PointSize[0.5],
0688 Opacity[1.],
0689 RGBColor[0.922526, 0.385626, 0.209179],
0690 AbsoluteThickness[1.6]], {
0691 LineBox[{{0, 10}, {20, 10}}]}}, {
0692 Directive[
0693 EdgeForm[
0694 Directive[
0695 Opacity[0.3],
0696 GrayLevel[0]]],
0697 PointSize[0.5],
0698 Opacity[1.],
0699 RGBColor[0.922526, 0.385626, 0.209179],
0700 AbsoluteThickness[1.6]], {}}}, AspectRatio -> Full,
0701 ImageSize -> {20, 10}, PlotRangePadding -> None,
0702 ImagePadding -> Automatic,
0703 BaselinePosition -> (Scaled[0.1] -> Baseline)], #4}},
0704 GridBoxAlignment -> {
0705 "Columns" -> {Center, Left}, "Rows" -> {{Baseline}}},
0706 AutoDelete -> False,
0707 GridBoxDividers -> {
0708 "Columns" -> {{False}}, "Rows" -> {{False}}},
0709 GridBoxItemSize -> {"Columns" -> {{All}}, "Rows" -> {{All}}},
0710 GridBoxSpacings -> {
0711 "Columns" -> {{0.5}}, "Rows" -> {{0.8}}}], "Grid"]}},
0712 GridBoxAlignment -> {"Columns" -> {{Left}}, "Rows" -> {{Top}}},
0713 AutoDelete -> False,
0714 GridBoxItemSize -> {
0715 "Columns" -> {{Automatic}}, "Rows" -> {{Automatic}}},
0716 GridBoxSpacings -> {"Columns" -> {{1}}, "Rows" -> {{0}}}],
0717 "Grid"], Alignment -> Left, AppearanceElements -> None,
0718 ImageMargins -> {{5, 5}, {5, 5}}, ImageSizeAction ->
0719 "ResizeToFit"], LineIndent -> 0, StripOnInput -> False], {
0720 FontFamily -> "Arial"}, Background -> Automatic, StripOnInput ->
0721 False], TraditionalForm]& ),
0722 InterpretationFunction :> (RowBox[{"LineLegend", "[",
0723 RowBox[{
0724 RowBox[{"{",
0725 RowBox[{
0726 RowBox[{"Directive", "[",
0727 RowBox[{
0728 RowBox[{"Opacity", "[", "1.`", "]"}], ",",
0729 InterpretationBox[
0730 ButtonBox[
0731 TooltipBox[
0732 GraphicsBox[{{
0733 GrayLevel[0],
0734 RectangleBox[{0, 0}]}, {
0735 GrayLevel[0],
0736 RectangleBox[{1, -1}]}, {
0737 RGBColor[0.368417, 0.506779, 0.709798],
0738 RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
0739 "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
0740 FrameStyle ->
0741 RGBColor[
0742 0.24561133333333335`, 0.3378526666666667,
0743 0.4731986666666667], FrameTicks -> None, PlotRangePadding ->
0744 None, ImageSize ->
0745 Dynamic[{
0746 Automatic, 1.35 CurrentValue["FontCapHeight"]/
0747 AbsoluteCurrentValue[Magnification]}]],
0748 StyleBox[
0749 RowBox[{"RGBColor", "[",
0750 RowBox[{"0.368417`", ",", "0.506779`", ",", "0.709798`"}],
0751 "]"}], NumberMarks -> False]], Appearance -> None,
0752 BaseStyle -> {}, BaselinePosition -> Baseline,
0753 DefaultBaseStyle -> {}, ButtonFunction :>
0754 With[{Typeset`box$ = EvaluationBox[]},
0755 If[
0756 Not[
0757 AbsoluteCurrentValue["Deployed"]],
0758 SelectionMove[Typeset`box$, All, Expression];
0759 FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
0760 FrontEnd`Private`$ColorSelectorInitialColor =
0761 RGBColor[0.368417, 0.506779, 0.709798];
0762 FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
0763 MathLink`CallFrontEnd[
0764 FrontEnd`AttachCell[Typeset`box$,
0765 FrontEndResource["RGBColorValueSelector"], {
0766 0, {Left, Bottom}}, {Left, Top},
0767 "ClosingActions" -> {
0768 "SelectionDeparture", "ParentChanged",
0769 "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
0770 Automatic, Method -> "Preemptive"],
0771 RGBColor[0.368417, 0.506779, 0.709798], Editable -> False,
0772 Selectable -> False], ",",
0773 RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
0774 ",",
0775 RowBox[{"Directive", "[",
0776 RowBox[{
0777 RowBox[{"Opacity", "[", "1.`", "]"}], ",",
0778 InterpretationBox[
0779 ButtonBox[
0780 TooltipBox[
0781 GraphicsBox[{{
0782 GrayLevel[0],
0783 RectangleBox[{0, 0}]}, {
0784 GrayLevel[0],
0785 RectangleBox[{1, -1}]}, {
0786 RGBColor[0.880722, 0.611041, 0.142051],
0787 RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
0788 "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
0789 FrameStyle ->
0790 RGBColor[
0791 0.587148, 0.40736066666666665`, 0.09470066666666668],
0792 FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
0793 Dynamic[{
0794 Automatic, 1.35 CurrentValue["FontCapHeight"]/
0795 AbsoluteCurrentValue[Magnification]}]],
0796 StyleBox[
0797 RowBox[{"RGBColor", "[",
0798 RowBox[{"0.880722`", ",", "0.611041`", ",", "0.142051`"}],
0799 "]"}], NumberMarks -> False]], Appearance -> None,
0800 BaseStyle -> {}, BaselinePosition -> Baseline,
0801 DefaultBaseStyle -> {}, ButtonFunction :>
0802 With[{Typeset`box$ = EvaluationBox[]},
0803 If[
0804 Not[
0805 AbsoluteCurrentValue["Deployed"]],
0806 SelectionMove[Typeset`box$, All, Expression];
0807 FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
0808 FrontEnd`Private`$ColorSelectorInitialColor =
0809 RGBColor[0.880722, 0.611041, 0.142051];
0810 FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
0811 MathLink`CallFrontEnd[
0812 FrontEnd`AttachCell[Typeset`box$,
0813 FrontEndResource["RGBColorValueSelector"], {
0814 0, {Left, Bottom}}, {Left, Top},
0815 "ClosingActions" -> {
0816 "SelectionDeparture", "ParentChanged",
0817 "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
0818 Automatic, Method -> "Preemptive"],
0819 RGBColor[0.880722, 0.611041, 0.142051], Editable -> False,
0820 Selectable -> False], ",",
0821 RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
0822 ",",
0823 RowBox[{"Directive", "[",
0824 RowBox[{
0825 RowBox[{"Opacity", "[", "1.`", "]"}], ",",
0826 InterpretationBox[
0827 ButtonBox[
0828 TooltipBox[
0829 GraphicsBox[{{
0830 GrayLevel[0],
0831 RectangleBox[{0, 0}]}, {
0832 GrayLevel[0],
0833 RectangleBox[{1, -1}]}, {
0834 RGBColor[0.560181, 0.691569, 0.194885],
0835 RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
0836 "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
0837 FrameStyle ->
0838 RGBColor[
0839 0.37345400000000006`, 0.461046, 0.12992333333333334`],
0840 FrameTicks -> None, PlotRangePadding -> None, ImageSize ->
0841 Dynamic[{
0842 Automatic, 1.35 CurrentValue["FontCapHeight"]/
0843 AbsoluteCurrentValue[Magnification]}]],
0844 StyleBox[
0845 RowBox[{"RGBColor", "[",
0846 RowBox[{"0.560181`", ",", "0.691569`", ",", "0.194885`"}],
0847 "]"}], NumberMarks -> False]], Appearance -> None,
0848 BaseStyle -> {}, BaselinePosition -> Baseline,
0849 DefaultBaseStyle -> {}, ButtonFunction :>
0850 With[{Typeset`box$ = EvaluationBox[]},
0851 If[
0852 Not[
0853 AbsoluteCurrentValue["Deployed"]],
0854 SelectionMove[Typeset`box$, All, Expression];
0855 FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
0856 FrontEnd`Private`$ColorSelectorInitialColor =
0857 RGBColor[0.560181, 0.691569, 0.194885];
0858 FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
0859 MathLink`CallFrontEnd[
0860 FrontEnd`AttachCell[Typeset`box$,
0861 FrontEndResource["RGBColorValueSelector"], {
0862 0, {Left, Bottom}}, {Left, Top},
0863 "ClosingActions" -> {
0864 "SelectionDeparture", "ParentChanged",
0865 "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
0866 Automatic, Method -> "Preemptive"],
0867 RGBColor[0.560181, 0.691569, 0.194885], Editable -> False,
0868 Selectable -> False], ",",
0869 RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}],
0870 ",",
0871 RowBox[{"Directive", "[",
0872 RowBox[{
0873 RowBox[{"Opacity", "[", "1.`", "]"}], ",",
0874 InterpretationBox[
0875 ButtonBox[
0876 TooltipBox[
0877 GraphicsBox[{{
0878 GrayLevel[0],
0879 RectangleBox[{0, 0}]}, {
0880 GrayLevel[0],
0881 RectangleBox[{1, -1}]}, {
0882 RGBColor[0.922526, 0.385626, 0.209179],
0883 RectangleBox[{0, -1}, {2, 1}]}}, DefaultBaseStyle ->
0884 "ColorSwatchGraphics", AspectRatio -> 1, Frame -> True,
0885 FrameStyle ->
0886 RGBColor[
0887 0.6150173333333333, 0.25708400000000003`,
0888 0.13945266666666667`], FrameTicks -> None,
0889 PlotRangePadding -> None, ImageSize ->
0890 Dynamic[{
0891 Automatic, 1.35 CurrentValue["FontCapHeight"]/
0892 AbsoluteCurrentValue[Magnification]}]],
0893 StyleBox[
0894 RowBox[{"RGBColor", "[",
0895 RowBox[{"0.922526`", ",", "0.385626`", ",", "0.209179`"}],
0896 "]"}], NumberMarks -> False]], Appearance -> None,
0897 BaseStyle -> {}, BaselinePosition -> Baseline,
0898 DefaultBaseStyle -> {}, ButtonFunction :>
0899 With[{Typeset`box$ = EvaluationBox[]},
0900 If[
0901 Not[
0902 AbsoluteCurrentValue["Deployed"]],
0903 SelectionMove[Typeset`box$, All, Expression];
0904 FrontEnd`Private`$ColorSelectorInitialAlpha = 1;
0905 FrontEnd`Private`$ColorSelectorInitialColor =
0906 RGBColor[0.922526, 0.385626, 0.209179];
0907 FrontEnd`Private`$ColorSelectorUseMakeBoxes = True;
0908 MathLink`CallFrontEnd[
0909 FrontEnd`AttachCell[Typeset`box$,
0910 FrontEndResource["RGBColorValueSelector"], {
0911 0, {Left, Bottom}}, {Left, Top},
0912 "ClosingActions" -> {
0913 "SelectionDeparture", "ParentChanged",
0914 "EvaluatorQuit"}]]]], BaseStyle -> Inherited, Evaluator ->
0915 Automatic, Method -> "Preemptive"],
0916 RGBColor[0.922526, 0.385626, 0.209179], Editable -> False,
0917 Selectable -> False], ",",
0918 RowBox[{"AbsoluteThickness", "[", "1.6`", "]"}]}], "]"}]}],
0919 "}"}], ",",
0920 RowBox[{"{",
0921 RowBox[{#, ",", #2, ",", #3, ",", #4}], "}"}], ",",
0922 RowBox[{"LegendMarkers", "\[Rule]", "None"}], ",",
0923 RowBox[{"LabelStyle", "\[Rule]",
0924 RowBox[{"{", "}"}]}], ",",
0925 RowBox[{"LegendLayout", "\[Rule]", "\"Column\""}]}], "]"}]& ),
0926 Editable -> True], TraditionalForm], TraditionalForm]},
0927 "Legended",
0928 DisplayFunction->(GridBox[{{
0929 TagBox[
0930 ItemBox[
0931 PaneBox[
0932 TagBox[#, "SkipImageSizeLevel"], Alignment -> {Center, Baseline},
0933 BaselinePosition -> Baseline], DefaultBaseStyle -> "Labeled"],
0934 "SkipImageSizeLevel"],
0935 ItemBox[#2, DefaultBaseStyle -> "LabeledLabel"]}},
0936 GridBoxAlignment -> {"Columns" -> {{Center}}, "Rows" -> {{Center}}},
0937 AutoDelete -> False, GridBoxItemSize -> Automatic,
0938 BaselinePosition -> {1, 1}]& ),
0939 Editable->True,
0940 InterpretationFunction->(RowBox[{"Legended", "[",
0941 RowBox[{#, ",",
0942 RowBox[{"Placed", "[",
0943 RowBox[{#2, ",", "After"}], "]"}]}], "]"}]& )]], "Output",
0944 CellChangeTimes->{
0945 3.835289992340705*^9, 3.835290031091063*^9, 3.8352900763559113`*^9,
0946 3.8352901154352617`*^9, 3.835290151170678*^9, {3.8352902352691517`*^9,
0947 3.835290244650432*^9}, 3.8352905149674273`*^9, 3.835290593245359*^9,
0948 3.8352906337164783`*^9, 3.8352906836564207`*^9, {3.835290770419504*^9,
0949 3.835290894538228*^9}, 3.835290926201765*^9, {3.8352909939271593`*^9,
0950 3.8352910019858932`*^9}, {3.8352910457776117`*^9,
0951 3.8352910826143913`*^9}, {3.83529112974439*^9, 3.835291186856593*^9}, {
0952 3.83529125225346*^9, 3.8352912814830837`*^9}, {3.8352914114241343`*^9,
0953 3.835291479223868*^9}, {3.8352915135216923`*^9, 3.83529155637468*^9},
0954 3.835291597419319*^9, {3.838938295329398*^9, 3.8389383208092613`*^9},
0955 3.869685171279627*^9, 3.869685226713813*^9, {3.8696853044788837`*^9,
0956 3.869685341531784*^9}, {3.869685490127643*^9, 3.869685503311445*^9},
0957 3.8696855693344097`*^9, 3.869686002730583*^9, {3.869686055337903*^9,
0958 3.86968607692313*^9}, {3.869686113655499*^9, 3.869686121408654*^9},
0959 3.8696863828438272`*^9, {3.869686431047131*^9, 3.869686450618515*^9},
0960 3.869686557655054*^9, 3.869688470833214*^9, 3.869688519900467*^9, {
0961 3.8696904910745487`*^9, 3.869690514018792*^9}, 3.869690560224526*^9, {
0962 3.869690591926291*^9, 3.869690625968318*^9}, 3.869690672504656*^9},
0963 CellLabel->
0964 "Out[236]=",ExpressionUUID->"85e90bd0-119a-453a-bd51-a82fc52b9168"]
0965 }, Open ]]
0966 },
0967 WindowSize->{1356, 729},
0968 WindowMargins->{{Automatic, -1358}, {Automatic, 18}},
0969 Magnification:>1.1 Inherited,
0970 FrontEndVersion->"12.0 for Linux x86 (64-bit) (April 8, 2019)",
0971 StyleDefinitions->"Default.nb"
0972 ]
0973 (* End of Notebook Content *)
0974
0975 (* Internal cache information *)
0976 (*CellTagsOutline
0977 CellTagsIndex->{}
0978 *)
0979 (*CellTagsIndex
0980 CellTagsIndex->{}
0981 *)
0982 (*NotebookFileOutline
0983 Notebook[{
0984 Cell[558, 20, 274, 7, 35, "Input",ExpressionUUID->"158ea96a-5626-4764-b6c8-d0189205f6c0"],
0985 Cell[835, 29, 276, 7, 35, "Input",ExpressionUUID->"d4fd02d5-1326-462e-bd82-e446d3176a66"],
0986 Cell[CellGroupData[{
0987 Cell[1136, 40, 3214, 75, 411, "Input",ExpressionUUID->"b3afdae1-615d-44fc-9b8e-ff210d7c8c02"],
0988 Cell[4353, 117, 968, 15, 26, "Print",ExpressionUUID->"15cb8d35-0100-464e-b067-c89fbbc9ccb7"],
0989 Cell[5324, 134, 1450, 21, 39, "Output",ExpressionUUID->"92a30cfd-34c3-4f2d-afb8-02411e7853e4"],
0990 Cell[6777, 157, 979, 15, 26, "Print",ExpressionUUID->"66fac77a-e1ea-4a0e-85a1-aa65de749a11"],
0991 Cell[7759, 174, 1536, 24, 39, "Output",ExpressionUUID->"6cd8a339-c241-4ac4-8e8c-5734e1d8e83b"],
0992 Cell[9298, 200, 1578, 25, 39, "Output",ExpressionUUID->"2c203291-796d-4baa-966a-22f2596e8c1c"],
0993 Cell[10879, 227, 39533, 736, 290, "Output",ExpressionUUID->"85e90bd0-119a-453a-bd51-a82fc52b9168"]
0994 }, Open ]]
0995 }
0996 ]
0997 *)
0998