Merge remote-tracking branch 'upstream/master' into Baer

104 files changed, 49827 insertions, 389 deletions

diff --git a/buch/papers/erdbeben/Gausskurve2.pdf b/buch/papers/erdbeben/Gausskurve2.pdf
index bee3bc0..5e4afdf 100644
--- a/buch/papers/erdbeben/Gausskurve2.pdf
+++ b/buch/papers/erdbeben/Gausskurve2.pdf
diff --git a/buch/papers/erdbeben/Gausskurve2.tex b/buch/papers/erdbeben/Gausskurve2.tex
index 44319c3..2441766 100644
--- a/buch/papers/erdbeben/Gausskurve2.tex
+++ b/buch/papers/erdbeben/Gausskurve2.tex
@@ -1,13 +1,12 @@
 \documentclass{standalone}
  
 \usepackage{pgfplots}
- 
+\usepackage{txfonts}
 \pgfplotsset{compat = newest}
  
 \begin{document}
 
-
-\begin{tikzpicture}
+\begin{tikzpicture}[>=latex,thick]
 
 
 \begin{axis}[
diff --git a/buch/papers/erdbeben/Gausskurve3.pdf b/buch/papers/erdbeben/Gausskurve3.pdf
index e86a403..b86023f 100644
--- a/buch/papers/erdbeben/Gausskurve3.pdf
+++ b/buch/papers/erdbeben/Gausskurve3.pdf
diff --git a/buch/papers/erdbeben/Gausskurve3.tex b/buch/papers/erdbeben/Gausskurve3.tex
index 85455ef..032d6de 100644
--- a/buch/papers/erdbeben/Gausskurve3.tex
+++ b/buch/papers/erdbeben/Gausskurve3.tex
@@ -1,13 +1,12 @@
 \documentclass{standalone}
  
 \usepackage{pgfplots}
- 
+\usepackage{txfonts}
 \pgfplotsset{compat = newest}
  
 \begin{document}
 
-
-\begin{tikzpicture}
+\begin{tikzpicture}[>=latex,thick]
 
 
 \begin{axis}[
diff --git a/buch/papers/erdbeben/main.tex b/buch/papers/erdbeben/main.tex
index 95f1f4b..4167475 100644
--- a/buch/papers/erdbeben/main.tex
+++ b/buch/papers/erdbeben/main.tex
@@ -4,7 +4,7 @@
 % (c) 2020 Hochschule Rapperswil
 %
 \chapter{Erdbebenmessung\label{chapter:erdbeben}}
-\lhead{Thema}
+\lhead{Erdbeben}
 \begin{refsection}
 \chapterauthor{Lukas Zogg und
 Fabio Veicelli}
diff --git a/buch/papers/erdbeben/references.bib b/buch/papers/erdbeben/references.bib
index 56ca24b..444c82d 100644
--- a/buch/papers/erdbeben/references.bib
+++ b/buch/papers/erdbeben/references.bib
@@ -1,22 +1,22 @@
 %% This BibTeX bibliography file was created using BibDesk.
 %% https://bibdesk.sourceforge.io/
 
-%% Created for lukas zogg at 2021-07-17 16:48:19 +0200 
+%% Created for lukas zogg at 2021-07-27 17:56:45 +0200 
 
 
 %% Saved with string encoding Unicode (UTF-8) 
 
 
 
-@article{aragher_understanding_2012,
+@article{erdbeben:aragher_understanding_2012,
 	author = {Faragher, Ramsey},
 	date-added = {2021-07-17 16:44:00 +0200},
 	date-modified = {2021-07-17 16:45:54 +0200},
-	journal = { Signal Processing Magazine},
+	journal = {Signal Processing Magazine},
 	month = {09},
 	number = {5},
 	pages = {128--132},
-	title = {Understanding the Basis of the Kalman Filter Via a Simple and Intuitive Derivation },
+	title = {Understanding the Basis of the Kalman Filter Via a Simple and Intuitive Derivation},
 	volume = {29},
 	year = {2012},
 	Bdsk-File-1 = {YnBsaXN0MDDSAQIDBFxyZWxhdGl2ZVBhdGhZYWxpYXNEYXRhXxByLi4vLi4vLi4vLi4vLi4vLi4vRG93bmxvYWRzL1VuZGVyc3RhbmRpbmcgdGhlIEJhc2lzIG9mIHRoZSBLYWxtYW4gRmlsdGVyIFZpYSBhIFNpbXBsZSBhbmQgSW50dWl0aXZlIERlcml2YXRpb24ucGRmTxECbgAAAAACbgACAAAMTWFjaW50b3NoIEhEAAAAAAAAAAAAAAAAAAAAAAAAAEJEAAH/////H1VuZGVyc3RhbmRpbmcgdGhlICNGRkZGRkZGRi5wZGYAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP////8AAAAAAAAAAAAAAAAABgACAAAKIGN1AAAAAAAAAAAAAAAAAAlEb3dubG9hZHMAAAIAci86VXNlcnM6bHVrYXN6b2dnOkRvd25sb2FkczpVbmRlcnN0YW5kaW5nIHRoZSBCYXNpcyBvZiB0aGUgS2FsbWFuIEZpbHRlciBWaWEgYSBTaW1wbGUgYW5kIEludHVpdGl2ZSBEZXJpdmF0aW9uLnBkZgAOAK4AVgBVAG4AZABlAHIAcwB0AGEAbgBkAGkAbgBnACAAdABoAGUAIABCAGEAcwBpAHMAIABvAGYAIAB0AGgAZQAgAEsAYQBsAG0AYQBuACAARgBpAGwAdABlAHIAIABWAGkAYQAgAGEAIABTAGkAbQBwAGwAZQAgAGEAbgBkACAASQBuAHQAdQBpAHQAaQB2AGUAIABEAGUAcgBpAHYAYQB0AGkAbwBuAC4AcABkAGYADwAaAAwATQBhAGMAaQBuAHQAbwBzAGgAIABIAEQAEgBwVXNlcnMvbHVrYXN6b2dnL0Rvd25sb2Fkcy9VbmRlcnN0YW5kaW5nIHRoZSBCYXNpcyBvZiB0aGUgS2FsbWFuIEZpbHRlciBWaWEgYSBTaW1wbGUgYW5kIEludHVpdGl2ZSBEZXJpdmF0aW9uLnBkZgATAAEvAAAVAAIAEP//AAAACAANABoAJACZAAAAAAAAAgEAAAAAAAAABQAAAAAAAAAAAAAAAAAAAws=}}
diff --git a/buch/papers/erdbeben/teil0.tex b/buch/papers/erdbeben/teil0.tex
index 8ce8ff2..c099340 100644
--- a/buch/papers/erdbeben/teil0.tex
+++ b/buch/papers/erdbeben/teil0.tex
@@ -23,6 +23,7 @@ Die Masse schwing jedoch in seiner Eigendynamik weiter.
 Relativbewegung des Bodens kann damit als Auslenkung im Zeitverlauf gemessen werden.
 In modernen Seismographen wird die Bodenbewegung in alle Richtungen gemessen, sowohl Horizontal als auch Vertikal. 
 Wir konstruieren uns eine einfachere Version eines Seismographen mit eine Gehäuse, an dem zwei Federn und eine Masse befestigt sind. 
+Der Seismograph ist in Abbildung ~\ref{erdbeben:Seismograph} ersichtlich.
 Ein Sensor unter der Masse misst die Position, bzw. die Auslenkung der Feder und der Masse.
 Dies bedeutet, unser Seismograph kann nur in eine Dimension Messwerte aufnehmen. 
 
@@ -30,52 +31,52 @@ Dies bedeutet, unser Seismograph kann nur in eine Dimension Messwerte aufnehmen.
  \begin{center}
  \includegraphics[width=5cm]{papers/erdbeben/Apperatur}
  \caption{Aufbau des Seismographen mit Gehäuse, Masse, Federn und Sensor}
+ \label{erdbeben:Seismograph}
  \end{center}
 \end{figure}
 
 \subsection{Ziel}
 Unser Seismograph misst nur die Position der Masse über die Zeit. 
-Wir wollen jedoch die Beschleunigung $a(t)$ des Boden bzw. die Kraft $f(t)$ welche auf das Gehäuse wirkt bestimmten.  
-Anhand dieser Beschleunigung bzw. der Krafteinwirkung durch die Bodenbewegung wird später das Bauwerk bemessen.
+Wir wollen jedoch die Beschleunigung $a(t)$ des Boden, bzw. die Kraft $f(t)$, welche auf das Gehäuse wirkt, bestimmten.  
+Anhand dieser Beschleunigung, bzw. der Krafteinwirkung durch die Bodenbewegung, wird später das Bauwerk bemessen.
 Dies bedeutet, die für uns interessante Grösse $f(t)$ wird nicht durch einen Sensor erfasst. 
 Jedoch können wir durch zweifaches ableiten der Positionsmessung $s(t)$ die Beschleunigung der Masse berechnen. 
 Das heisst: Die Messung ist zweifach Integriert die Kraft $f(t)$ inklusive der Eigendynamik der Masse.
-Um die Bewegung der Masse zu berechnen, müssen wir Gleichungen für unser System finden.
+Um die Krafteinwirkung der Masse zu berechnen, müssen wir Gleichungen für unser System finden.
 
 \subsection{Systemgleichung}
-Im Fall unseres Seismographen, kann die Differentialgleichung zweiter Ordnung einer gedämpften Schwingung am harmonischen Oszillator verwendet werden. 
-Diese lautet:
+Im Paper~\cite{erdbeben:mendezmueller} wurde das System gleich definiert und vorgegangen. 
+Im Fall unseres Seismographen, handelt es sich um ein Feder-Masse-Pendel.
+Dieser kann durch die Differentialgleichung zweiter Ordnung einer gedämpften Schwingung am harmonischen Oszillator beschrieben werden. 
+Die Gleichung lautet:
 \begin{equation}
-m\ddot s + 2k \dot s + Ds = f
+m\ddot s + 2k \dot s + Ds = f.
 \end{equation}
-mit den Konstanten $m$ = Masse, $k$ = Dämpfungskonstante und $D$  = Federkonstante.
-Da die DGL linear ist, kann sie in die kompaktere und einfachere Matrix-Form umgewandelt werden. Dazu wird die Differentialgleichung zweiter Ordnung substituiert:
-\[ {s_1}=s \qquad
-{s_2}=\dot s,  \qquad\]
-Somit entstehen die Gleichungen für die Position $s(t)$ der Masse :
+wobei $m$ die Masse, $k$ die Dämpfungskonstante und $D$ die Federkonstante bezeichnet.
+Da die Differentialgleichung linear ist, kann sie in die kompaktere und einfachere Matrix-Form umgewandelt werden.
+Dazu verwenden wir die Subsitution:
+\[ 
s_1 = s 
\qquad \text{und} \qquad
s_2 = \dot s
.
\]
+Somit entstehen die Gleichungen für die Position $ \dot s_1(t)$ der Masse :
 \[ \dot {s_1} = {s_2}\] 
 und
-\[ \dot s_2 = -\frac{D}{m} {s_1} -\frac{2k}{m} {s_2} + \frac{f} {m} \] für die Beschleunigung $a(t)$ der Masse.
-
+\[ \dot s_2 = -\frac{D}{m} {s_1} -\frac{2k}{m} {s_2} + \frac{f} {m} \] 
+für die Beschleunigung $\dot s_2(t)$ der Masse.
 Diese können wir nun in der Form
-\[ {s_3}=-\frac{D}{m} {s_1} -\frac{2k}{m} {s_2} + \frac{f} {m} \]
+\[ f =-\frac{D}{m} {s_1} -\frac{2k}{m} {s_2} + \frac{f} {m} \]
 auch als Matrix-Vektor-Gleichung darstellen.
 Dafür wird die Gleichung in die Zustände aufgeteilt. 
-Die für uns relevanten Zustände sind die Position der Masse, die Geschwindigkeit der Masse und die äussere Beschleunigung des ganzen System. 
-Dabei muss unterschieden werden, um welche Beschleunigung es sich handelt. 
-Das System beinhaltet sowohl eine Beschleunigung der Masse, innere Beschleunigung, als auch eine Beschleunigung der ganzen Apparatur, äussere Beschleunigung. 
-In unserem Fall wird die äusseren Beschleunigung gesucht, da diese der Erdbebenanregung gleich kommt. 
-\begin{equation}
-\frac{d}{dt} \left(\begin{array}{c} {s_1} \\ {s_2}  \end{array}\right) = \left(
- \begin{array}{ccc} 	
-0 & 1& 0 \\ 
-- \frac{D}{m} &-\frac{2k}{m} & \frac{1} {m}\\
-\end{array}\right)  \left(\begin{array}{c} {s_1} \\ {s_2} \\ {s_3} \end{array}\right).
-\end{equation}
-
-Durch Rücksubstituion ergibt sich:
+Die für uns relevanten Zustände sind die Position der Masse, die Geschwindigkeit der Masse und die äussere Beschleunigung des ganzen Systems. 
+
+Dabei muss unterschieden werden, um welche Beschleunigung es sich handelt.
+Das System beinhaltet sowohl eine Beschleunigung der Masse (innere Beschleunigung) als auch eine Beschleunigung der ganzen Apparatur (äussere Beschleunigung). 
+In unserem Fall wird die äusseren Beschleunigung gesucht, da diese der Erdbebenanregung gleich kommt.
+Dazu wird ein Zustandsvektor definiert:
+\[ 
+ \left(\begin{array}{c} {s_1} \\ {s_2} \\ {f} \end{array}\right).
+ \] 
+Durch Rücksubstituion ergibt sich uns folgende Systemgleichung in Matrix schreibweise, , wobei $\sot {s_1}= v$ ist:
 \begin{equation}
-\frac{d}{dt} \left(\begin{array}{c} s(t) \\ v(t) \end{array}\right) = \left(
+\frac{d}{dt} \left(\begin{array}{c} s(t) \\ v(t) \\ f(t) \end{array}\right) = \left(
  \begin{array}{ccc} 	
 0 & 1& 0 \\ 
 - \frac{D}{m} &-\frac{2k}{m} & \frac{1} {m}\\
diff --git a/buch/papers/erdbeben/teil1.tex b/buch/papers/erdbeben/teil1.tex
index e07800f..6c334bf 100644
--- a/buch/papers/erdbeben/teil1.tex
+++ b/buch/papers/erdbeben/teil1.tex
@@ -14,6 +14,8 @@
 \rhead{Kalman-Filter}
 
 \section{Kalman-Filter}
+Interessante Grösse ist also Integral von Überlagerung zweier Kräfte. 
+Wir brauchen also dir zweite Ableitung von der Messung , ohne deren Eigendynamik.
 Da wir die äussere Kraft nicht direkt messen können, benötigen wir ein Werkzeug, welches aus der gemessenen Position, die Krafteinwirkung auf unsere System schätzt. 
 Dies ist eine typische Anwendung für das Kalman-Filter.
 Unser Ziel ist es, anhand der Messung die eigentlich interessante Grösse $f$ zu bestimmen. 
@@ -23,8 +25,8 @@ Die Idee dahinter ist, dass das Kalman-Filter die nicht-deterministische Grösse
 Für mehrere Dimensionen (x,y,z) würde der Pythagoras für das System benötigt werden.
 Da sich der Pythagoras bekanntlich nicht linear verhält, kann kein lineares Kalman-Filter implementiert werden. 
 Da das Kalman-Filter besonders effektiv und einfach für lineare Abläufe geeignet ist, würde eine zweidimensionale Betrachtung den Rahmen dieser Arbeit sprengen. 
-Für ein nicht-lineares System werden Extended Kalman-Filter benötigt, bei denen die System-Matrix (A) durch die Jacobi-Matrix des System ersetzt wird.
 Einfachheitshalber beschränken wir uns auf den linearen Fall, da dadurch die wesentlichen Punkte bereits aufgezeigt werden. 
+Für ein nicht-lineares System werden Extended Kalman-Filter benötigt, bei denen die System-Matrix (A) durch die Jacobi-Matrix des System ersetzt wird.
 
 \subsection{Geschichte}
 Das Kalman-Filter wurde 1960 von Rudolf Emil Kalman entdeckt und direkt von der NASA für die Appollo Mission benutzt.
@@ -35,57 +37,60 @@ Das Filter schätzt den Zustand eines Systems anhand von Messungen und kann den
 Das Kalman-Filter schätzt den wahrscheinlichsten Wert zwischen Normalverteilungen.
 Dies bedeutet, das Filter schätzt nicht nur den Mittelwert, sondern auch die Standartabweichung.
 Da Normalverteilungen dadurch vollständig definiert sind, schätzt ein Kalman-Filter die gesamte Verteilungsfunktion des Zustandes.
+In der Abbildung~\ref{erdbeben: Zwei Normalverteilungen} sind zwei Funktionen dargestellt. 
 Die eine Funktion zeigt die errechnete Vorhersage des Zustands, bzw. deren Normalverteilung. 
 Die andere Funktion zeigt die verrauschte Messung des nächsten Zustand, bzw. deren Normalverteilung. 
-Wie man am Beispiel der Gauss-Verteilungen unten sehen kann, ist sowohl der geschätzte Zustand als auch der gemessene Zustand normalverteilt und haben dementsprechend unterschiedliche Standardabweichungen $\sigma$ und Erwartungswerte $\mu$.
-
+Wie man am Beispiel der Gauss-Verteilungen in Abblidung~\ref{erdbeben: Zwei Normalverteilungen} sehen kann, ist sowohl der geschätzte Zustand als auch der gemessene Zustand normalverteilt und haben dementsprechend unterschiedliche Standardabweichungen $\sigma$ und Erwartungswerte $\mu$. Dies wird in~\cite{erdbeben:aragher_understanding_2012}beschrieben.
 \begin{figure}
  \begin{center}
  \includegraphics[width=5cm]{papers/erdbeben/Gausskurve2.pdf}
  \caption{Zwei Normalerteilungen; Die eine Funktion zeigt die Vorhersage, die andere die Messung}
+    \label{erdbeben: Zwei Normalverteilungen}
  \end{center}
 \end{figure}
-
-
+Wir haben eine Vorhersage aus der Systemdynamik und eine Messung des Zustandes.
+Diese widersprechen sich im Allgemeinen. 
+Jedoch wissen wir die Wahrscheinlichkeiten der beiden Aussagen. 
 Um eine genauere Schätzung des Zustandes zu machen, wird nun ein Wert zwischen den beiden Verteilungen berechnet. 
 Nun wird eine Eigenschaft der Normalverteilung ausgenutzt. Durch das Multiplizieren zweier Normalverteilungen entsteht eine neue Normalverteilung. 
 Wir haben eine Normalverteilung der Vorhersage:
-
-\[ {y_1}(x;{\mu_1},{\sigma_1})=\frac{1}{\sqrt{2\pi\sigma_1^2}}\quad e^{-\frac{(x-{\mu_1})^2}{2{\sigma_1}^2}} \]
+\[ 
+{y_1}(x;{\mu_1},{\sigma_1})=\frac{1}{\sqrt{2\pi\sigma_1^2}}\quad e^{-\frac{(x-{\mu_1})^2}{2{\sigma_1}^2}} 
+\]
 und der Messung:
-\[ {y_2}(x;{\mu_2},{\sigma_2})=\frac{1}{\sqrt{2\pi\sigma_2^2}}\quad e^{-\frac{(x-{\mu_2})^2}{2{\sigma_2}^2}}. \]
-
-
-
-Diesen werden nun Multipliziert und durch deren Fläche geteilt um sie wieder zu Normieren:
-\[
-{y_f}(x;{\mu_f},{\sigma_f})=\frac{ \frac{1}{\sqrt{2\pi\sigma_1^2}}e^{-\frac{(x-{\mu_1})^2}{2{\sigma_1}^2}} \cdot \frac{1}{\sqrt{2\pi\sigma_2^2}}e^{-\frac{(x-{\mu_2})^2}{2{\sigma_2}^2}}}{\int {y_1}\cdot{y_2} dx\,}
- \] 
-
+\[ 
+{y_2}(x;{\mu_2},{\sigma_2})=\frac{1}{\sqrt{2\pi\sigma_2^2}}\quad e^{-\frac{(x-{\mu_2})^2}{2{\sigma_2}^2}}.
+\]
+Diesen werden nun multipliziert und durch deren Fläche geteilt um sie wieder zu normieren, $\odot$ beschreibt dabei die Multiplikation und die Normierung auf den Flächeninhalt eins :
+\begin{align*}
	{y_f}(x; {\mu_f}, {\sigma_f}) = {y_1}(x;{ \mu_1},{ \sigma_1}) \odot {y_2}(x; {\mu_2}, {\sigma_2})
+	&=
+	\frac{1}{\sqrt{2\pi\sigma_1^2}}\quad e^{-\frac{(x-{\mu_1})^2}{2{\sigma_1}^2}} \odot \frac{1}{\sqrt{2\pi\sigma_2^2}}\quad e^{-\frac{(x-{\mu_2})^2}{2{\sigma_2}^2}}
+	\\
+	&=
	\frac{ \frac{1}{\sqrt{2\pi\sigma_1^2}}e^{-\frac{(x-{\mu_1})^2}{2{\sigma_1}^2}} \cdot \frac{1}{\sqrt{2\pi\sigma_2^2}}e^{-\frac{(x-{\mu_2})^2}{2{\sigma_2}^2}}}{\int {y_1} {y_2} dx}.
\end{align*}
 Diese Kombination der beiden Verteilungen resultiert wiederum in einer Normalverteilung
-\[ {y_f}(x; {\mu_f}, {\sigma_f}) = {y_1}(x;{ \mu_1},{ \sigma_1}) {\cdot y_2}(x; {\mu_2}, {\sigma_2}), \]
 mit Erwartungswert
 \[ \mu_f = \frac{\mu_1\sigma_2^2 + \mu_2 \sigma_1^2}{\sigma_1^2 + \sigma_2^2} \]
 und Varianz
-\[ \sigma_f^2 = \frac{\sigma_1^2 \sigma_2^2}{\sigma_1^2 + \sigma_2^2}. \]
-
+\[
+\sigma_f^2 = \frac{\sigma_1^2 \sigma_2^2}{\sigma_1^2 + \sigma_2^2}.
+\]
 Dadurch gleicht sich die neue Kurve den anderen an. Interessant daran ist, dass die fusionierte Kurve sich der genauere Normal-Verteilung anpasst.
 Ist ${\sigma_2}$ klein und ${\sigma_1}$ gross, so wird sich die fusionierte Kurve näher an ${y_2}(x;{\mu_2},{\sigma_2})$ begeben.
-Sie ist also gewichtet und die best mögliche Schätzung. 
-
-
+Somit ist $\mu_f$ ist das gewichtete Mittel der beiden $\mu_{1,2}$, und die Varianzen sind die Gewichte!
+Die neue Funktion ist die best mögliche Schätzung für zwei Verteilungen, welche den selben Zustand beschreiben. 
+Dies ist in der Abbildung~\ref{erdbeben:Gauss3} anhand der rote Funktion ersichtlich. 
 \begin{figure}
  \begin{center}
  \includegraphics[width=5cm]{papers/erdbeben/Gausskurve3.pdf}
  \caption{Durch das Multiplizieren der blauen und der orangen Verteilung entsteht die die rote, optimale Funktion}
+ \label{erdbeben:Gauss3}
  \end{center}
 \end{figure}
-
-
 Was in zwei Dimensionen erklärt wurde, funktioniert auch in mehreren Dimensionen. 
 Dieses Prinzip mach sich das Kalman Filter zu nutze, und wird von uns für die Erdbeben Berechnung genutzt. 
 
 \section{Filter-Matrizen}
+Da wir nun ein Werkzeug besitzen, dass die Beschleunigung, welche auf das Gehäuse wirkt, ermitteln kann, wird dieses nun Schritt für Schritt erklärt. 
 Um den Kalman Filter zu starten, müssen gewisse Bedingungen definiert werden. 
 In diesem Abschnitt werden die einzelnen Parameter und Matrizen erklärt und erläutert, wofür sie nützlich sind. 
 
@@ -94,8 +99,6 @@ In diesem Abschnitt werden die einzelnen Parameter und Matrizen erklärt und erl
 Das Filter benötigt eine Anfangsbedingung. 
 In unserem Fall ist es die Ruhelage, die Masse bewegt sich nicht. 
 Zudem erfährt die Apparatur keine äussere Kraft.
-
-
 \[ {x_0 }= \left( \begin{array}{c} {s_0}\\ {v_0}\\{f_0}\end{array}\right) = \left( \begin{array}{c} 0\\ 0\\ 0\end{array}\right) \]
 
 \subsubsection*{Anfangsfehler / Kovarianzmatrix $P$}
@@ -108,7 +111,6 @@ Kovarianz: Cov(x, y) und Varianz: Var(x) = Cov(x, x)
 In unserem Fall ist der Anfangszustand gut bekannt. 
 Wir gehen davon aus, dass das System in Ruhe und in Abwesenheit eines Erdbeben startet, somit kann die Matrix mit Nullen bestückt werden. 
 Als Initialwert für die Kovarianzmatrix ergibt sich
-
 \[ 
 {P_0 }=
 \left(
@@ -145,9 +147,9 @@ Die Matrix $\Phi$ beschreibt die Übergänge zwischen zeitlich aufeinanderfolgen
 
 \subsubsection*{Prozessrauschkovarianzmatrix $Q$}
 Die Prozessrauschmatrix teilt dem Filter mit, wie sich der Prozess verändert. 
-Kalman-Filter berücksichtigen sowohl Unsicherheiten wie Messfehler und -rauschen. 
-In der Matrix $Q$ geht es jedoch im die Unsicherheit die der Prozess mit sich bringt. 
-Bei unserem Modell könnte das beispielsweise ein Windstoss an die Masse sein. 
+Kalman-Filter berücksichtigen Unsicherheiten wie Messfehler und -rauschen. 
+In der Matrix $Q$ geht es jedoch um die Unsicherheit, die der Prozess mit sich bringt. 
+Bei unserem Modell könnte das beispielsweise ein Windstoss an die Masse sein oder auch die Ungenauigkeiten im Modell, wie die Annahme das dich die Kraft nicht ändert.
 Für uns wäre dies:
 \[ 
 Q = \left(
@@ -157,7 +159,6 @@ Q = \left(
 0 & 0& {\sigma_f }^2\\
 \end{array}\right)  
  \]
-
 Die Standabweichungen müssten statistisch ermittelt werden, da der Fehler nicht vom Sensor kommt und somit nicht vom Hersteller gegeben ist. 
 Das Bedeutet wiederum dass $Q$ die Unsicherheit des Prozesses beschreibt und nicht die der Messung.
 
@@ -165,13 +166,15 @@ Das Bedeutet wiederum dass $Q$ die Unsicherheit des Prozesses beschreibt und nic
 Die Messmatrix gibt an, welche Parameter gemessen werden. 
 $H$ ist die Gleichung die für die Vorhersage der Messung.
 In unserem Falle ist es die Position der Massen. 
-
-\[ H = (1, 0, 0) \]
+\[ 
+H = (1, 0, 0) 
+\]
 
 \subsubsection*{Messrauschkovarianz $R$}
 Die Messrauschkovarianzmatrix beinhaltet, wie der Name schon sagt, das Rauschen der Messung. 
 In unserem Fall wird nur die Position der Masse gemessen. Da wir keine anderen Sensoren haben ist $R$ lediglich:
-\[ R= ({\sigma_{sensor}}^2).
+\[ 
+R= ({\sigma_\mathrm{sensor}}^2).
  \] 
 Diese Messrauchen wird meistens vom Sensorhersteller angegeben. 
 Für unsere theoretische Apparatur wird hier ein kleiner Fehler eingesetzt da heutige Sensoren sehr genau messen können. 
@@ -182,19 +185,25 @@ Zuerst wird der nächste Zustand der Masse vorhergesagt, danach wird die Messung
 Das Filter berechnet aufgrund der aktuellen Schätzung eine Vorhersage. 
 Diese wird, sobald verfügbar, mit der Messung verglichen. 
 Aus dieser Differenz und den Unsicherheiten des Prozesses ($Q$) und der Messung ($R$) wird der wahrscheinlichste, neue Zustand geschätzt.
+Dabei muss genau auf den Index geachtet werden. Nach dem Artikel~\cite{erdbeben:wikipedia} ist die Indexierung so genormt:
+Der Zeitschritt wird mit $k$ definiert, $k-1$ ist somit ein Zeitschritt vor $k$.
+Auf der linken Seite von | wird der aktuelle Zustand verlangt, bzw. ausgegeben, auf der rechten Seiten den bisherigen Zustand.
+Dies bedeutet, dass die Notation $x_{n|m}$ die Schätzung von $x$ zum Zeitpunkt $n$ bis und mit zur Zeitpunkt $m \leq \ n$ präsentiert. 
 
 \subsubsection*{Vorhersage}
 Im Filterschritt Vorhersage wird der nächste Zustand anhand des Anfangszustand und der Systemmatrix berechnet. 
 Dies funktioniert mit dem Rechenschritt:
-\[ 
-{x_{k-1}}=\Phi \cdot {x_{k-1}}= \exp(A\Delta t)\cdot{x_{k-1}}.
- \] 
-
-Die Kovarianz $P_{pred}$ wird ebenfalls neu berechnet. Da wir ein mehrdimensionales System haben, kommt noch die Prozessunsicherheit $Q$ dazu, so dass die Unsicherheit des Anfangsfehlers $P$ laufend verändert. 
+\[
+{x_{k|k-1}}=\Phi{x_{k-1|k-1}}= \exp(A\Delta t){x_{k-1|k-1}}.
+\] 
+Die Kovarianz $P_{k|k-1}$ wird ebenfalls neu berechnet. Zudem kommt noch die Prozessunsicherheit $Q$ dazu, so dass die Unsicherheit des Anfangsfehlers $P$ laufend verändert. 
 Dies funktioniert durch multiplizieren der Systemmatrix mit dem aktualisierten Anfangsfehler. 
 Dazu wird noch die Prozessunsicherheit addiert, somit entsteht die Gleichung
-\[ {P_{k-1}} = {\Phi_k}  {P_{k-1}} {\Phi_k} ^T + {Q_{k-1}} .\] 
-Es vergeht genau $t$ Zeit, und dieser Vorgang wird wiederholt. 
+\[
+{P_{k|k-1}}=\Phi {P_{k-1|k-1}} {\Phi _{k}}^T + {Q_{k-1}}.
+\] 
+Es vergeht genau $\Delta t$ Zeit, und dieser Vorgang wird wiederholt. 
+Das hochgestellte T bezeichnet die transponierte Matrix.
 Dabei wird in den späteren Schritten überprüft, wie genau die letzte Anpassung von $P$ zur Messung stimmt. 
 Ist der Unterschied klein, wird die Kovarianz $P$ kleiner, ist der Unterschied gross, wird auch die Kovarianz grösser. 
 Das Filter passt sich selber an und korrigiert sich bei grosser Abweichung.
@@ -202,74 +211,83 @@ Das Filter passt sich selber an und korrigiert sich bei grosser Abweichung.
 \subsubsection*{Messen}
 Der Sensor wurde noch nicht benutz, doch genau der liefert Werte für das Filter. 
 Die aktuellen Messwerte $z$ werden die Innovation $w$ mit dem Zustandsvektor $x$ und der Messmatrix $H$ zusammengerechnet.
-Hier bei wird lediglich die Messung mit dem Fehler behaftet, und die Messmatrix $H$ mit der Vorhersage multipliziert
-
-\[{w_{k}}={z_{k}}-{H}\cdot{x_{k-1}}.\] 
-
+Hier bei wird lediglich die Messung mit dem Fehler behaftet, und die Messmatrix $H$ mit der Vorhersage multipliziert.
+\[
+{w_{k}}={z_{k}}-{H}{x_{k|k-1}}.
+\] 
 Die Innovation ist der Teil der Messung, die nicht durch die Systemdynamik erklärt werden kann. 
 Die Hilfsgröße Innovation beschreibt, wie genau die Vorhersage den aktuellen Messwert mittels der Systemmatrix $\Phi$ beschreiben kann. 
 Für eine schlechte Vorhersage wird die dazugehörige Innovation gross, für eine genaue Vorhersage dagegen klein sein. 
 Entsprechende Korrekturen müssen dann gross bzw. nur gering ausfallen. 
-Innovation = Messung - Vorhersage. Dies ist intuitiv logisch, eine Innovation von 0 bedeutet, dass die Messung nichts Neues hervorbrachte.
+Innovation = Messung - Vorhersage. Dies leuchtet ein, eine Innovation von 0 bedeutet, dass die Messung nichts Neues hervorbrachte.
 
 Im nächsten Schritt wir analysiert, mit welcher Kovarianz weiter gerechnet wird. 
 Hierbei wird die Unsicherheit $P$, die Messmatrix $H$ und die Messunsicherheit $R$ miteinander verrechnet. 
 \[ 
-{S_{k}}={H}{P_{k-1}}{H}^T+{R_{k}}
- \] 
+{S_{k}}={H}{P_{k|k-1}}{H}^T+{R_{k}}
+\] 
 
 \subsubsection*{Aktualisieren}
 Im nächsten Schritt kommt nun die Wahrscheinlichkeit dazu. 
-\[ 
-{K_{k}}= {{P_{k-1}} \cdot {H_{k}^T}}\cdot {S_{k}}^{-1} 
- \] 
+\[{K_{k}}= {P_{k|k-1}} {H^T}{S_{k}^{-1}}\] 
 Dieser Vorgang wird Kalman-Gain genannt. 
-Er sagt aus, welcher Kurve mehr Vertraut werden soll, dem Messwert oder der Systemdynamik.
-Das Kalman-Gain wird geringer, wenn der Messwert dem vorhergesagten Systemzustand entspricht. 
-Sind die Messwerte komplett anders als die Vorhersage, werden die Elemente in der Matrix $K$ grösser.
-Anhand der Informationen aus dem Kalman-Gain $K$ wird das System aktualisiert.
+Das Kalman-Gain gibt dem Zustand die Gewichtung, bzw. wie die Vorhersage auf den Zustand passt.
+Vereinfacht gesagt: Es wird das das Verhältnis zwischen der Unsicherheit der Vorhersage $P_k$ zu der zugehörigen Messunsicherheit $R_k$ gebildet. 
+In unserem Fall wird werden die Elemente der Kalman-Matrix vorweg berechnet, da das Kalman-Gain ohne Messungen auskommt. 
 
-\[ 
-{x_{k|k}}={x_{k-1}}+({K_{k}}\cdot {w_{k}}) 
- \] 
+Anhand der Informationen aus dem Kalman-Gain $K$ wird das System aktualisiert.
+\[
+{x_{k|k}}={x_{k|k-1}}+{K_{k}}{w_{k}}
+\] 
+Dabei wird der Unterschied zwischen dem erwarteten, errechneten, Zustand und dem gemessenen Zustand berechnet.
 
 Dazu kommt  eine neue Kovarianz für den nächste Vorhersageschritt:
-
-\[ 
-{P_{k}}=(I-({K_{k}} \cdot {H})) \cdot {P_{k-1}}  
- \] 
-
+\[
+{P_{k|k}}=(I-{K_{k}}{H}){P_{k|k-1}} 
+\] 
 Der ganze Algorithmus und beginnt wieder mit der Vorhersage 
-
-\[ 
-{x_{k-1}}=\Phi \cdot {x_{k-1}}= \exp(A\Delta t)\cdot{x_{k-1}}.
- \] 
-
+\[
+{x_{k|k-1}}=\Phi{x_{k-1|k-1}}= \exp(A\Delta t){x_{k|k-1}}.
+\] 
 
 \subsection{Zusammenfassung }
 Zusammenfassend kann das Kalman-Filter in offizieller Typus dargestellt werden. 
 Dabei beginnt das Filter mit dem Anfangszustand für $k=0$
 
 1. Nächster Zustand vorhersagen
-\[{x_{k-1}}={\Phi} \cdot {x_{k-1}}= \exp(A\Delta t)\cdot{x_{k-1}}.\] 
+\[
+{x_{k|k-1}}=\Phi{x_{k-1|k-1}}= \exp(A\Delta t){x_{k-1|k-1}}.
+\] 
 
 2. Nächste Fehlerkovarianz vorhersagen
-\[{P_{k-1}}={\Phi} {P_{k-1}} {\Phi _{k}}^T + {Q_{k-1}}.\] 
+\[
+{P_{k|k-1}}=\Phi {P_{k-1|k-1}} {\Phi _{k}}^T + {Q_{k-1}}.
+\] 
 
 3. Zustand wird gemessen
-\[{w_{k}}={z_{k}}-{H}\cdot{x_{k-1}}.\] 
+\[
+{w_{k}}={z_{k}}-{H}{x_{k|k-1}}.
+\] 
 
 4. Innovation (= Messung -  Vorhersage)
-\[ {S_{k}}={H}{P_{k-1}}{H}^T+{R_{k}}\] 
+\[ 
+{S_{k}}={H}{P_{k|k-1}}{H}^T+{R_{k}}
+\] 
 
 5. Das Kalman Filter anwenden
-\[{K_{k}}= {P_{k-1}} \cdot {H^T}\cdot {S_{k}^{-1}}\] 
+\[
+{K_{k}}= {P_{k|k-1}} {H^T}{S_{k}^{-1}}
+\] 
 
 6. Schätzung aktualisieren
-\[{x_{k}}={x_{k-1}}+({K_{k}}\cdot {w_{k}}) \] 
+\[
+{x_{k|k}}={x_{k|k-1}}+{K_{k}}{w_{k}}
+\] 
 
 7. Fehlerkovarianz aktualisieren
-\[{P_{k}}=(I-({K_{k}}\cdot {H})) \cdot {P_{k-1}} \] 
+\[
+{P_{k|k}}=(I-{K_{k}}{H}){P_{k|k-1}}
+\] 
 
 8. Die Outputs von $k$ werden die Inputs für ${k-1}$ und werden wieder im Schritt 1 verwendet
 
diff --git a/buch/papers/multiplikation/Makefile b/buch/papers/multiplikation/Makefile
index 8f04c2c..8f04c2c 100644..100755
--- a/buch/papers/multiplikation/Makefile
+++ b/buch/papers/multiplikation/Makefile
diff --git a/buch/papers/multiplikation/Makefile.inc b/buch/papers/multiplikation/Makefile.inc
index b78d67e..074020f 100644..100755
--- a/buch/papers/multiplikation/Makefile.inc
+++ b/buch/papers/multiplikation/Makefile.inc
@@ -7,8 +7,7 @@ dependencies-multiplikation =						\
 	papers/multiplikation/packages.tex					\
 	papers/multiplikation/main.tex					\
 	papers/multiplikation/references.bib				\
-	papers/multiplikation/teil0.tex					\
-	papers/multiplikation/teil1.tex					\
-	papers/multiplikation/teil2.tex					\
-	papers/multiplikation/teil3.tex
+	papers/multiplikation/einlteung.tex					\
+	papers/multiplikation/loesungsmethoden.tex					\
+	papers/multiplikation/problemstellung.tex					
 
diff --git a/buch/papers/multiplikation/code/Figure_1.png b/buch/papers/multiplikation/code/Figure_1.png
new file mode 100755
index 0000000..9def15a
--- /dev/null
+++ b/buch/papers/multiplikation/code/Figure_1.png
diff --git a/buch/papers/multiplikation/code/MM b/buch/papers/multiplikation/code/MM
new file mode 100755
index 0000000..f07985f
--- /dev/null
+++ b/buch/papers/multiplikation/code/MM
diff --git a/buch/papers/multiplikation/code/MM.c b/buch/papers/multiplikation/code/MM.c
new file mode 100755
index 0000000..04c4dab
--- /dev/null
+++ b/buch/papers/multiplikation/code/MM.c
@@ -0,0 +1,465 @@
+#include <stdio.h>

+#include <stdint.h>

+#include <stdlib.h>

+#include <time.h>

+#include <omp.h>

+#include "c_matrix.h"

+#include <gsl/gsl_cblas.h>

+#include <string.h>

+

+void MM(int *A, int *B, int *C, int n);

+void openMP_MM(int *A, int *B, int *C, int n);

+void winograd(int *A, int *B, int *C, int n);

+int winograd_inner(int *a, int *b, int n);

+void run_algo(void (*algo)(), char alog_name[], int print);

+void run_algo_cblas(int print);

+void MM_dc(int *A, int *B, int *C, int n);

+void strassen(int *A, int *B, int *C, int n);

+void printMatrix(int *C, int n);

+void printMatrix_double(double *C, int n);

+void split(int *in, int *out, int n, int col, int row);

+void join(int *in, int *out, int n, int col, int row);

+void add(int *A, int *B, int *C, int n);

+void sub(int *A, int *B, int *C, int n);

+void multiply(int *A, int *B, int *C, int n);

+

+int main() {

+	// omp_set_dynamic(0);

+	// omp_set_num_threads(4);

+//	run_algo(openMP_MM, "openMP_MM",0);

+	run_algo(MM_dc, "MM_dc",0);

+	run_algo(strassen, "strassen",0);

+

+	run_algo(MM, "MM", 0);

+  // run_algo(winograd, "winograd", 0);

+  run_algo_cblas(0);

+

+	return 0;

+}

+

+void MM(int *A, int *B, int *C, int n) {

+	for (int i = 0; i < n; ++i) {

+		for (int j = 0; j < n; ++j) {

+			int sum = 0;

+			for (int k = 0; k < n; ++k) {

+				sum += (*((A + i * n) + k)) * (*((B + k * n) + j));

+			}

+			*((C + i * n) + j) = sum;

+		}

+	}

+}

+

+int winograd_inner(int *a, int *b, int n){

+	int ab = 0;

+	if(n%2==0)

+		{

+			int xi = 0;

+			int etha = 0;

+			for(int i = 0; i<n/2;++i)

+			{

+				xi += a[2*i]*a[2*i+1];

+				etha += b[2*i]*b[2*i+1];

+				ab += (a[2*i]+b[2*i+1])*(a[2*i+1]+b[2*i]);

+			}

+			ab = ab-etha-xi;

+		}

+		return ab;

+	}

+

+	void winograd(int *A, int *B, int *C, int n) {

+

+		int xi_array[n];

+		int etha_array[n];

+		int xi = 0;

+		int etha = 0;

+		int ab = 0;

+

+		for (int i = 0; i < n; ++i) {

+			xi = 0;

+			etha = 0;

+			for(int k = 0;k<n/2;++k)

+			{

+				xi += (*((A + i * n) + 2*k))*(*((A + i * n) + (2*k+1)));

+				etha += (*((B + 2*k * n) + i))*(*((B + (2*k+1) * n) + i));

+			}

+			xi_array[i] = xi;

+			etha_array[i] = etha;

+    }

+

+		for (int i = 0; i < n; ++i) {

+			for (int j = 0; j < n; ++j) {

+				ab = 0;

+				for(int k = 0;k<n/2;++k)

+				{

+			  	ab += ((*((A + i * n) + 2*k))+(*((B + (2*k+1) * n) + j)))*((*((A + i * n) + (2*k+1)))+(*((B + 2*k * n) + j)));

+				}

+				*((C + i * n) + j) =  ab-etha_array[j]-xi_array[i];

+				}

+			}

+

+

+

+

+		// for (int i = 0; i < n; ++i) {

+		// 	int *a = (int*) malloc(n * sizeof(int));

+		// 	for(int k = 0; k<n; ++k)

+		// 	{

+		// 		a[k] = (*((A + i * n) + k));

+		// 	}

+		//

+		// 	for (int j = 0; j < n; ++j) {

+		// 		int *b = (int*) malloc(n * sizeof(int));

+		// 		for(int k = 0; k<n; ++k)

+		// 		{

+		// 			b[k] =(*((B + k * n) + j));

+		// 		}

+		// 		*((C + i * n) + j) = winograd_inner(a,b,n);

+		// 		}

+		// 	}

+		}

+

+

+void openMP_MM(int *A, int *B, int *C, int n) {

+

+		#pragma omp parallel for

+		for (int i = 0; i < n; ++i) {

+			for (int j = 0; j < n; ++j) {

+				int sum = 0;

+				for (int k = 0; k < n; ++k) {

+					sum += (*((A + i * n) + k)) * (*((B + k * n) + j));

+				}

+				*((C + i * n) + j) = sum;

+			}

+		}

+}

+

+void MM_dc(int *A, int *B, int *C, int n) {

+	if (n <= 2) {

+		MM((int*) A, (int*) B, (int*) C, n);

+	} else {

+		int *A11 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *A12 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *A21 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *A22 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B11 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B12 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B21 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B22 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		split((int*) A, (int*) A11, n / 2, 0, 0);

+		split((int*) A, (int*) A12, n / 2, 0, n / 2);

+		split((int*) A, (int*) A21, n / 2, n / 2, 0);

+		split((int*) A, (int*) A22, n / 2, n / 2, n / 2);

+		split((int*) B, (int*) B11, n / 2, 0, 0);

+		split((int*) B, (int*) B12, n / 2, 0, n / 2);

+		split((int*) B, (int*) B21, n / 2, n / 2, 0);

+		split((int*) B, (int*) B22, n / 2, n / 2, n / 2);

+

+		int *tmp1 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp2 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp3 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp4 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp5 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp6 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp7 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *tmp8 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		MM_dc((int*) A11, (int*) B11, (int*) tmp1, n / 2);

+		MM_dc((int*) A12, (int*) B21, (int*) tmp2, n / 2);

+		MM_dc((int*) A11, (int*) B12, (int*) tmp3, n / 2);

+		MM_dc((int*) A12, (int*) B22, (int*) tmp4, n / 2);

+		MM_dc((int*) A21, (int*) B11, (int*) tmp5, n / 2);

+		MM_dc((int*) A22, (int*) B21, (int*) tmp6, n / 2);

+		MM_dc((int*) A21, (int*) B12, (int*) tmp7, n / 2);

+		MM_dc((int*) A22, (int*) B22, (int*) tmp8, n / 2);

+

+		free(A11);

+		free(A12);

+		free(A21);

+		free(A22);

+		free(B11);

+		free(B12);

+		free(B21);

+		free(B22);

+

+		int *C11 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *C12 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *C21 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *C22 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		add((int*) tmp1, (int*) tmp2, (int*) C11, n / 2);

+		add((int*) tmp3, (int*) tmp4, (int*) C12, n / 2);

+		add((int*) tmp5, (int*) tmp6, (int*) C21, n / 2);

+		add((int*) tmp7, (int*) tmp8, (int*) C22, n / 2);

+

+		free(tmp1);

+		free(tmp2);

+		free(tmp3);

+		free(tmp4);

+		free(tmp5);

+		free(tmp6);

+		free(tmp7);

+		free(tmp8);

+

+		join((int*) C11, (int*) C, n / 2, 0, 0);

+		join((int*) C12, (int*) C, n / 2, 0, n / 2);

+		join((int*) C21, (int*) C, n / 2, n / 2, 0);

+		join((int*) C22, (int*) C, n / 2, n / 2, n / 2);

+

+		free(C11);

+		free(C12);

+		free(C21);

+		free(C22);

+

+	}

+}

+

+void strassen(int *A, int *B, int *C, int n) {

+	if (n <= 2) {

+

+		int P, Q, R, S, T, U, V;

+		P = ((*((A + 0 * n) + 0)) + (*((A + 1 * n) + 1)))

+				* ((*((B + 0 * n) + 0)) + (*((B + 1 * n) + 1)));

+		Q = ((*((A + 1 * n) + 0)) + (*((A + 1 * n) + 1)))

+				* ((*((B + 0 * n) + 0)));

+		R = ((*((A + 0 * n) + 0)))

+				* ((*((B + 0 * n) + 1)) - (*((B + 1 * n) + 1)));

+		S = ((*((A + 1 * n) + 1)))

+				* ((*((B + 1 * n) + 0)) - (*((B + 0 * n) + 0)));

+		T = ((*((A + 0 * n) + 0)) + (*((A + 0 * n) + 1)))

+				* ((*((B + 1 * n) + 1)));

+		U = ((*((A + 1 * n) + 0)) - (*((A + 0 * n) + 0)))

+				* ((*((B + 0 * n) + 0)) + (*((B + 0 * n) + 1)));

+		V = ((*((A + 0 * n) + 1)) - (*((A + 1 * n) + 1)))

+				* ((*((B + 1 * n) + 0)) + (*((B + 1 * n) + 1)));

+		(*((C + 0 * n) + 0)) = P + S - T + V;

+		(*((C + 0 * n) + 1)) = R + T;

+		(*((C + 1 * n) + 0)) = Q + S;

+		(*((C + 1 * n) + 1)) = P + R - Q + U;

+

+	} else {

+		int *A11 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *A12 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *A21 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *A22 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B11 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B12 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B21 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *B22 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		split((int*) A, (int*) A11, n / 2, 0, 0);

+		split((int*) A, (int*) A12, n / 2, 0, n / 2);

+		split((int*) A, (int*) A21, n / 2, n / 2, 0);

+		split((int*) A, (int*) A22, n / 2, n / 2, n / 2);

+		split((int*) B, (int*) B11, n / 2, 0, 0);

+		split((int*) B, (int*) B12, n / 2, 0, n / 2);

+		split((int*) B, (int*) B21, n / 2, n / 2, 0);

+		split((int*) B, (int*) B22, n / 2, n / 2, n / 2);

+

+		int *P = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *Q = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *R = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *S = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *T = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *U = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *V = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		int *addA = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *addB = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+    add((int*) A11, (int*) A22, (int*) addA, n / 2);

+		add((int*) B11, (int*) B22, (int*) addB, n / 2);

+		strassen((int*) addA, (int*) addB, (int*) P, n / 2);

+

+		add((int*) A21, (int*) A22, (int*) addA, n / 2);

+		strassen((int*) addA, (int*) B11, (int*) Q, n / 2);

+

+		sub((int*) B12, (int*) B22, (int*) addB, n / 2);

+		strassen((int*) A11, (int*) addB, (int*) R, n / 2);

+

+		sub((int*) B21, (int*) B11, (int*) addB, n / 2);

+		strassen((int*) A22, (int*) addB, (int*) S, n / 2);

+

+		add((int*) A11, (int*) A12, (int*) addA, n / 2);

+		strassen((int*) addA, (int*) B22, (int*) T, n / 2);

+

+		sub((int*) A21, (int*) A11, (int*) addA, n / 2);

+		add((int*) B11, (int*) B12, (int*) addB, n / 2);

+		strassen((int*) addA, (int*) addB, (int*) U, n / 2);

+

+		sub((int*) A12, (int*) A22, (int*) addA, n / 2);

+		add((int*) B21, (int*) B22, (int*) addB, n / 2);

+		strassen((int*) addA, (int*) addB, (int*) V, n / 2);

+

+		free(A11);

+		free(A12);

+		free(A21);

+		free(A22);

+		free(B11);

+		free(B12);

+		free(B21);

+		free(B22);

+		free(addA);

+		free(addB);

+

+		int *C11 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *C12 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *C21 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *C22 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		int *resAdd1 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+		int *resAdd2 = (int*) malloc(n / 2 * n / 2 * sizeof(int));

+

+		add((int*) R, (int*) T, (int*) C12, n / 2);

+		add((int*) Q, (int*) S, (int*) C21, n / 2);

+

+		add((int*) P, (int*) S, (int*) resAdd1, n / 2);

+		add((int*) resAdd1, (int*) V, (int*) resAdd2, n / 2);

+		sub((int*) resAdd2, (int*) T, (int*) C11, n / 2);

+

+		add((int*) P, (int*) R, (int*) resAdd1, n / 2);

+		add((int*) resAdd1, (int*) U, (int*) resAdd2, n / 2);

+		sub((int*) resAdd2, (int*) Q, (int*) C22, n / 2);

+

+		free(P);

+		free(Q);

+		free(R);

+		free(S);

+		free(T);

+		free(U);

+		free(V);

+		free(resAdd1);

+		free(resAdd2);

+

+		join((int*) C11, (int*) C, n / 2, 0, 0);

+		join((int*) C12, (int*) C, n / 2, 0, n / 2);

+		join((int*) C21, (int*) C, n / 2, n / 2, 0);

+		join((int*) C22, (int*) C, n / 2, n / 2, n / 2);

+

+		free(C11);

+		free(C12);

+		free(C21);

+		free(C22);

+	}

+}

+

+void add(int *A, int *B, int *C, int n) {

+	for (int i = 0; i < n; i++) {

+		for (int j = 0; j < n; j++) {

+			*((C + i * n) + j) = *((A + i * n) + j) + *((B + i * n) + j);

+		}

+	}

+}

+

+void sub(int *A, int *B, int *C, int n) {

+	for (int i = 0; i < n; i++) {

+		for (int j = 0; j < n; j++) {

+			*((C + i * n) + j) = *((A + i * n) + j) - *((B + i * n) + j);

+		}

+	}

+}

+

+void multiply(int *A, int *B, int *C, int n) {

+	int mul;

+

+	for (int i = 0; i < n; ++i) {

+		for (int j = 0; j < n; ++j) {

+			mul = (*((A + i * n) + j)) * (*((B + i * n) + j));

+			*((C + i * n) + j) = mul;

+		}

+	}

+}

+

+void split(int *in, int *out, int n, int col, int row) {

+	for (int i1 = 0, i2 = col; i1 < n; i1++, i2++)

+		for (int j1 = 0, j2 = row; j1 < n; j1++, j2++) {

+			*((out + i1 * n) + j1) = *((in + i2 * n * 2) + j2);

+

+		}

+}

+

+void join(int *in, int *out, int n, int col, int row) {

+	for (int i1 = 0, i2 = col; i1 < n; i1++, i2++)

+		for (int j1 = 0, j2 = row; j1 < n; j1++, j2++)

+			*((out + i2 * n * 2) + j2) = *((in + i1 * n) + j1);

+}

+

+void printMatrix(int *C, int n) {

+	for (int i = 0; i < n; ++i) {

+		for (int j = 0; j < n; ++j) {

+			printf("%d ", *((C + i * n) + j));

+		}

+		printf("\n");

+	}

+}

+

+void printMatrix_double(double *C, int n) {

+	for (int i = 0; i < n; ++i) {

+		for (int j = 0; j < n; ++j) {

+			printf("%.0f ", *((C + i * n) + j));

+		}

+		printf("\n");

+	}

+}

+

+void run_algo(void (*algo)(), char alog_name[], int print)

+{

+	FILE *fptr;

+

+	char fileName[40] =  "meas/";

+	strcat(fileName, alog_name);

+	strcat(fileName, ".txt");

+	fptr = fopen(fileName, "w");

+

+

+	for(int i=0; i<n_arrays; ++i)

+	{

+		for(int j = 0; j<1; ++j)

+		{

+	    int *C = (int*) malloc(n[i] * n[i] * sizeof(int));

+    	double dtime = omp_get_wtime();

+      algo(Ap[i], Bp[i], (int*) C, n[i]);

+	    dtime = omp_get_wtime() - dtime;

+			// printf("The %s program took %f seconds to execute \n", alog_name, dtime);

+			fprintf(fptr, "%f,%d\n", dtime, n[i]);

+

+			if(print==1)

+			{

+				printMatrix((int*)C, n[i]);

+			}

+			free(C);

+  }

+	}

+	fclose(fptr);

+

+}

+

+void run_algo_cblas(int print)

+{

+

+	FILE *fptr;

+

+	fptr = fopen("meas/blas.txt", "w");

+	for(int i=0; i<n_arrays; ++i)

+	{

+		for(int j = 0; j<1; ++j)

+		{

+			double *dC = (double*) malloc(n[i] * n[i] * sizeof(double));

+			double dtime = omp_get_wtime();

+			cblas_dgemm(CblasRowMajor, CblasNoTrans, CblasNoTrans, n[i], n[i], n[i], 1.0, dAp[i], n[i],

+			dBp[i], n[i], 0.0, dC, n[i]);

+			dtime = omp_get_wtime() - dtime;

+			// printf("The cblas program took %f seconds to execute \n", dtime);

+			fprintf(fptr, "%f,%d\n",dtime, n[i]);

+

+			if(print==1)

+			{

+				printMatrix_double( (double*)dC, n[i]);

+			}

+

+			free(dC);

+		}

+	}

+	fclose(fptr);

+

+}

diff --git a/buch/papers/multiplikation/code/MM.py b/buch/papers/multiplikation/code/MM.py
new file mode 100644
index 0000000..626b82d
--- /dev/null
+++ b/buch/papers/multiplikation/code/MM.py
@@ -0,0 +1,311 @@
+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+"""
+Created on Fri Mar 19 07:31:29 2021
+
+@author: nunigan
+"""
+import numpy as np
+import time
+import matplotlib.pyplot as plt
+from scipy.optimize import curve_fit
+import tikzplotlib
+def MM(A, B):
+    n = np.shape(A)[0]
+    C = np.zeros((n, n))
+    for i in range(n):
+        for j in range(n):
+            C[i, j] = 0
+            for k in range(n):
+                C[i, j] += A[i, k]*B[k, j]
+    return C
+
+
+def MM_dc(A, B):
+    n = np.shape(A)[0]
+    if(n <= 2):
+        C = np.zeros((n, n))
+        C[0, 0] = A[0, 0]*B[0, 0]+A[0, 1]*B[1, 0]
+        C[0, 1] = A[0, 0]*B[0, 1]+A[0, 1]*B[1, 1]
+        C[1, 0] = A[1, 0]*B[0, 0]+A[1, 1]*B[1, 0]
+        C[1, 1] = A[1, 0]*B[0, 1]+A[1, 1]*B[1, 1]
+        return C
+    else:
+        A11, A12, A21, A22 = A[:n//2, :n//2], A[:n//2, n//2:], A[n//2:, :n//2], A[n//2:, n//2:]
+        B11, B12, B21, B22 = B[:n//2, :n//2], B[:n//2, n//2:], B[n//2:, :n//2], B[n//2:, n//2:]
+        C11 = MM_dc(A11, B11) + MM_dc(A12, B21)
+        C12 = MM_dc(A11, B12) + MM_dc(A12, B22)
+        C21 = MM_dc(A21, B11) + MM_dc(A22, B21)
+        C22 = MM_dc(A21, B12) + MM_dc(A22, B22)
+        C = np.vstack((np.hstack((C11, C12)), np.hstack((C21, C22))))
+    return C
+
+
+def strassen(A, B):
+    n = np.shape(A)[0]
+    if(n <= 2):
+        C = np.zeros((n, n))
+        P = (A[0, 0]+A[1, 1])*(B[0, 0]+B[1, 1])
+        Q = (A[1, 0]+A[1, 1])*B[0, 0]
+        R = A[0, 0]*(B[0, 1]-B[1, 1])
+        S = A[1, 1]*(B[1, 0]-B[0, 0])
+        T = (A[0, 0]+A[0, 1])*B[1, 1]
+        U = (A[1, 0]-A[0, 0])*(B[0, 0]+B[0, 1])
+        V = (A[0, 1]-A[1, 1])*(B[1, 0]+B[1, 1])
+        C[0, 0] = P+S-T+V
+        C[0, 1] = R+T
+        C[1, 0] = Q+S
+        C[1, 1] = P+R-Q+U
+        return C
+    else:
+        m = n//2
+        A11, A12, A21, A22 = A[:m, :m], A[:m, m:], A[m:, :m], A[m:, m:]
+        B11, B12, B21, B22 = B[:m, :m], B[:m, m:], B[m:, :m], B[m:, m:]
+        P = strassen((A11+A22),(B11+B22))
+        Q = strassen((A21+A22),B11)
+        R = strassen(A11,(B12-B22))
+        S = strassen(A22,(B21-B11))
+        T = strassen((A11+A12),B22)
+        U = strassen((A21-A11),(B11+B12))
+        V = strassen((A12-A22),(B21+B22))
+        
+        C11 = P+S-T+V
+        C12 = R+T
+        C21 = Q+S
+        C22 = P+R-Q+U
+
+        C = np.vstack((np.hstack((C11, C12)), np.hstack((C21, C22))))
+    return C
+
+def winograd_inner(a, b):
+    n = np.shape(a)[0]
+    if n%2 == 0:
+        xi = np.sum(a[::2]*a[1::2])
+        etha = np.sum(b[::2]*b[1::2])
+        # print("xi = {}, etha = {}".format(xi, etha))
+        ab = np.sum((a[::2]+b[1::2])*(a[1::2]+b[::2]))-xi-etha
+    else:
+        xi = np.sum(a[0:-1:2]*a[1::2])
+        etha = np.sum(b[0:-1:2]*b[1::2])
+        ab = np.sum((a[0:-1:2]+b[1::2])*(a[1::2]+b[0:-1:2]))-xi-etha+a[-1]*b[-1]
+    return ab
+
+def winograd(A, B):
+    m,n = np.shape(A)
+    n2,p = np.shape(B)
+    C = np.zeros((m,p))
+    for i in range(np.shape(A)[0]):
+        for j in range(np.shape(B)[1]):
+            C[i,j] = winograd_inner(A[i,:], B[:,j])
+    return C
+
+def winograd2(A, B):
+    m,n = np.shape(A)
+    n2,p = np.shape(B)
+    C = np.zeros((m,p))
+    xi = np.zeros((m))
+    eta = np.zeros((p))
+    ab = 0
+    for i in range(m):
+        for j in range(n//2):
+            xi[i] += A[i,2*j]*A[i,2*j+1]
+
+    for i in range(p):
+        for j in range(n//2):
+           eta[i] += B[2*j,i]*B[2*j+1,i]
+
+    if n%2==0:
+        for i in range(m):
+            for j in range(p):
+                ab = 0
+                for k in range(n//2):
+                    ab += (A[i,2*k]+B[2*k+1,j])*(A[i,2*k+1]+B[2*k,j])
+                C[i,j] = ab-eta[j]-xi[i]
+    else:
+        for i in range(m):
+            for j in range(p):
+                ab = 0
+                for k in range(n//2):
+                    ab += (A[i,2*k]+B[2*k+1,j])*(A[i,2*k+1]+B[2*k,j])
+                C[i,j] = ab-eta[j]-xi[i]+A[i,-1]*B[-1,j]
+        
+    return C
+        
+def test_perfomance(n):
+    t_mm = []
+    t_mm_dc = []
+    t_mm_strassen = []
+    t_wino = []
+    t_np = []
+
+    for i in n:
+        A = np.random.randn(i, i)
+        B = np.random.randn(i, i)
+        # A = np.random.randint(-100, 100,(i, i))
+        # B = np.random.randint(-100, 100,(i, i))
+
+        start = time.time()
+        C3 = strassen(A, B)
+        t_mm_strassen.append(time.time() - start)
+
+        start = time.time()
+        C1 = MM(A, B)
+        t_mm.append(time.time() - start)
+
+        start = time.time()
+        C2 = MM_dc(A, B)
+        t_mm_dc.append(time.time() - start)
+
+        start = time.time()
+        C4 = winograd2(A, B)
+        t_wino.append(time.time() - start)
+
+        start = time.time()
+        C = A@B
+        t_np.append(time.time() - start)
+
+    plt.figure(figsize=(13,8))
+    plt.rcParams['font.family'] = 'STIXGeneral'
+    plt.rc('axes', labelsize=23)
+    plt.rc('xtick', labelsize=23)
+    plt.rc('ytick', labelsize=23)
+    plt.plot(n, t_mm, label='Standard', lw=5)
+    plt.plot(n, t_mm_dc, label='Divide and conquer', lw=5)
+    plt.plot(n, t_mm_strassen, label='Strassen', lw=5)
+    plt.plot(n, t_wino, label='Winograd', lw=5)
+    plt.plot(n, t_np, label='NumPy A@B', lw=5)
+    plt.legend()
+    plt.xlabel("n")
+    plt.ylabel("time (s)")
+    plt.grid(True)
+    plt.tight_layout()
+    # plt.yscale('log')
+    plt.legend(fontsize=19)
+    plt.savefig('meas_' + str(max(n))+ '.pdf')
+    arr = np.array([n, t_mm, t_mm_dc, t_mm_strassen, t_wino, t_np])
+    np.savetxt('meas_' + str(max(n))+ '.txt',arr)    
+    return arr
+
+
+def plot(num):
+    arr = np.loadtxt('meas_{}.txt'.format(num))
+    n, t_mm, t_mm_dc, t_mm_strassen, t_wino, t_np = arr
+    plt.figure(figsize=(13,8))
+    plt.rcParams['font.family'] = 'STIXGeneral'
+    plt.rc('axes', labelsize=23)
+    plt.rc('xtick', labelsize=23)
+    plt.rc('ytick', labelsize=23)
+    plt.plot(n, t_mm, label='3 For Loops', lw=5)
+    plt.plot(n, t_mm_dc, label='Divide and Conquer', lw=5)
+    plt.plot(n, t_mm_strassen, label='Strassen', lw=5)
+    # plt.plot(n, t_wino, label='Winograd', lw=5)
+    plt.plot(n, t_np, label='NumPy A@B', lw=5)
+    plt.legend()
+    plt.xlabel("n")
+    plt.ylabel("time (s)")
+    plt.grid(True)
+    plt.tight_layout()
+    # plt.yscale('log')
+    plt.legend(fontsize=19)
+    plt.savefig('meas_' + str(num)+ '.pdf')    
+    return arr
+
+def plot_c_res(ave, num):
+    MM = np.loadtxt("meas/MM.txt", delimiter=',')
+    # winograd = np.loadtxt("meas/winograd.txt", delimiter=',')
+    blas = np.loadtxt("meas/blas.txt", delimiter=',')
+    MM_dc = np.loadtxt("meas/MM_dc.txt", delimiter=',')
+    strassen = np.loadtxt("meas/strassen.txt", delimiter=',')
+
+    MM_t = MM[:,0] 
+    MM_n = MM[:,1] 
+    MM_t = np.mean(MM_t.reshape(-1,ave),axis=1)
+    MM_n = np.mean(MM_n.reshape(-1,ave),axis=1)
+
+    MM_dc_t = MM_dc[:,0] 
+    MM_dc_n = MM_dc[:,1] 
+    MM_dc_t = np.mean(MM_dc_t.reshape(-1,ave),axis=1)
+    MM_dc_n = np.mean(MM_dc_n.reshape(-1,ave),axis=1)
+
+    strassen_t = strassen[:,0] 
+    strassen_n = strassen[:,1] 
+    strassen_t = np.mean(strassen_t.reshape(-1,ave),axis=1)
+    strassen_n = np.mean(strassen_n.reshape(-1,ave),axis=1)
+    
+    # winograd_t = winograd[:,0] 
+    # winograd_n = winograd[:,1] 
+    # winograd_t = np.mean(winograd_t.reshape(-1,ave),axis=1)
+    # winograd_n = np.mean(winograd_n.reshape(-1,ave),axis=1)
+    
+    blas_t = blas[:,0] 
+    blas_n = blas[:,1] 
+    blas_t = np.mean(blas_t.reshape(-1,ave),axis=1)
+    blas_n = np.mean(blas_n.reshape(-1,ave),axis=1)
+
+    def func(x, a,b):
+        return b*x**a
+
+    # popt, pcov = curve_fit(func, blas_n, blas_t)
+    # popt1, pcov2 = curve_fit(func, blas_n, winograd_t)
+    # popt2, pcov2 = curve_fit(func, blas_n, MM_t)
+
+    plt.figure(figsize=(13,8))
+    plt.rcParams['font.family'] = 'STIXGeneral'
+    plt.rc('axes', labelsize=23)
+    plt.rc('xtick', labelsize=23)
+    plt.rc('ytick', labelsize=23)
+    plt.plot(MM_n, MM_t, label='3 For Loops', lw=5)
+    # plt.plot(winograd_n, winograd_t, label='Winograd MM', lw=5)
+    plt.plot(blas_n, blas_t, label='Blas', lw=5)
+    plt.plot(strassen_n, strassen_t, label='Strassen', lw=5)
+    plt.plot(MM_dc_n, MM_dc_t, label='Divide and Conquer', lw=5)
+    plt.xlabel("n")
+    plt.ylabel("time (s)")
+    plt.grid(True)
+    plt.tight_layout()
+    plt.legend(fontsize=19)
+    plt.savefig('c_meas_' + str(num)+ '.pdf')    
+
+    # plt.plot(blas_n, func(blas_n, *popt), 'r-', label='fit blas: a=%5.5f, b=%5.10f' % tuple(popt))
+    # plt.plot(blas_n, func(blas_n, *popt1), 'r-', label='fit winograd: a=%5.5f, b=%5.10f' % tuple(popt1))
+    # plt.plot(blas_n, func(blas_n, *popt2), 'r-', label='fit MM: a=%5.5f, b=%5.10f' % tuple(popt2))
+  
+    plt.legend()
+    
+
+# test%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+if __name__ == '__main__':
+    plot_c_res(1, 4096)
+
+ 
+    # plot(8)    
+    # n = np.logspace(1,10,10,base=2,dtype=(np.int))
+    # n = np.arange(1,50,2)  
+    A = np.random.randint(-10, 10, (5,3))
+    B = np.random.randint(-10, 10, (3,5))
+
+    C = winograd2(A, B)
+    C_test = A@B
+    print(C)
+    print(C_test)
+    # print(np.equal(C, C_test))
+
+    # t_np = test_perfomance(n)
+    # C = strassen(A, B)
+    # C_test = A@B
+    
+    
+    # plot_c_res()
+    # def func(x, a):
+    #     return x**a
+
+    # popt, pcov = curve_fit(func, n, t_np, bounds=(2, 3))
+
+
+    # plt.figure()
+    # plt.plot(n, t_np, 'b-', label='data')
+    # plt.plot(n, func(n, *popt), 'r-', label='fit: a=%5.3f' % tuple(popt))
+    # plt.xlabel('x')
+    # plt.ylabel('y')
+    # plt.legend()
+    
\ No newline at end of file
diff --git a/buch/papers/multiplikation/code/__pycache__/MM.cpython-38.pyc b/buch/papers/multiplikation/code/__pycache__/MM.cpython-38.pyc
new file mode 100644
index 0000000..7768772
--- /dev/null
+++ b/buch/papers/multiplikation/code/__pycache__/MM.cpython-38.pyc
diff --git a/buch/papers/multiplikation/code/c_matrix.h b/buch/papers/multiplikation/code/c_matrix.h
new file mode 100644
index 0000000..13df55d
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_matrix.h
@@ -0,0 +1,101 @@
+/* Seminar Matrizen, autogenerated File, Michael Schmid, 30/05/2021, 22:00:57 */ 
+ 
+#include <stdint.h> 
+const int A0[][2] = 
+  {
+    {-15,68},
+    {49,86}
+  };
+const int B0[][2] = 
+  {
+    {33,73},
+    {38,-76}
+  };
+const double dB0[][2] = 
+  {
+    {33,73},
+    {38,-76}
+  };
+const double dA0[][2] = 
+  {
+    {-15,68},
+    {49,86}
+  };
+const int A1[][4] = 
+  {
+    {75,-38,-32,-65},
+    {37,74,-31,29},
+    {15,-62,-20,-20},
+    {-31,-35,-89,47}
+  };
+const int B1[][4] = 
+  {
+    {71,90,78,-98},
+    {4,63,12,-47},
+    {11,-44,75,-69},
+    {95,-15,64,23}
+  };
+const double dB1[][4] = 
+  {
+    {71,90,78,-98},
+    {4,63,12,-47},
+    {11,-44,75,-69},
+    {95,-15,64,23}
+  };
+const double dA1[][4] = 
+  {
+    {75,-38,-32,-65},
+    {37,74,-31,29},
+    {15,-62,-20,-20},
+    {-31,-35,-89,47}
+  };
+const int A2[][8] = 
+  {
+    {80,42,3,-16,6,55,87,16},
+    {-99,-14,21,-1,-94,-56,91,10},
+    {-47,-55,-59,62,12,-53,87,-65},
+    {-60,94,-67,23,-62,33,-63,-72},
+    {12,-75,16,21,22,-37,1,16},
+    {-100,-99,82,-66,2,64,-13,44},
+    {59,-100,-90,8,36,-24,18,88},
+    {73,-58,75,-100,-19,-29,85,-19}
+  };
+const int B2[][8] = 
+  {
+    {-61,88,69,49,-53,47,73,45},
+    {16,14,-88,-11,-67,-73,-20,43},
+    {-60,-63,26,32,-29,18,-44,-69},
+    {1,21,21,38,7,-100,-61,-76},
+    {-90,95,-99,88,49,-80,27,-36},
+    {24,-12,-47,-7,29,15,52,37},
+    {-98,-76,29,76,-41,-75,97,79},
+    {62,-90,-35,-14,-30,-42,-95,52}
+  };
+const double dB2[][8] = 
+  {
+    {-61,88,69,49,-53,47,73,45},
+    {16,14,-88,-11,-67,-73,-20,43},
+    {-60,-63,26,32,-29,18,-44,-69},
+    {1,21,21,38,7,-100,-61,-76},
+    {-90,95,-99,88,49,-80,27,-36},
+    {24,-12,-47,-7,29,15,52,37},
+    {-98,-76,29,76,-41,-75,97,79},
+    {62,-90,-35,-14,-30,-42,-95,52}
+  };
+const double dA2[][8] = 
+  {
+    {80,42,3,-16,6,55,87,16},
+    {-99,-14,21,-1,-94,-56,91,10},
+    {-47,-55,-59,62,12,-53,87,-65},
+    {-60,94,-67,23,-62,33,-63,-72},
+    {12,-75,16,21,22,-37,1,16},
+    {-100,-99,82,-66,2,64,-13,44},
+    {59,-100,-90,8,36,-24,18,88},
+    {73,-58,75,-100,-19,-29,85,-19}
+  };
+const int *Ap[3] = {(int*) A0,(int*) A1,(int*) A2}; 
+const int *Bp[3] = {(int*) B0,(int*) B1,(int*) B2}; 
+const double *dAp[3] = {(double*) dA0,(double*) dA1,(double*) dA2}; 
+const double *dBp[3] = {(double*) dB0,(double*) dB1,(double*) dB2}; 
+int n[3] = {2,4,8}; 
+int n_arrays = 3;
diff --git a/buch/papers/multiplikation/code/c_meas_1024.pdf b/buch/papers/multiplikation/code/c_meas_1024.pdf
new file mode 100644
index 0000000..95b68b5
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_1024.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_128.pdf b/buch/papers/multiplikation/code/c_meas_128.pdf
new file mode 100644
index 0000000..56b9200
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_128.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_16.pdf b/buch/papers/multiplikation/code/c_meas_16.pdf
new file mode 100644
index 0000000..2edc82d
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_16.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_2048.pdf b/buch/papers/multiplikation/code/c_meas_2048.pdf
new file mode 100644
index 0000000..caba698
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_2048.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_256.pdf b/buch/papers/multiplikation/code/c_meas_256.pdf
new file mode 100644
index 0000000..383ae86
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_256.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_32.pdf b/buch/papers/multiplikation/code/c_meas_32.pdf
new file mode 100644
index 0000000..180fd22
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_32.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_4096.pdf b/buch/papers/multiplikation/code/c_meas_4096.pdf
new file mode 100644
index 0000000..547d794
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_4096.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_512.pdf b/buch/papers/multiplikation/code/c_meas_512.pdf
new file mode 100644
index 0000000..5e8894e
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_512.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_64.pdf b/buch/papers/multiplikation/code/c_meas_64.pdf
new file mode 100644
index 0000000..8ff905c
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_64.pdf
diff --git a/buch/papers/multiplikation/code/c_meas_8.pdf b/buch/papers/multiplikation/code/c_meas_8.pdf
new file mode 100644
index 0000000..9682aca
--- /dev/null
+++ b/buch/papers/multiplikation/code/c_meas_8.pdf
diff --git a/buch/papers/multiplikation/code/helper_class.py b/buch/papers/multiplikation/code/helper_class.py
new file mode 100755
index 0000000..485fa76
--- /dev/null
+++ b/buch/papers/multiplikation/code/helper_class.py
@@ -0,0 +1,105 @@
+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+"""
+Created on Fri Mar 12 09:02:48 2021
+
+@author: nunigan
+"""
+
+from datetime import datetime
+import numpy as np
+
+class Helper():
+    def __init__(self):
+        pass
+
+    def write_c_matrix(self, n_array):
+  
+        with open('c_matrix.h', 'w') as file:
+            file.writelines('/* Seminar Matrizen, autogenerated File, Michael Schmid, {} */ \n \n'.format(datetime.now().strftime("%d/%m/%Y, %H:%M:%S")))
+
+            file.writelines('#include <stdint.h> \n')
+
+
+
+            for k, n in enumerate(n_array):
+                A = np.random.randint(-100,100,(n,n))
+                B = np.random.randint(-100,100,(n,n))
+                file.writelines('const int A{}[][{}] = \n'.format(k, n))
+                file.writelines('  {\n')
+                for i in range(n):
+                    file.writelines('    {')
+                    for j in range(n):
+                        if j == n-1:
+                            file.writelines('{}'.format(A[i,j]))
+                        else:
+                            file.writelines('{},'.format(A[i,j]))
+                    if i == n-1:
+                        file.writelines('}\n')
+                    else:
+                        file.writelines('},\n')
+    
+                file.writelines('  };\n')
+    
+                file.writelines('const int B{}[][{}] = \n'.format(k,n))
+                file.writelines('  {\n')
+                for i in range(n):
+                    file.writelines('    {')
+                    for j in range(n):
+                        if j == n-1:
+                            file.writelines('{}'.format(B[i,j]))
+                        else:
+                            file.writelines('{},'.format(B[i,j]))
+                    if i == n-1:
+                        file.writelines('}\n')
+                    else:
+                        file.writelines('},\n')
+    
+                file.writelines('  };\n')
+    
+                file.writelines('const double dB{}[][{}] = \n'.format(k,n))
+                file.writelines('  {\n')
+                for i in range(n):
+                    file.writelines('    {')
+                    for j in range(n):
+                        if j == n-1:
+                            file.writelines('{}'.format(B[i,j]))
+                        else:
+                            file.writelines('{},'.format(B[i,j]))
+                    if i == n-1:
+                        file.writelines('}\n')
+                    else:
+                        file.writelines('},\n')
+    
+                file.writelines('  };\n')
+    
+                file.writelines('const double dA{}[][{}] = \n'.format(k,n))
+                file.writelines('  {\n')
+                for i in range(n):
+                    file.writelines('    {')
+                    for j in range(n):
+                        if j == n-1:
+                            file.writelines('{}'.format(A[i,j]))
+                        else:
+                            file.writelines('{},'.format(A[i,j]))
+                    if i == n-1:
+                        file.writelines('}\n')
+                    else:
+                        file.writelines('},\n')
+    
+                file.writelines('  };\n')
+
+            file.writelines('const int *Ap[{}] = {{{}}}; \n'.format(len(n_array),",".join(['(int*) A'+str(element) for element in np.arange(len(n_array))])))
+            file.writelines('const int *Bp[{}] = {{{}}}; \n'.format(len(n_array),",".join(['(int*) B'+str(element) for element in np.arange(len(n_array))])))
+            file.writelines('const double *dAp[{}] = {{{}}}; \n'.format(len(n_array),",".join(['(double*) dA'+str(element) for element in np.arange(len(n_array))])))
+            file.writelines('const double *dBp[{}] = {{{}}}; \n'.format(len(n_array),",".join(['(double*) dB'+str(element) for element in np.arange(len(n_array))])))
+            file.writelines('int n[{}] = {{{}}}; \n'.format(len(n_array),",".join([str(element) for element in n_array])))
+            file.writelines('int n_arrays = {};\n'.format(len(n_array)))
+
+# test%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
+if __name__ == '__main__':
+
+    helper = Helper()
+    # n = np.arange(2,10)
+    n = np.logspace(1,3,3,base=2,dtype=(np.int))
+    C = helper.write_c_matrix(n)
diff --git a/buch/papers/multiplikation/code/meas/MM.txt b/buch/papers/multiplikation/code/meas/MM.txt
new file mode 100644
index 0000000..1a0cd5d
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/MM.txt
@@ -0,0 +1,12 @@
+0.000000,2
+0.000000,4
+0.000002,8
+0.000011,16
+0.000080,32
+0.000653,64
+0.005397,128
+0.045147,256
+0.487710,512
+3.964180,1024
+128.863544,2048
+996.370209,4096
diff --git a/buch/papers/multiplikation/code/meas/MM_dc.txt b/buch/papers/multiplikation/code/meas/MM_dc.txt
new file mode 100644
index 0000000..0d5580a
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/MM_dc.txt
@@ -0,0 +1,12 @@
+0.000006,2
+0.000007,4
+0.000035,8
+0.000228,16
+0.001310,32
+0.007204,64
+0.034338,128
+0.267511,256
+2.131212,512
+17.177403,1024
+146.112874,2048
+1156.777565,4096
diff --git a/buch/papers/multiplikation/code/meas/blas.txt b/buch/papers/multiplikation/code/meas/blas.txt
new file mode 100644
index 0000000..6b7cd0b
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/blas.txt
@@ -0,0 +1,12 @@
+0.000001,2
+0.000000,4
+0.000001,8
+0.000003,16
+0.000021,32
+0.000164,64
+0.001240,128
+0.009657,256
+0.072523,512
+0.735149,1024
+6.895747,2048
+56.812183,4096
diff --git a/buch/papers/multiplikation/code/meas/strassen.txt b/buch/papers/multiplikation/code/meas/strassen.txt
new file mode 100644
index 0000000..89cf41a
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/strassen.txt
@@ -0,0 +1,12 @@
+0.000000,2
+0.000003,4
+0.000010,8
+0.000086,16
+0.000476,32
+0.003366,64
+0.025547,128
+0.184593,256
+1.248713,512
+9.007700,1024
+61.079879,2048
+424.493037,4096
diff --git a/buch/papers/multiplikation/code/meas/test/4096/MM.txt b/buch/papers/multiplikation/code/meas/test/4096/MM.txt
new file mode 100644
index 0000000..25e40e1
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/test/4096/MM.txt
@@ -0,0 +1,12 @@
+0.000000,2
+0.000000,4
+0.000002,8
+0.000011,16
+0.000100,32
+0.000712,64
+0.005498,128
+0.046711,256
+0.489233,512
+4.006544,1024
+124.427496,2048
+993.405615,4096
diff --git a/buch/papers/multiplikation/code/meas/test/4096/strassen.txt b/buch/papers/multiplikation/code/meas/test/4096/strassen.txt
new file mode 100644
index 0000000..eb2a496
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/test/4096/strassen.txt
@@ -0,0 +1,12 @@
+0.000007,2
+0.000007,4
+0.000029,8
+0.000199,16
+0.001414,32
+0.007583,64
+0.028096,128
+0.171662,256
+1.198323,512
+8.421896,1024
+58.803644,2048
+415.115401,4096
diff --git a/buch/papers/multiplikation/code/meas/test/MM.txt b/buch/papers/multiplikation/code/meas/test/MM.txt
new file mode 100644
index 0000000..e0754ab
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/test/MM.txt
@@ -0,0 +1,14900 @@
+0.000004,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000001,8
+0.000001,8
+0.000002,8
+0.000002,8
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000006,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000013,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000008,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000016,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000007,14
+0.000011,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000025,16
+0.000011,16
+0.000020,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000010,16
+0.000016,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000015,18
+0.000014,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000015,18
+0.000014,18
+0.000021,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000030,20
+0.000029,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000030,20
+0.000030,20
+0.000029,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000048,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000020,20
+0.000027,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000033,22
+0.000040,22
+0.000045,22
+0.000046,22
+0.000041,22
+0.000040,22
+0.000040,22
+0.000040,22
+0.000042,22
+0.000040,22
+0.000043,22
+0.000030,22
+0.000036,22
+0.000026,22
+0.000037,22
+0.000049,22
+0.000036,22
+0.000046,22
+0.000047,22
+0.000049,22
+0.000037,22
+0.000035,22
+0.000037,22
+0.000050,22
+0.000055,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000036,22
+0.000036,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000026,22
+0.000036,22
+0.000046,22
+0.000062,22
+0.000047,22
+0.000036,22
+0.000047,22
+0.000041,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000050,24
+0.000053,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000055,24
+0.000058,26
+0.000055,26
+0.000077,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000052,26
+0.000043,26
+0.000043,26
+0.000066,26
+0.000061,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000054,28
+0.000054,28
+0.000053,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000065,28
+0.000066,28
+0.000058,28
+0.000097,28
+0.000084,28
+0.000073,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000073,28
+0.000054,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000053,28
+0.000073,28
+0.000054,28
+0.000064,28
+0.000063,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000073,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000082,28
+0.000063,28
+0.000083,28
+0.000063,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000069,30
+0.000066,30
+0.000066,30
+0.000074,30
+0.000103,30
+0.000108,30
+0.000107,30
+0.000112,30
+0.000111,30
+0.000087,30
+0.000105,30
+0.000076,30
+0.000066,30
+0.000107,30
+0.000119,30
+0.000105,30
+0.000117,30
+0.000077,30
+0.000077,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000079,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000069,30
+0.000077,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000096,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000085,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000089,30
+0.000066,30
+0.000066,30
+0.000066,30
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000079,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000102,32
+0.000091,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000090,32
+0.000119,32
+0.000129,32
+0.000134,32
+0.000095,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000100,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000102,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000100,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000100,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000114,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000080,32
+0.000098,34
+0.000096,34
+0.000106,34
+0.000124,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000134,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000131,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000119,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000154,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000116,36
+0.000153,36
+0.000133,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000123,36
+0.000142,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000150,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000113,36
+0.000143,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000143,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000143,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000145,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000161,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000180,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000141,38
+0.000143,38
+0.000168,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000168,40
+0.000164,40
+0.000165,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000166,40
+0.000164,40
+0.000268,40
+0.000164,40
+0.000164,40
+0.000165,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000188,40
+0.000183,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000174,40
+0.000293,40
+0.000184,40
+0.000164,40
+0.000164,40
+0.000170,40
+0.000234,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000195,40
+0.000174,40
+0.000164,40
+0.000214,40
+0.000234,40
+0.000203,40
+0.000164,40
+0.000183,40
+0.000183,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000186,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000164,40
+0.000190,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000200,42
+0.000198,42
+0.000215,42
+0.000258,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000231,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000201,42
+0.000252,42
+0.000189,42
+0.000189,42
+0.000347,42
+0.000296,42
+0.000208,42
+0.000194,42
+0.000195,42
+0.000213,42
+0.000215,42
+0.000323,42
+0.000235,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000199,42
+0.000220,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000199,42
+0.000240,42
+0.000189,42
+0.000222,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000209,42
+0.000199,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000194,42
+0.000202,42
+0.000223,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000189,42
+0.000222,44
+0.000216,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000288,44
+0.000228,44
+0.000216,44
+0.000217,44
+0.000254,44
+0.000216,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000216,44
+0.000268,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000256,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000254,44
+0.000255,44
+0.000217,44
+0.000216,44
+0.000216,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000240,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000245,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000216,44
+0.000217,44
+0.000217,44
+0.000217,44
+0.000250,46
+0.000246,46
+0.000246,46
+0.000249,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000257,46
+0.000275,46
+0.000303,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000285,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000250,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000252,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000253,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000253,46
+0.000257,46
+0.000277,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000285,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000246,46
+0.000250,46
+0.000286,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000286,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000279,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000284,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000284,48
+0.000280,48
+0.000280,48
+0.000290,48
+0.000311,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000318,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000281,48
+0.000279,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000283,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000281,48
+0.000321,48
+0.000280,48
+0.000332,48
+0.000316,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000279,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000280,48
+0.000334,48
+0.000343,48
+0.000319,50
+0.000338,50
+0.000315,50
+0.000431,50
+0.000315,50
+0.000335,50
+0.000315,50
+0.000446,50
+0.000315,50
+0.000315,50
+0.000351,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000359,50
+0.000315,50
+0.000343,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000355,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000352,50
+0.000315,50
+0.000315,50
+0.000325,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000326,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000354,50
+0.000339,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000343,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000334,50
+0.000376,50
+0.000317,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000315,50
+0.000319,50
+0.000315,50
+0.000359,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000362,52
+0.000353,52
+0.000354,52
+0.000356,52
+0.000392,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000354,52
+0.000354,52
+0.000358,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000354,52
+0.000355,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000357,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000354,52
+0.000362,52
+0.000356,52
+0.000354,52
+0.000353,52
+0.000392,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000358,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000354,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000355,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000358,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000353,52
+0.000355,52
+0.000409,54
+0.000395,54
+0.000395,54
+0.000405,54
+0.000423,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000400,54
+0.000394,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000396,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000394,54
+0.000395,54
+0.000395,54
+0.000396,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000394,54
+0.000395,54
+0.000395,54
+0.000398,54
+0.000395,54
+0.000403,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000434,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000397,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000399,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000395,54
+0.000421,54
+0.000395,54
+0.000395,54
+0.000473,54
+0.000404,54
+0.000419,54
+0.000415,54
+0.000419,54
+0.000408,54
+0.000443,54
+0.000419,54
+0.000395,54
+0.000419,54
+0.000434,54
+0.000409,54
+0.000467,54
+0.000462,54
+0.000429,54
+0.000395,54
+0.000440,54
+0.000415,54
+0.000395,54
+0.000497,54
+0.000415,54
+0.000395,54
+0.000436,54
+0.000395,54
+0.000395,54
+0.000431,54
+0.000395,54
+0.000444,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000469,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000463,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000448,56
+0.000439,56
+0.000439,56
+0.000523,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000472,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000535,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000461,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000450,56
+0.000439,56
+0.000468,56
+0.000478,56
+0.000439,56
+0.000439,56
+0.000440,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000441,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000461,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000457,56
+0.000451,56
+0.000451,56
+0.000448,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000439,56
+0.000470,56
+0.000439,56
+0.000439,56
+0.000537,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000512,58
+0.000500,58
+0.000497,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000529,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000491,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000511,58
+0.000496,58
+0.000487,58
+0.000487,58
+0.000526,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000492,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000489,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000489,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000491,58
+0.000487,58
+0.000495,58
+0.000487,58
+0.000487,58
+0.000526,58
+0.000487,58
+0.000487,58
+0.000489,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000521,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000487,58
+0.000545,58
+0.000521,58
+0.000511,58
+0.000557,58
+0.000544,58
+0.000531,58
+0.000500,58
+0.000498,58
+0.000539,58
+0.000521,58
+0.000517,58
+0.000549,58
+0.000508,58
+0.000576,60
+0.000609,60
+0.000601,60
+0.000538,60
+0.000538,60
+0.000582,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000543,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000540,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000542,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000546,60
+0.000538,60
+0.000579,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000569,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000570,60
+0.000567,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000542,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000546,60
+0.000538,60
+0.000541,60
+0.000577,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000543,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000540,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000542,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000548,60
+0.000609,60
+0.000538,60
+0.000570,60
+0.000538,60
+0.000558,60
+0.000558,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000538,60
+0.000542,60
+0.000538,60
+0.000597,62
+0.000593,62
+0.000593,62
+0.000595,62
+0.000593,62
+0.000594,62
+0.000593,62
+0.000592,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000597,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000633,62
+0.000595,62
+0.000601,62
+0.000593,62
+0.000632,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000598,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000595,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000594,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000597,62
+0.000593,62
+0.000601,62
+0.000593,62
+0.000632,62
+0.000593,62
+0.000595,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000597,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000606,62
+0.000668,62
+0.000617,62
+0.000617,62
+0.000637,62
+0.000607,62
+0.000634,62
+0.000625,62
+0.000608,62
+0.000667,62
+0.000634,62
+0.000653,62
+0.000683,62
+0.000625,62
+0.000593,62
+0.000593,62
+0.000635,62
+0.000593,62
+0.000593,62
+0.000633,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000593,62
+0.000613,62
+0.000677,62
+0.000746,62
+0.000613,62
+0.000749,62
+0.000623,62
+0.000612,62
+0.000593,62
+0.000632,62
+0.000593,62
+0.000612,62
+0.000658,64
+0.000681,64
+0.000651,64
+0.000697,64
+0.000650,64
+0.000650,64
+0.000671,64
+0.000650,64
+0.000650,64
+0.000680,64
+0.000650,64
+0.000650,64
+0.000651,64
+0.000650,64
+0.000651,64
+0.000673,64
+0.000732,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000654,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000659,64
+0.000653,64
+0.000690,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000655,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000652,64
+0.000651,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000654,64
+0.000650,64
+0.000670,64
+0.000670,64
+0.000650,64
+0.000709,64
+0.000663,64
+0.000689,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000655,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000652,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000654,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000652,64
+0.000658,64
+0.000650,64
+0.000689,64
+0.000650,64
+0.000650,64
+0.000655,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000652,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000650,64
+0.000654,64
+0.000650,64
+0.000650,64
+0.000651,64
+0.000651,64
+0.000650,64
+0.000725,66
+0.000713,66
+0.000722,66
+0.000713,66
+0.000752,66
+0.000713,66
+0.000718,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000759,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000717,66
+0.000713,66
+0.000812,66
+0.000736,66
+0.000740,66
+0.000776,66
+0.000755,66
+0.000738,66
+0.000766,66
+0.000775,66
+0.000797,66
+0.000776,66
+0.000829,66
+0.000722,66
+0.000713,66
+0.000713,66
+0.000736,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000859,66
+0.000825,66
+0.000713,66
+0.000713,66
+0.000733,66
+0.000757,66
+0.000713,66
+0.000733,66
+0.000765,66
+0.000772,66
+0.000894,66
+0.000713,66
+0.000713,66
+0.000752,66
+0.000731,66
+0.000754,66
+0.000723,66
+0.000713,66
+0.000734,66
+0.000713,66
+0.000713,66
+0.000749,66
+0.000793,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000840,66
+0.000768,66
+0.000752,66
+0.000756,66
+0.000713,66
+0.000724,66
+0.000781,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000736,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000736,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000744,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000713,66
+0.000712,66
+0.000745,66
+0.000713,66
+0.000752,66
+0.000713,66
+0.000713,66
+0.000719,66
+0.000713,66
+0.000789,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000785,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000783,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000780,68
+0.000787,68
+0.000817,68
+0.000778,68
+0.000778,68
+0.000783,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000780,68
+0.000779,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000780,68
+0.000779,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000782,68
+0.000778,68
+0.000787,68
+0.000778,68
+0.000817,68
+0.000781,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000783,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000780,68
+0.000778,68
+0.000845,68
+0.000822,68
+0.000813,68
+0.000832,68
+0.000826,68
+0.000902,68
+0.000890,68
+0.000835,68
+0.000799,68
+0.000868,68
+0.000778,68
+0.000778,68
+0.000816,68
+0.000778,68
+0.000779,68
+0.000778,68
+0.000778,68
+0.000813,68
+0.000798,68
+0.000778,68
+0.000778,68
+0.000798,68
+0.000820,68
+0.000778,68
+0.000779,68
+0.000778,68
+0.000787,68
+0.000841,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000783,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000780,68
+0.000846,68
+0.000778,68
+0.000778,68
+0.000778,68
+0.000786,68
+0.000779,68
+0.000778,68
+0.000779,68
+0.000790,68
+0.000864,70
+0.000887,70
+0.000848,70
+0.000895,70
+0.000856,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000850,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000849,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000863,70
+0.000848,70
+0.000887,70
+0.000848,70
+0.000848,70
+0.000852,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000854,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000850,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000852,70
+0.000857,70
+0.000848,70
+0.000887,70
+0.000848,70
+0.000850,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000896,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000850,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000848,70
+0.000852,70
+0.000848,70
+0.000857,70
+0.000887,70
+0.000848,70
+0.000851,70
+0.001152,70
+0.000848,70
+0.000848,70
+0.000880,70
+0.001018,70
+0.000848,70
+0.001016,70
+0.000885,70
+0.000848,70
+0.000935,70
+0.000894,70
+0.000883,70
+0.000921,70
+0.000926,70
+0.000922,70
+0.001052,70
+0.000956,70
+0.000883,70
+0.001083,70
+0.000970,70
+0.001244,70
+0.000980,70
+0.000928,70
+0.000927,70
+0.000914,70
+0.000951,70
+0.000948,70
+0.000969,70
+0.000974,70
+0.000970,70
+0.001081,70
+0.001080,70
+0.000962,70
+0.000948,70
+0.000948,70
+0.000946,70
+0.000934,70
+0.000946,70
+0.001066,72
+0.001042,72
+0.001018,72
+0.001084,72
+0.001068,72
+0.001038,72
+0.001056,72
+0.001073,72
+0.001119,72
+0.001100,72
+0.001092,72
+0.001032,72
+0.001029,72
+0.001016,72
+0.001057,72
+0.001057,72
+0.001057,72
+0.001068,72
+0.001039,72
+0.001038,72
+0.001066,72
+0.001032,72
+0.001037,72
+0.001037,72
+0.001135,72
+0.001046,72
+0.001085,72
+0.001089,72
+0.001054,72
+0.001079,72
+0.001024,72
+0.001033,72
+0.001036,72
+0.001050,72
+0.000921,72
+0.001033,72
+0.001062,72
+0.000960,72
+0.000921,72
+0.001050,72
+0.001081,72
+0.001111,72
+0.001031,72
+0.001009,72
+0.001014,72
+0.000946,72
+0.001031,72
+0.000950,72
+0.001043,72
+0.000921,72
+0.000921,72
+0.001055,72
+0.000958,72
+0.001054,72
+0.001056,72
+0.000921,72
+0.000980,72
+0.001135,72
+0.001088,72
+0.001116,72
+0.000955,72
+0.000921,72
+0.001174,72
+0.000941,72
+0.000967,72
+0.001058,72
+0.000921,72
+0.000921,72
+0.000947,72
+0.001054,72
+0.000941,72
+0.001007,72
+0.001018,72
+0.001027,72
+0.000987,72
+0.001003,72
+0.001095,72
+0.000942,72
+0.001094,72
+0.000921,72
+0.000971,72
+0.000921,72
+0.000921,72
+0.000942,72
+0.000965,72
+0.000921,72
+0.000921,72
+0.000921,72
+0.000921,72
+0.000966,72
+0.000941,72
+0.000921,72
+0.000941,72
+0.000996,72
+0.000921,72
+0.000921,72
+0.000921,72
+0.000967,72
+0.000921,72
+0.000921,72
+0.001012,74
+0.001031,74
+0.000999,74
+0.001078,74
+0.000998,74
+0.001047,74
+0.000999,74
+0.000999,74
+0.000999,74
+0.001067,74
+0.001024,74
+0.000998,74
+0.000999,74
+0.001002,74
+0.000998,74
+0.000998,74
+0.000998,74
+0.001007,74
+0.000998,74
+0.000998,74
+0.000998,74
+0.001001,74
+0.000998,74
+0.000999,74
+0.001053,74
+0.001033,74
+0.001023,74
+0.000999,74
+0.000998,74
+0.001003,74
+0.000999,74
+0.000999,74
+0.000998,74
+0.001000,74
+0.000999,74
+0.000998,74
+0.000998,74
+0.001005,74
+0.000999,74
+0.000998,74
+0.000998,74
+0.001000,74
+0.001022,74
+0.001024,74
+0.000999,74
+0.001007,74
+0.000999,74
+0.000999,74
+0.000998,74
+0.001000,74
+0.000998,74
+0.000998,74
+0.000999,74
+0.001000,74
+0.000999,74
+0.000999,74
+0.000999,74
+0.001002,74
+0.001021,74
+0.000998,74
+0.001023,74
+0.001002,74
+0.000998,74
+0.000998,74
+0.000998,74
+0.001005,74
+0.000999,74
+0.000999,74
+0.000998,74
+0.001000,74
+0.000998,74
+0.000999,74
+0.001075,74
+0.001077,74
+0.001043,74
+0.001087,74
+0.001126,74
+0.001090,74
+0.001029,74
+0.001098,74
+0.001032,74
+0.000999,74
+0.000998,74
+0.001048,74
+0.001004,74
+0.000999,74
+0.000999,74
+0.000999,74
+0.001006,74
+0.000999,74
+0.000999,74
+0.001023,74
+0.001028,74
+0.000999,74
+0.000998,74
+0.000999,74
+0.001007,74
+0.000998,74
+0.000998,74
+0.000998,74
+0.001095,76
+0.001081,76
+0.001153,76
+0.001081,76
+0.001095,76
+0.001081,76
+0.001081,76
+0.001111,76
+0.001116,76
+0.001082,76
+0.001080,76
+0.001091,76
+0.001080,76
+0.001081,76
+0.001081,76
+0.001083,76
+0.001081,76
+0.001081,76
+0.001082,76
+0.001277,76
+0.001102,76
+0.001101,76
+0.001132,76
+0.001106,76
+0.001081,76
+0.001105,76
+0.001081,76
+0.001081,76
+0.001081,76
+0.001104,76
+0.001081,76
+0.001080,76
+0.001081,76
+0.001109,76
+0.001081,76
+0.001081,76
+0.001109,76
+0.001103,76
+0.001105,76
+0.001081,76
+0.001089,76
+0.001081,76
+0.001081,76
+0.001080,76
+0.001082,76
+0.001081,76
+0.001081,76
+0.001102,76
+0.001081,76
+0.001081,76
+0.001081,76
+0.001085,76
+0.001080,76
+0.001103,76
+0.001104,76
+0.001107,76
+0.001081,76
+0.001081,76
+0.001089,76
+0.001174,76
+0.001081,76
+0.001081,76
+0.001330,76
+0.001080,76
+0.001081,76
+0.001148,76
+0.001121,76
+0.001161,76
+0.001117,76
+0.001203,76
+0.001255,76
+0.001144,76
+0.001592,76
+0.002119,76
+0.002177,76
+0.001425,76
+0.001322,76
+0.001309,76
+0.001290,76
+0.001266,76
+0.001303,76
+0.001343,76
+0.001229,76
+0.001141,76
+0.001222,76
+0.001349,76
+0.001260,76
+0.001221,76
+0.001172,76
+0.001276,76
+0.001166,76
+0.001110,76
+0.001237,76
+0.001164,76
+0.001207,76
+0.001205,76
+0.001145,76
+0.001226,76
+0.001109,76
+0.001230,76
+0.001250,78
+0.001198,78
+0.001318,78
+0.001202,78
+0.001205,78
+0.001384,78
+0.001220,78
+0.001353,78
+0.001168,78
+0.001194,78
+0.001167,78
+0.001167,78
+0.001167,78
+0.001215,78
+0.001167,78
+0.001167,78
+0.001201,78
+0.001167,78
+0.001167,78
+0.001239,78
+0.001190,78
+0.001191,78
+0.001168,78
+0.001204,78
+0.001167,78
+0.001167,78
+0.001198,78
+0.001167,78
+0.001177,78
+0.001198,78
+0.001167,78
+0.001167,78
+0.001167,78
+0.001221,78
+0.001190,78
+0.001194,78
+0.001362,78
+0.001167,78
+0.001167,78
+0.001210,78
+0.001167,78
+0.001167,78
+0.001167,78
+0.001204,78
+0.001167,78
+0.001167,78
+0.001283,78
+0.001278,78
+0.001323,78
+0.001268,78
+0.001204,78
+0.001262,78
+0.001289,78
+0.001167,78
+0.001167,78
+0.001167,78
+0.001202,78
+0.001309,78
+0.001167,78
+0.001206,78
+0.001167,78
+0.001167,78
+0.001423,78
+0.001194,78
+0.001167,78
+0.001167,78
+0.001211,78
+0.001168,78
+0.001168,78
+0.001192,78
+0.001251,78
+0.001167,78
+0.001332,78
+0.001199,78
+0.001190,78
+0.001189,78
+0.001204,78
+0.001191,78
+0.001167,78
+0.001212,78
+0.001167,78
+0.001167,78
+0.001207,78
+0.001167,78
+0.001167,78
+0.001167,78
+0.001201,78
+0.001167,78
+0.001167,78
+0.001239,78
+0.001167,78
+0.001192,78
+0.001184,78
+0.001186,78
+0.001168,78
+0.001167,78
+0.001173,78
+0.001168,78
+0.001167,78
+0.001169,78
+0.001268,80
+0.001257,80
+0.001261,80
+0.001279,80
+0.001282,80
+0.001257,80
+0.001261,80
+0.001257,80
+0.001257,80
+0.001263,80
+0.001257,80
+0.001257,80
+0.001259,80
+0.001257,80
+0.001287,80
+0.001268,80
+0.001257,80
+0.001297,80
+0.001284,80
+0.001257,80
+0.001257,80
+0.001259,80
+0.001257,80
+0.001257,80
+0.001256,80
+0.001263,80
+0.001257,80
+0.001257,80
+0.001259,80
+0.001353,80
+0.001333,80
+0.001366,80
+0.001305,80
+0.001357,80
+0.001332,80
+0.001365,80
+0.001257,80
+0.001291,80
+0.001257,80
+0.001257,80
+0.001282,80
+0.001257,80
+0.001278,80
+0.001294,80
+0.001280,80
+0.001257,80
+0.001286,80
+0.001257,80
+0.001257,80
+0.001280,80
+0.001257,80
+0.001330,80
+0.001257,80
+0.001302,80
+0.001257,80
+0.001257,80
+0.001283,80
+0.001281,80
+0.001257,80
+0.001261,80
+0.001257,80
+0.001257,80
+0.001297,80
+0.001306,80
+0.001257,80
+0.001300,80
+0.001267,80
+0.001257,80
+0.001323,80
+0.001278,80
+0.001280,80
+0.001281,80
+0.001257,80
+0.001257,80
+0.001274,80
+0.001266,80
+0.001257,80
+0.001257,80
+0.001259,80
+0.001257,80
+0.001257,80
+0.001260,80
+0.001278,80
+0.001353,80
+0.001274,80
+0.001259,80
+0.001257,80
+0.001263,80
+0.001257,80
+0.001257,80
+0.001259,80
+0.001257,80
+0.001257,80
+0.001261,80
+0.001434,80
+0.001276,80
+0.001527,80
+0.001383,80
+0.001498,80
+0.001345,80
+0.001604,82
+0.001498,82
+0.001578,82
+0.001498,82
+0.001565,82
+0.001591,82
+0.001523,82
+0.001503,82
+0.001502,82
+0.001531,82
+0.001463,82
+0.001638,82
+0.001432,82
+0.001530,82
+0.001492,82
+0.001578,82
+0.001501,82
+0.001977,82
+0.001577,82
+0.001540,82
+0.001526,82
+0.001540,82
+0.001564,82
+0.001492,82
+0.001627,82
+0.001528,82
+0.001529,82
+0.001539,82
+0.001479,82
+0.001453,82
+0.001450,82
+0.001442,82
+0.001445,82
+0.001457,82
+0.001457,82
+0.001469,82
+0.001572,82
+0.001430,82
+0.001776,82
+0.001605,82
+0.001509,82
+0.001503,82
+0.001509,82
+0.001536,82
+0.001509,82
+0.001493,82
+0.001517,82
+0.001511,82
+0.001508,82
+0.001513,82
+0.001536,82
+0.001484,82
+0.001468,82
+0.001473,82
+0.001476,82
+0.001487,82
+0.001474,82
+0.001489,82
+0.001553,82
+0.001523,82
+0.001489,82
+0.001544,82
+0.001542,82
+0.001464,82
+0.001463,82
+0.001469,82
+0.001482,82
+0.001511,82
+0.001423,82
+0.001497,82
+0.001488,82
+0.001635,82
+0.001456,82
+0.001527,82
+0.001452,82
+0.001566,82
+0.001485,82
+0.001559,82
+0.001428,82
+0.001697,82
+0.001431,82
+0.001431,82
+0.001410,82
+0.001421,82
+0.001736,82
+0.001462,82
+0.001439,82
+0.001382,82
+0.001366,82
+0.001766,82
+0.001578,82
+0.001466,82
+0.001366,82
+0.001556,82
+0.001485,82
+0.001559,82
+0.001420,82
+0.001509,82
+0.001448,82
+0.001433,82
+0.001505,84
+0.001708,84
+0.001583,84
+0.001532,84
+0.001867,84
+0.001624,84
+0.001513,84
+0.001615,84
+0.001491,84
+0.001673,84
+0.001537,84
+0.001602,84
+0.001517,84
+0.001776,84
+0.001573,84
+0.001652,84
+0.001731,84
+0.001606,84
+0.001568,84
+0.001583,84
+0.001534,84
+0.001584,84
+0.001581,84
+0.001996,84
+0.001828,84
+0.001970,84
+0.001907,84
+0.001872,84
+0.001870,84
+0.001966,84
+0.001880,84
+0.001653,84
+0.001818,84
+0.001933,84
+0.001632,84
+0.001582,84
+0.001560,84
+0.001675,84
+0.001603,84
+0.001697,84
+0.001657,84
+0.001648,84
+0.001725,84
+0.001654,84
+0.001623,84
+0.001516,84
+0.001491,84
+0.001517,84
+0.001491,84
+0.001679,84
+0.001637,84
+0.001610,84
+0.001630,84
+0.001572,84
+0.001564,84
+0.001569,84
+0.001545,84
+0.001588,84
+0.001658,84
+0.001571,84
+0.001573,84
+0.001709,84
+0.001576,84
+0.001554,84
+0.001481,84
+0.001796,84
+0.001491,84
+0.001621,84
+0.001545,84
+0.001453,84
+0.001494,84
+0.001452,84
+0.001563,84
+0.001522,84
+0.001584,84
+0.001637,84
+0.001725,84
+0.001619,84
+0.001604,84
+0.001670,84
+0.001588,84
+0.001708,84
+0.001615,84
+0.001452,84
+0.001606,84
+0.001490,84
+0.001604,84
+0.001579,84
+0.001527,84
+0.001452,84
+0.001499,84
+0.001452,84
+0.001465,84
+0.001486,84
+0.001555,84
+0.001452,84
+0.001526,84
+0.001675,84
+0.001599,84
+0.001499,84
+0.001638,86
+0.001737,86
+0.001600,86
+0.001737,86
+0.001559,86
+0.001559,86
+0.001749,86
+0.001691,86
+0.001658,86
+0.001558,86
+0.001590,86
+0.001558,86
+0.001559,86
+0.001587,86
+0.001558,86
+0.001680,86
+0.001558,86
+0.001579,86
+0.001627,86
+0.001597,86
+0.001789,86
+0.001558,86
+0.001558,86
+0.001584,86
+0.001559,86
+0.001583,86
+0.001558,86
+0.001703,86
+0.001776,86
+0.001597,86
+0.001583,86
+0.001558,86
+0.001559,86
+0.001690,86
+0.001600,86
+0.001592,86
+0.001559,86
+0.001559,86
+0.001683,86
+0.001761,86
+0.001623,86
+0.001558,86
+0.001558,86
+0.001584,86
+0.001558,86
+0.001581,86
+0.001796,86
+0.001659,86
+0.001857,86
+0.001810,86
+0.001826,86
+0.001671,86
+0.001702,86
+0.001696,86
+0.001702,86
+0.001628,86
+0.001734,86
+0.001704,86
+0.001711,86
+0.001851,86
+0.001669,86
+0.001721,86
+0.001756,86
+0.001707,86
+0.001834,86
+0.001838,86
+0.001635,86
+0.001871,86
+0.001859,86
+0.001666,86
+0.001666,86
+0.001657,86
+0.001668,86
+0.001654,86
+0.001675,86
+0.001891,86
+0.001799,86
+0.001804,86
+0.001750,86
+0.001787,86
+0.001738,86
+0.001770,86
+0.001625,86
+0.001771,86
+0.001757,86
+0.001690,86
+0.001711,86
+0.001751,86
+0.001820,86
+0.001612,86
+0.001733,86
+0.001706,86
+0.001678,86
+0.001699,86
+0.001700,86
+0.001734,86
+0.001750,86
+0.001779,86
+0.001700,86
+0.001779,86
+0.001813,88
+0.001813,88
+0.001888,88
+0.001836,88
+0.001887,88
+0.001911,88
+0.001892,88
+0.001787,88
+0.001867,88
+0.001848,88
+0.001905,88
+0.001843,88
+0.001897,88
+0.002130,88
+0.004302,88
+0.001848,88
+0.001766,88
+0.001722,88
+0.001804,88
+0.001802,88
+0.001815,88
+0.001818,88
+0.001847,88
+0.001865,88
+0.001767,88
+0.001776,88
+0.001751,88
+0.001773,88
+0.001744,88
+0.001782,88
+0.001919,88
+0.002034,88
+0.001918,88
+0.001979,88
+0.001885,88
+0.001895,88
+0.001865,88
+0.001859,88
+0.001773,88
+0.001917,88
+0.001851,88
+0.001844,88
+0.001803,88
+0.001832,88
+0.001774,88
+0.001863,88
+0.001940,88
+0.001916,88
+0.001999,88
+0.001922,88
+0.001866,88
+0.001984,88
+0.001864,88
+0.001809,88
+0.001784,88
+0.001841,88
+0.001970,88
+0.001865,88
+0.001875,88
+0.001867,88
+0.001998,88
+0.001879,88
+0.001818,88
+0.001863,88
+0.001943,88
+0.002102,88
+0.001872,88
+0.001922,88
+0.001922,88
+0.001738,88
+0.001803,88
+0.001777,88
+0.001788,88
+0.002044,88
+0.002014,88
+0.001786,88
+0.001942,88
+0.001800,88
+0.001764,88
+0.001819,88
+0.001800,88
+0.001826,88
+0.001763,88
+0.001832,88
+0.001832,88
+0.001867,88
+0.001826,88
+0.001783,88
+0.001833,88
+0.001755,88
+0.001767,88
+0.001849,88
+0.001800,88
+0.001838,88
+0.002000,88
+0.001914,88
+0.001889,88
+0.001822,88
+0.001900,88
+0.001868,88
+0.002045,90
+0.002083,90
+0.001996,90
+0.002012,90
+0.001956,90
+0.001960,90
+0.001994,90
+0.001975,90
+0.002229,90
+0.001996,90
+0.001926,90
+0.002033,90
+0.001940,90
+0.001917,90
+0.001934,90
+0.001913,90
+0.001920,90
+0.001983,90
+0.001978,90
+0.002018,90
+0.001928,90
+0.001949,90
+0.001948,90
+0.001969,90
+0.002095,90
+0.001965,90
+0.002043,90
+0.001930,90
+0.001987,90
+0.001946,90
+0.001935,90
+0.001928,90
+0.001970,90
+0.001996,90
+0.001952,90
+0.002076,90
+0.002171,90
+0.002512,90
+0.002524,90
+0.002317,90
+0.002413,90
+0.002428,90
+0.002173,90
+0.002052,90
+0.002012,90
+0.001995,90
+0.001990,90
+0.002001,90
+0.001979,90
+0.001961,90
+0.002068,90
+0.001985,90
+0.001988,90
+0.002031,90
+0.002024,90
+0.002012,90
+0.001985,90
+0.001977,90
+0.002043,90
+0.002001,90
+0.002052,90
+0.002040,90
+0.002011,90
+0.002026,90
+0.001964,90
+0.002007,90
+0.001987,90
+0.001951,90
+0.001966,90
+0.002065,90
+0.001977,90
+0.001908,90
+0.001914,90
+0.002070,90
+0.002188,90
+0.002242,90
+0.002210,90
+0.002093,90
+0.002013,90
+0.001985,90
+0.001969,90
+0.001980,90
+0.001984,90
+0.001978,90
+0.001962,90
+0.001997,90
+0.001951,90
+0.001964,90
+0.001948,90
+0.001950,90
+0.001944,90
+0.002016,90
+0.001914,90
+0.001957,90
+0.001954,90
+0.001952,90
+0.001933,90
+0.001929,90
+0.001929,90
+0.001955,90
+0.002176,92
+0.002076,92
+0.002074,92
+0.002073,92
+0.002086,92
+0.002072,92
+0.002070,92
+0.002071,92
+0.002150,92
+0.002102,92
+0.002085,92
+0.002072,92
+0.002090,92
+0.002103,92
+0.002081,92
+0.002080,92
+0.002178,92
+0.002117,92
+0.002096,92
+0.002074,92
+0.002081,92
+0.002049,92
+0.001983,92
+0.001978,92
+0.001988,92
+0.002048,92
+0.002083,92
+0.001966,92
+0.001939,92
+0.001905,92
+0.001938,92
+0.001905,92
+0.001998,92
+0.001988,92
+0.001990,92
+0.001956,92
+0.001944,92
+0.001905,92
+0.001940,92
+0.001905,92
+0.001931,92
+0.002051,92
+0.001932,92
+0.001916,92
+0.001945,92
+0.001934,92
+0.001905,92
+0.001934,92
+0.001905,92
+0.001959,92
+0.001905,92
+0.001956,92
+0.002195,92
+0.002039,92
+0.002183,92
+0.001987,92
+0.002163,92
+0.002143,92
+0.002184,92
+0.002212,92
+0.002241,92
+0.002146,92
+0.002183,92
+0.002171,92
+0.002169,92
+0.002408,92
+0.002204,92
+0.002163,92
+0.002097,92
+0.002111,92
+0.002057,92
+0.002114,92
+0.002097,92
+0.002273,92
+0.002191,92
+0.002150,92
+0.002058,92
+0.002047,92
+0.002057,92
+0.002034,92
+0.001942,92
+0.002168,92
+0.002163,92
+0.003191,92
+0.002162,92
+0.002106,92
+0.002028,92
+0.002057,92
+0.002162,92
+0.002098,92
+0.002227,92
+0.002239,92
+0.002172,92
+0.002044,92
+0.002031,92
+0.002021,92
+0.002299,92
+0.002519,92
+0.002628,92
+0.002104,92
+0.002270,94
+0.002232,94
+0.002239,94
+0.002805,94
+0.002718,94
+0.002506,94
+0.002880,94
+0.002652,94
+0.002438,94
+0.002516,94
+0.002958,94
+0.002180,94
+0.002139,94
+0.002145,94
+0.002162,94
+0.002192,94
+0.002308,94
+0.002193,94
+0.003367,94
+0.002772,94
+0.002902,94
+0.002238,94
+0.002120,94
+0.002267,94
+0.002291,94
+0.002955,94
+0.002548,94
+0.002764,94
+0.002785,94
+0.002638,94
+0.002414,94
+0.002271,94
+0.002242,94
+0.002232,94
+0.002199,94
+0.002193,94
+0.002248,94
+0.002287,94
+0.002269,94
+0.002258,94
+0.002242,94
+0.002174,94
+0.002188,94
+0.002180,94
+0.002209,94
+0.002219,94
+0.002284,94
+0.002228,94
+0.002259,94
+0.002227,94
+0.002286,94
+0.002191,94
+0.002205,94
+0.002281,94
+0.002241,94
+0.002187,94
+0.002224,94
+0.002170,94
+0.002151,94
+0.002234,94
+0.002278,94
+0.002294,94
+0.002267,94
+0.002179,94
+0.002405,94
+0.002226,94
+0.002247,94
+0.002268,94
+0.002221,94
+0.002960,94
+0.003003,94
+0.002788,94
+0.002929,94
+0.002821,94
+0.003428,94
+0.002702,94
+0.002226,94
+0.002220,94
+0.002311,94
+0.002193,94
+0.002503,94
+0.002530,94
+0.002313,94
+0.002327,94
+0.002228,94
+0.002315,94
+0.002801,94
+0.003093,94
+0.002355,94
+0.002123,94
+0.002102,94
+0.002036,94
+0.002268,94
+0.002291,94
+0.002212,94
+0.002548,94
+0.002096,94
+0.002070,94
+0.002223,94
+0.003631,94
+0.003131,96
+0.002345,96
+0.002444,96
+0.002200,96
+0.002164,96
+0.002201,96
+0.002165,96
+0.002459,96
+0.002256,96
+0.002386,96
+0.002270,96
+0.002165,96
+0.002200,96
+0.002165,96
+0.002303,96
+0.002474,96
+0.002570,96
+0.002492,96
+0.002222,96
+0.002253,96
+0.002445,96
+0.002405,96
+0.002374,96
+0.002388,96
+0.002320,96
+0.002348,96
+0.002412,96
+0.002335,96
+0.002826,96
+0.002458,96
+0.002369,96
+0.002287,96
+0.002271,96
+0.002221,96
+0.002232,96
+0.002600,96
+0.002674,96
+0.002477,96
+0.002204,96
+0.002200,96
+0.002249,96
+0.002207,96
+0.002188,96
+0.003085,96
+0.002353,96
+0.002224,96
+0.002199,96
+0.002165,96
+0.002200,96
+0.002524,96
+0.002687,96
+0.002478,96
+0.002204,96
+0.002224,96
+0.002204,96
+0.002476,96
+0.002659,96
+0.002713,96
+0.002460,96
+0.002290,96
+0.002394,96
+0.002247,96
+0.002490,96
+0.002873,96
+0.002604,96
+0.002406,96
+0.002254,96
+0.002250,96
+0.002389,96
+0.002253,96
+0.002941,96
+0.002625,96
+0.002418,96
+0.002181,96
+0.002247,96
+0.002221,96
+0.002249,96
+0.002854,96
+0.002349,96
+0.002397,96
+0.002164,96
+0.002199,96
+0.002287,96
+0.002282,96
+0.002452,96
+0.002915,96
+0.002363,96
+0.002283,96
+0.002221,96
+0.002247,96
+0.002222,96
+0.002580,96
+0.002344,96
+0.002385,96
+0.002205,96
+0.002164,96
+0.002200,96
+0.002164,96
+0.002477,96
+0.002228,96
+0.002862,98
+0.002740,98
+0.002681,98
+0.002558,98
+0.003056,98
+0.003342,98
+0.002864,98
+0.003272,98
+0.003514,98
+0.002586,98
+0.002846,98
+0.003309,98
+0.002700,98
+0.002704,98
+0.002443,98
+0.002605,98
+0.003502,98
+0.003117,98
+0.002557,98
+0.002528,98
+0.002538,98
+0.002366,98
+0.002391,98
+0.003854,98
+0.003106,98
+0.002539,98
+0.002463,98
+0.002305,98
+0.003020,98
+0.002789,98
+0.002425,98
+0.002469,98
+0.002396,98
+0.002366,98
+0.002765,98
+0.002778,98
+0.002635,98
+0.002610,98
+0.002480,98
+0.002392,98
+0.002396,98
+0.002714,98
+0.002756,98
+0.002841,98
+0.004154,98
+0.002943,98
+0.002630,98
+0.002467,98
+0.003615,98
+0.003165,98
+0.002790,98
+0.002379,98
+0.003336,98
+0.002897,98
+0.003019,98
+0.002448,98
+0.002841,98
+0.002532,98
+0.002560,98
+0.002856,98
+0.003478,98
+0.003149,98
+0.002553,98
+0.002413,98
+0.002631,98
+0.003139,98
+0.002597,98
+0.002427,98
+0.002502,98
+0.002393,98
+0.002618,98
+0.002441,98
+0.002753,98
+0.003863,98
+0.003689,98
+0.002348,98
+0.002846,98
+0.002731,98
+0.002495,98
+0.002508,98
+0.002396,98
+0.002401,98
+0.002703,98
+0.002545,98
+0.002685,98
+0.002514,98
+0.002346,98
+0.002623,98
+0.002410,98
+0.002921,98
+0.003268,98
+0.002623,98
+0.002346,98
+0.002697,98
+0.002615,98
+0.002521,98
+0.003498,98
+0.003344,98
+0.003301,98
+0.002581,98
+0.002742,100
+0.002698,100
+0.003454,100
+0.002797,100
+0.002585,100
+0.002507,100
+0.002585,100
+0.002588,100
+0.003374,100
+0.002645,100
+0.002527,100
+0.002447,100
+0.002799,100
+0.002665,100
+0.003417,100
+0.002694,100
+0.002484,100
+0.002548,100
+0.002658,100
+0.002574,100
+0.003506,100
+0.002723,100
+0.002596,100
+0.002688,100
+0.002624,100
+0.002649,100
+0.003460,100
+0.002747,100
+0.002662,100
+0.002631,100
+0.002617,100
+0.002584,100
+0.002649,100
+0.002590,100
+0.002796,100
+0.002484,100
+0.002778,100
+0.002643,100
+0.002649,100
+0.002754,100
+0.002555,100
+0.002564,100
+0.002531,100
+0.004300,100
+0.002859,100
+0.002562,100
+0.002571,100
+0.002561,100
+0.002549,100
+0.002654,100
+0.002806,100
+0.002635,100
+0.002647,100
+0.002842,100
+0.002732,100
+0.002691,100
+0.004549,100
+0.003644,100
+0.003237,100
+0.003062,100
+0.003510,100
+0.002940,100
+0.002762,100
+0.002677,100
+0.002640,100
+0.002693,100
+0.002635,100
+0.002778,100
+0.004505,100
+0.002998,100
+0.003058,100
+0.002824,100
+0.002817,100
+0.002728,100
+0.002627,100
+0.002649,100
+0.002588,100
+0.003822,100
+0.003904,100
+0.003254,100
+0.003074,100
+0.003190,100
+0.003889,100
+0.003142,100
+0.002844,100
+0.002776,100
+0.002816,100
+0.003645,100
+0.003645,100
+0.002665,100
+0.002592,100
+0.002575,100
+0.002658,100
+0.003486,100
+0.002725,100
+0.002622,100
+0.002620,100
+0.002645,100
+0.002613,100
+0.002580,100
+0.002724,102
+0.003303,102
+0.003048,102
+0.002780,102
+0.002951,102
+0.004601,102
+0.003367,102
+0.003190,102
+0.003475,102
+0.003924,102
+0.003630,102
+0.002814,102
+0.002834,102
+0.002798,102
+0.002829,102
+0.003342,102
+0.003120,102
+0.002870,102
+0.002729,102
+0.002820,102
+0.003945,102
+0.003139,102
+0.003297,102
+0.002713,102
+0.002807,102
+0.002903,102
+0.003155,102
+0.003056,102
+0.002928,102
+0.002823,102
+0.002892,102
+0.003179,102
+0.002805,102
+0.002963,102
+0.003007,102
+0.002791,102
+0.002833,102
+0.003276,102
+0.003000,102
+0.002734,102
+0.002885,102
+0.002941,102
+0.003071,102
+0.003235,102
+0.003131,102
+0.002980,102
+0.003010,102
+0.002969,102
+0.002932,102
+0.003002,102
+0.002888,102
+0.002757,102
+0.002811,102
+0.002874,102
+0.002963,102
+0.002898,102
+0.002741,102
+0.002809,102
+0.002712,102
+0.003060,102
+0.003273,102
+0.003245,102
+0.003031,102
+0.002997,102
+0.003172,102
+0.002861,102
+0.002823,102
+0.002939,102
+0.002998,102
+0.002820,102
+0.002794,102
+0.003012,102
+0.002913,102
+0.002679,102
+0.002762,102
+0.002738,102
+0.002825,102
+0.002687,102
+0.002860,102
+0.002803,102
+0.002834,102
+0.002665,102
+0.002883,102
+0.002636,102
+0.002978,102
+0.002732,102
+0.002656,102
+0.002633,102
+0.002697,102
+0.002831,102
+0.002744,102
+0.002656,102
+0.002900,102
+0.002691,102
+0.002800,102
+0.002862,102
+0.003009,102
+0.002916,102
+0.002882,102
+0.002770,102
+0.003104,104
+0.004950,104
+0.005103,104
+0.004573,104
+0.004026,104
+0.003457,104
+0.003062,104
+0.003048,104
+0.002974,104
+0.003241,104
+0.003673,104
+0.002939,104
+0.002939,104
+0.002946,104
+0.003087,104
+0.003103,104
+0.003060,104
+0.003008,104
+0.003019,104
+0.003130,104
+0.003015,104
+0.003053,104
+0.002991,104
+0.003000,104
+0.003002,104
+0.002993,104
+0.003105,104
+0.003042,104
+0.003033,104
+0.003031,104
+0.003215,104
+0.002948,104
+0.002988,104
+0.003126,104
+0.003376,104
+0.003281,104
+0.003323,104
+0.003151,104
+0.003025,104
+0.002992,104
+0.002998,104
+0.003124,104
+0.003087,104
+0.003148,104
+0.003070,104
+0.003095,104
+0.003224,104
+0.003072,104
+0.002990,104
+0.003106,104
+0.003007,104
+0.003000,104
+0.003089,104
+0.002909,104
+0.002937,104
+0.003134,104
+0.003013,104
+0.003071,104
+0.003501,104
+0.003272,104
+0.002931,104
+0.002971,104
+0.003224,104
+0.003673,104
+0.004977,104
+0.005140,104
+0.004520,104
+0.003520,104
+0.003634,104
+0.003674,104
+0.003072,104
+0.004450,104
+0.005067,104
+0.003972,104
+0.003040,104
+0.004208,104
+0.003163,104
+0.003146,104
+0.003114,104
+0.003184,104
+0.004320,104
+0.004138,104
+0.003283,104
+0.003101,104
+0.003353,104
+0.003452,104
+0.003375,104
+0.003198,104
+0.002984,104
+0.002996,104
+0.003103,104
+0.003065,104
+0.002990,104
+0.003533,104
+0.002977,104
+0.003177,104
+0.003234,104
+0.003008,104
+0.002749,104
+0.002798,104
+0.003047,106
+0.003276,106
+0.003251,106
+0.002976,106
+0.002943,106
+0.002945,106
+0.003244,106
+0.003172,106
+0.003055,106
+0.002941,106
+0.002908,106
+0.003125,106
+0.003282,106
+0.003298,106
+0.002979,106
+0.002907,106
+0.002947,106
+0.003287,106
+0.003200,106
+0.003031,106
+0.002942,106
+0.002940,106
+0.003263,106
+0.003190,106
+0.003135,106
+0.003207,106
+0.003102,106
+0.003048,106
+0.003238,106
+0.004084,106
+0.003262,106
+0.002951,106
+0.003074,106
+0.003253,106
+0.003276,106
+0.002987,106
+0.002948,106
+0.002943,106
+0.003273,106
+0.003223,106
+0.003069,106
+0.002946,106
+0.002907,106
+0.003239,106
+0.003170,106
+0.003175,106
+0.002966,106
+0.002907,106
+0.002944,106
+0.003637,106
+0.003381,106
+0.003021,106
+0.002907,106
+0.002945,106
+0.003403,106
+0.003164,106
+0.003231,106
+0.003006,106
+0.003251,106
+0.003278,106
+0.003057,106
+0.003331,106
+0.003197,106
+0.003204,106
+0.003135,106
+0.003388,106
+0.003199,106
+0.003293,106
+0.003074,106
+0.003239,106
+0.003718,106
+0.003302,106
+0.003199,106
+0.003224,106
+0.003473,106
+0.004491,106
+0.003305,106
+0.002990,106
+0.003136,106
+0.003739,106
+0.003203,106
+0.003375,106
+0.003028,106
+0.003151,106
+0.003945,106
+0.003031,106
+0.003347,106
+0.003095,106
+0.003152,106
+0.003090,106
+0.003259,106
+0.003189,106
+0.002980,106
+0.002939,106
+0.002946,106
+0.003175,106
+0.003065,106
+0.003058,106
+0.002943,106
+0.002907,106
+0.003187,108
+0.003114,108
+0.003144,108
+0.003167,108
+0.003105,108
+0.003137,108
+0.003077,108
+0.003091,108
+0.003151,108
+0.003082,108
+0.003082,108
+0.003137,108
+0.003076,108
+0.003128,108
+0.003080,108
+0.003082,108
+0.003117,108
+0.003076,108
+0.003171,108
+0.003267,108
+0.003295,108
+0.003273,108
+0.003076,108
+0.003203,108
+0.003136,108
+0.003176,108
+0.003111,108
+0.003154,108
+0.003122,108
+0.003130,108
+0.003084,108
+0.003076,108
+0.003118,108
+0.003448,108
+0.003253,108
+0.003176,108
+0.003076,108
+0.003272,108
+0.003213,108
+0.003440,108
+0.003461,108
+0.003272,108
+0.003390,108
+0.003595,108
+0.003716,108
+0.003763,108
+0.003569,108
+0.003491,108
+0.004074,108
+0.004008,108
+0.003675,108
+0.003863,108
+0.004063,108
+0.004119,108
+0.003293,108
+0.003363,108
+0.003859,108
+0.004069,108
+0.003520,108
+0.003406,108
+0.003918,108
+0.003379,108
+0.003471,108
+0.003419,108
+0.003413,108
+0.003456,108
+0.003645,108
+0.003479,108
+0.003432,108
+0.003446,108
+0.003743,108
+0.003456,108
+0.003485,108
+0.003335,108
+0.003717,108
+0.003818,108
+0.004702,108
+0.003204,108
+0.003619,108
+0.004511,108
+0.003444,108
+0.003417,108
+0.003457,108
+0.003391,108
+0.004317,108
+0.003866,108
+0.003940,108
+0.004001,108
+0.004094,108
+0.003464,108
+0.003306,108
+0.003358,108
+0.004539,108
+0.003901,108
+0.003670,108
+0.003260,108
+0.003190,108
+0.003597,108
+0.003501,108
+0.003408,108
+0.003429,110
+0.003429,110
+0.003797,110
+0.004116,110
+0.004120,110
+0.003768,110
+0.004135,110
+0.003665,110
+0.003478,110
+0.003370,110
+0.003650,110
+0.003790,110
+0.003530,110
+0.003283,110
+0.003287,110
+0.003979,110
+0.003637,110
+0.003364,110
+0.003284,110
+0.003276,110
+0.003956,110
+0.003654,110
+0.003303,110
+0.003277,110
+0.003401,110
+0.003906,110
+0.003552,110
+0.003310,110
+0.003291,110
+0.003906,110
+0.003494,110
+0.004124,110
+0.004018,110
+0.003607,110
+0.004405,110
+0.003534,110
+0.003367,110
+0.003302,110
+0.004091,110
+0.003674,110
+0.003433,110
+0.003281,110
+0.003282,110
+0.004209,110
+0.004076,110
+0.003343,110
+0.003248,110
+0.003524,110
+0.004683,110
+0.003419,110
+0.003310,110
+0.003274,110
+0.003638,110
+0.004112,110
+0.003305,110
+0.003293,110
+0.003420,110
+0.004203,110
+0.003878,110
+0.003977,110
+0.003768,110
+0.004266,110
+0.003622,110
+0.003306,110
+0.003291,110
+0.003711,110
+0.004202,110
+0.003488,110
+0.003287,110
+0.003288,110
+0.004122,110
+0.003463,110
+0.003373,110
+0.003309,110
+0.003280,110
+0.003765,110
+0.003592,110
+0.003307,110
+0.003268,110
+0.003380,110
+0.003534,110
+0.003634,110
+0.003308,110
+0.003291,110
+0.003403,110
+0.003537,110
+0.003463,110
+0.004221,110
+0.003886,110
+0.003534,110
+0.003454,110
+0.003349,110
+0.003297,110
+0.003337,110
+0.003307,110
+0.003330,110
+0.003333,110
+0.003292,110
+0.003253,110
+0.003314,110
+0.003456,112
+0.003488,112
+0.003424,112
+0.003424,112
+0.003485,112
+0.003424,112
+0.003509,112
+0.003465,112
+0.003487,112
+0.003426,112
+0.003655,112
+0.003506,112
+0.003448,112
+0.003691,112
+0.003444,112
+0.003525,112
+0.004253,112
+0.004014,112
+0.003595,112
+0.003568,112
+0.003467,112
+0.003682,112
+0.003663,112
+0.003452,112
+0.003849,112
+0.003829,112
+0.003802,112
+0.004047,112
+0.003946,112
+0.003842,112
+0.003872,112
+0.003809,112
+0.003732,112
+0.003750,112
+0.003766,112
+0.003737,112
+0.003740,112
+0.003876,112
+0.003732,112
+0.003700,112
+0.004181,112
+0.004431,112
+0.004791,112
+0.004435,112
+0.004282,112
+0.004833,112
+0.003635,112
+0.003641,112
+0.004416,112
+0.004212,112
+0.003849,112
+0.003800,112
+0.004405,112
+0.004508,112
+0.003790,112
+0.003760,112
+0.004236,112
+0.004309,112
+0.004036,112
+0.004067,112
+0.004138,112
+0.004338,112
+0.003998,112
+0.003950,112
+0.004470,112
+0.004087,112
+0.003750,112
+0.003674,112
+0.004195,112
+0.003909,112
+0.003730,112
+0.003789,112
+0.003871,112
+0.004001,112
+0.003885,112
+0.003800,112
+0.003805,112
+0.003705,112
+0.003966,112
+0.003826,112
+0.003758,112
+0.004308,112
+0.004099,112
+0.003878,112
+0.003669,112
+0.004048,112
+0.003747,112
+0.004013,112
+0.003836,112
+0.004167,112
+0.004281,112
+0.003775,112
+0.003679,112
+0.003618,112
+0.004103,112
+0.004505,112
+0.003802,112
+0.003920,112
+0.004098,112
+0.003758,112
+0.004096,114
+0.004092,114
+0.004524,114
+0.003986,114
+0.004240,114
+0.004373,114
+0.004719,114
+0.004651,114
+0.004453,114
+0.004648,114
+0.004415,114
+0.004713,114
+0.004440,114
+0.004585,114
+0.004241,114
+0.003937,114
+0.003874,114
+0.004223,114
+0.004237,114
+0.004248,114
+0.003954,114
+0.004599,114
+0.003933,114
+0.004173,114
+0.003968,114
+0.004382,114
+0.004115,114
+0.004127,114
+0.004023,114
+0.004088,114
+0.004349,114
+0.004448,114
+0.004103,114
+0.004327,114
+0.004140,114
+0.004051,114
+0.004106,114
+0.004270,114
+0.004178,114
+0.004092,114
+0.004039,114
+0.003899,114
+0.004260,114
+0.004283,114
+0.004056,114
+0.004069,114
+0.004379,114
+0.004036,114
+0.004061,114
+0.004247,114
+0.003940,114
+0.004357,114
+0.004266,114
+0.004872,114
+0.004120,114
+0.004111,114
+0.004133,114
+0.004764,114
+0.004693,114
+0.004351,114
+0.004444,114
+0.004386,114
+0.004131,114
+0.004052,114
+0.003993,114
+0.004490,114
+0.004194,114
+0.004035,114
+0.004154,114
+0.004109,114
+0.004098,114
+0.004010,114
+0.004149,114
+0.004626,114
+0.004505,114
+0.003911,114
+0.004349,114
+0.004280,114
+0.004227,114
+0.003865,114
+0.004203,114
+0.004726,114
+0.004246,114
+0.004057,114
+0.004151,114
+0.004506,114
+0.004091,114
+0.004129,114
+0.003975,114
+0.004005,114
+0.004205,114
+0.004115,114
+0.004046,114
+0.004115,114
+0.004059,114
+0.003898,114
+0.003900,114
+0.004033,114
+0.003874,114
+0.003878,114
+0.004165,116
+0.004023,116
+0.003963,116
+0.003937,116
+0.003927,116
+0.003950,116
+0.004177,116
+0.003951,116
+0.003834,116
+0.003977,116
+0.003862,116
+0.003893,116
+0.003824,116
+0.003883,116
+0.004006,116
+0.004065,116
+0.003836,116
+0.003913,116
+0.003836,116
+0.003851,116
+0.003851,116
+0.003833,116
+0.003878,116
+0.003807,116
+0.003856,116
+0.003801,116
+0.003897,116
+0.003805,116
+0.003903,116
+0.003825,116
+0.003925,116
+0.003808,116
+0.003824,116
+0.003827,116
+0.003812,116
+0.003879,116
+0.003935,116
+0.003904,116
+0.003808,116
+0.003932,116
+0.003906,116
+0.004212,116
+0.003857,116
+0.004047,116
+0.003861,116
+0.003930,116
+0.003859,116
+0.003830,116
+0.003823,116
+0.003885,116
+0.003844,116
+0.003812,116
+0.003804,116
+0.003832,116
+0.003877,116
+0.003803,116
+0.003807,116
+0.003801,116
+0.003831,116
+0.003943,116
+0.003805,116
+0.003826,116
+0.003802,116
+0.003859,116
+0.003803,116
+0.003913,116
+0.003920,116
+0.004088,116
+0.003964,116
+0.003828,116
+0.003826,116
+0.003879,116
+0.003828,116
+0.003809,116
+0.003812,116
+0.003832,116
+0.003845,116
+0.003829,116
+0.003806,116
+0.003802,116
+0.003875,116
+0.003803,116
+0.003804,116
+0.003800,116
+0.003830,116
+0.003849,116
+0.003802,116
+0.003805,116
+0.003802,116
+0.003875,116
+0.003802,116
+0.003932,116
+0.003888,116
+0.004108,116
+0.003871,116
+0.003825,116
+0.003979,116
+0.003924,116
+0.003832,116
+0.003967,116
+0.004099,118
+0.004075,118
+0.004074,118
+0.004004,118
+0.004010,118
+0.004033,118
+0.004051,118
+0.004004,118
+0.004004,118
+0.004007,118
+0.004094,118
+0.004050,118
+0.004003,118
+0.004006,118
+0.004077,118
+0.004006,118
+0.004087,118
+0.004210,118
+0.004358,118
+0.004105,118
+0.004024,118
+0.004011,118
+0.004085,118
+0.004140,118
+0.004008,118
+0.004016,118
+0.004140,118
+0.004010,118
+0.004005,118
+0.004004,118
+0.004075,118
+0.004006,118
+0.004006,118
+0.004004,118
+0.004124,118
+0.004004,118
+0.004149,118
+0.004055,118
+0.004022,118
+0.004042,118
+0.004037,118
+0.004253,118
+0.004472,118
+0.004140,118
+0.004036,118
+0.004067,118
+0.004177,118
+0.004095,118
+0.004128,118
+0.004145,118
+0.004078,118
+0.004070,118
+0.004007,118
+0.004009,118
+0.004034,118
+0.004069,118
+0.004007,118
+0.004009,118
+0.004007,118
+0.004071,118
+0.004006,118
+0.004003,118
+0.004006,118
+0.004093,118
+0.004039,118
+0.004071,118
+0.004192,118
+0.004376,118
+0.004032,118
+0.004024,118
+0.004029,118
+0.004094,118
+0.004011,118
+0.004007,118
+0.004009,118
+0.004075,118
+0.004004,118
+0.004006,118
+0.004004,118
+0.004078,118
+0.004024,118
+0.004006,118
+0.004003,118
+0.004033,118
+0.004112,118
+0.004038,118
+0.004023,118
+0.004035,118
+0.004048,118
+0.004004,118
+0.004159,118
+0.004318,118
+0.004226,118
+0.004037,118
+0.004078,118
+0.004100,118
+0.004078,118
+0.004041,118
+0.004005,118
+0.004013,118
+0.004287,120
+0.004207,120
+0.004205,120
+0.004205,120
+0.004275,120
+0.004208,120
+0.004204,120
+0.004206,120
+0.004272,120
+0.004207,120
+0.004204,120
+0.004236,120
+0.004244,120
+0.004211,120
+0.004343,120
+0.004570,120
+0.004448,120
+0.004240,120
+0.004242,120
+0.004260,120
+0.004269,120
+0.004209,120
+0.004207,120
+0.004272,120
+0.004207,120
+0.004203,120
+0.004206,120
+0.004277,120
+0.004204,120
+0.004205,120
+0.004203,120
+0.004275,120
+0.004203,120
+0.004205,120
+0.004223,120
+0.004274,120
+0.004203,120
+0.004205,120
+0.004403,120
+0.004593,120
+0.004256,120
+0.004269,120
+0.004335,120
+0.004336,120
+0.004315,120
+0.004269,120
+0.004230,120
+0.004365,120
+0.004229,120
+0.004224,120
+0.004224,120
+0.004274,120
+0.004204,120
+0.004206,120
+0.004233,120
+0.004246,120
+0.004391,120
+0.004207,120
+0.004236,120
+0.004243,120
+0.004206,120
+0.004343,120
+0.004532,120
+0.004434,120
+0.004247,120
+0.004307,120
+0.004299,120
+0.004225,120
+0.004233,120
+0.004225,120
+0.004294,120
+0.004319,120
+0.004244,120
+0.004232,120
+0.004317,120
+0.004256,120
+0.004245,120
+0.004250,120
+0.004315,120
+0.004206,120
+0.004204,120
+0.004205,120
+0.004273,120
+0.004206,120
+0.004238,120
+0.004449,120
+0.004641,120
+0.004204,120
+0.004205,120
+0.004224,120
+0.004247,120
+0.004204,120
+0.004205,120
+0.004233,120
+0.004265,120
+0.004204,120
+0.004205,120
+0.004231,120
+0.004290,120
+0.004203,120
+0.004448,122
+0.004493,122
+0.004564,122
+0.004424,122
+0.004419,122
+0.004477,122
+0.004420,122
+0.004419,122
+0.004614,122
+0.004852,122
+0.004420,122
+0.004643,122
+0.004469,122
+0.004523,122
+0.004598,122
+0.004456,122
+0.004554,122
+0.004446,122
+0.004423,122
+0.004419,122
+0.004492,122
+0.004420,122
+0.004420,122
+0.004452,122
+0.004460,122
+0.004424,122
+0.004421,122
+0.004471,122
+0.004488,122
+0.004445,122
+0.004588,122
+0.004816,122
+0.004674,122
+0.004440,122
+0.004448,122
+0.004523,122
+0.004466,122
+0.004424,122
+0.004470,122
+0.004481,122
+0.004423,122
+0.004464,122
+0.004488,122
+0.004422,122
+0.004427,122
+0.004422,122
+0.004530,122
+0.004423,122
+0.004420,122
+0.004422,122
+0.004537,122
+0.004419,122
+0.004470,122
+0.004943,122
+0.004728,122
+0.004450,122
+0.004420,122
+0.004705,122
+0.004813,122
+0.004763,122
+0.004560,122
+0.004446,122
+0.004525,122
+0.004445,122
+0.004512,122
+0.004572,122
+0.004654,122
+0.004420,122
+0.004476,122
+0.004561,122
+0.004623,122
+0.004454,122
+0.004489,122
+0.004460,122
+0.004494,122
+0.004738,122
+0.004682,122
+0.004465,122
+0.004475,122
+0.004489,122
+0.004479,122
+0.004420,122
+0.004420,122
+0.004477,122
+0.004420,122
+0.004442,122
+0.004431,122
+0.004486,122
+0.004441,122
+0.004464,122
+0.004468,122
+0.004420,122
+0.004422,122
+0.004419,122
+0.004512,122
+0.004420,122
+0.004425,122
+0.004646,122
+0.004711,122
+0.004576,122
+0.004711,124
+0.004750,124
+0.004739,124
+0.004677,124
+0.004678,124
+0.004712,124
+0.004638,124
+0.004635,124
+0.004690,124
+0.004638,124
+0.004636,124
+0.004637,124
+0.004684,124
+0.004695,124
+0.004646,124
+0.004648,124
+0.004681,124
+0.004635,124
+0.004683,124
+0.004996,124
+0.004826,124
+0.004724,124
+0.004688,124
+0.004707,124
+0.004640,124
+0.004642,124
+0.004685,124
+0.004681,124
+0.004666,124
+0.004638,124
+0.004685,124
+0.004640,124
+0.004692,124
+0.004689,124
+0.004635,124
+0.004641,124
+0.004636,124
+0.004689,124
+0.004661,124
+0.004636,124
+0.004882,124
+0.004919,124
+0.004701,124
+0.004638,124
+0.004705,124
+0.004638,124
+0.004636,124
+0.004647,124
+0.004680,124
+0.004636,124
+0.005736,124
+0.004788,124
+0.004636,124
+0.004643,124
+0.004678,124
+0.004667,124
+0.004638,124
+0.004635,124
+0.004687,124
+0.004641,124
+0.004636,124
+0.004925,124
+0.005010,124
+0.004684,124
+0.004679,124
+0.004749,124
+0.004758,124
+0.004657,124
+0.004758,124
+0.004704,124
+0.004636,124
+0.004638,124
+0.004706,124
+0.004639,124
+0.004636,124
+0.004667,124
+0.004699,124
+0.004636,124
+0.004670,124
+0.004706,124
+0.004659,124
+0.004635,124
+0.004787,124
+0.005047,124
+0.004857,124
+0.004656,124
+0.004749,124
+0.004659,124
+0.004636,124
+0.004662,124
+0.004766,124
+0.004687,124
+0.004664,124
+0.004730,124
+0.004661,124
+0.004636,124
+0.004642,124
+0.004704,124
+0.004640,124
+0.004638,124
+0.004915,126
+0.004906,126
+0.004864,126
+0.004917,126
+0.005215,126
+0.005071,126
+0.004884,126
+0.005222,126
+0.004990,126
+0.005259,126
+0.005390,126
+0.005463,126
+0.005577,126
+0.005841,126
+0.005507,126
+0.005470,126
+0.005750,126
+0.007375,126
+0.006174,126
+0.006265,126
+0.005507,126
+0.005868,126
+0.009030,126
+0.007537,126
+0.007350,126
+0.005591,126
+0.005574,126
+0.007123,126
+0.005460,126
+0.005456,126
+0.007157,126
+0.005286,126
+0.005380,126
+0.006827,126
+0.005305,126
+0.005246,126
+0.006802,126
+0.005030,126
+0.008349,126
+0.008952,126
+0.004990,126
+0.004984,126
+0.004962,126
+0.004979,126
+0.005130,126
+0.004950,126
+0.005002,126
+0.004897,126
+0.004938,126
+0.004991,126
+0.004948,126
+0.005013,126
+0.004889,126
+0.004946,126
+0.004927,126
+0.004868,126
+0.006621,126
+0.008387,126
+0.004923,126
+0.004954,126
+0.004954,126
+0.004868,126
+0.005026,126
+0.004867,126
+0.004864,126
+0.004906,126
+0.004905,126
+0.004864,126
+0.004866,126
+0.004947,126
+0.004884,126
+0.004866,126
+0.004942,126
+0.004866,126
+0.004867,126
+0.005186,126
+0.008795,126
+0.005915,126
+0.004976,126
+0.004869,126
+0.004885,126
+0.004933,126
+0.004925,126
+0.004887,126
+0.004868,126
+0.004964,126
+0.004888,126
+0.004887,126
+0.004947,126
+0.004867,126
+0.004949,126
+0.004907,126
+0.004930,126
+0.004866,126
+0.004866,126
+0.007738,126
+0.007211,126
+0.004975,126
+0.004872,126
+0.004864,126
+0.005386,128
+0.005457,128
+0.005374,128
+0.005376,128
+0.005440,128
+0.005372,128
+0.005418,128
+0.005458,128
+0.005413,128
+0.005375,128
+0.005435,128
+0.005372,128
+0.005376,128
+0.007662,128
+0.008165,128
+0.005499,128
+0.005405,128
+0.005429,128
+0.005458,128
+0.005401,128
+0.005376,128
+0.005431,128
+0.005375,128
+0.005376,128
+0.005431,128
+0.005375,128
+0.005376,128
+0.005392,128
+0.005415,128
+0.005377,128
+0.005393,128
+0.008756,128
+0.007322,128
+0.005482,128
+0.005442,128
+0.005407,128
+0.005487,128
+0.005377,128
+0.005396,128
+0.005436,128
+0.005373,128
+0.005375,128
+0.005435,128
+0.005373,128
+0.005418,128
+0.005435,128
+0.005373,128
+0.005376,128
+0.006360,128
+0.009397,128
+0.005654,128
+0.005469,128
+0.005642,128
+0.005554,128
+0.005407,128
+0.005405,128
+0.005435,128
+0.005401,128
+0.005411,128
+0.005434,128
+0.005408,128
+0.005464,128
+0.005396,128
+0.005417,128
+0.005377,128
+0.005395,128
+0.008415,128
+0.007413,128
+0.005487,128
+0.005378,128
+0.005376,128
+0.005459,128
+0.005373,128
+0.005375,128
+0.005466,128
+0.005374,128
+0.005660,128
+0.006978,128
+0.005549,128
+0.005383,128
+0.005587,128
+0.006194,128
+0.005526,128
+0.008246,128
+0.008427,128
+0.005702,128
+0.005406,128
+0.005692,128
+0.005657,128
+0.005604,128
+0.005617,128
+0.005458,128
+0.005567,128
+0.005881,128
+0.005510,128
+0.005733,128
+0.005493,128
+0.005481,128
+0.005583,128
+0.005448,128
+0.007634,130
+0.008371,130
+0.005475,130
+0.005438,130
+0.005381,130
+0.005505,130
+0.005396,130
+0.005344,130
+0.005421,130
+0.005375,130
+0.005337,130
+0.005420,130
+0.005397,130
+0.005339,130
+0.005418,130
+0.005390,130
+0.005344,130
+0.005521,130
+0.007434,130
+0.008883,130
+0.005438,130
+0.005415,130
+0.005448,130
+0.005405,130
+0.005400,130
+0.005437,130
+0.005424,130
+0.005340,130
+0.005439,130
+0.005372,130
+0.005340,130
+0.005378,130
+0.005383,130
+0.005380,130
+0.005378,130
+0.006334,130
+0.009437,130
+0.005541,130
+0.005377,130
+0.005616,130
+0.005437,130
+0.005339,130
+0.005600,130
+0.005439,130
+0.005337,130
+0.005339,130
+0.005459,130
+0.005337,130
+0.005339,130
+0.005439,130
+0.005337,130
+0.005341,130
+0.005442,130
+0.007503,130
+0.008373,130
+0.005348,130
+0.005343,130
+0.005455,130
+0.005339,130
+0.005364,130
+0.005397,130
+0.005379,130
+0.005341,130
+0.005378,130
+0.005380,130
+0.005342,130
+0.005357,130
+0.005421,130
+0.005341,130
+0.005337,130
+0.005517,130
+0.008094,130
+0.007734,130
+0.005471,130
+0.006000,130
+0.006253,130
+0.005450,130
+0.005444,130
+0.005474,130
+0.005337,130
+0.005420,130
+0.005439,130
+0.005398,130
+0.005341,130
+0.005421,130
+0.005338,130
+0.005342,130
+0.005425,130
+0.006189,130
+0.009636,130
+0.005515,130
+0.005400,130
+0.005429,130
+0.005374,130
+0.005482,130
+0.005847,130
+0.005396,130
+0.005360,130
+0.005418,130
+0.005342,130
+0.005615,132
+0.005666,132
+0.005921,132
+0.005611,132
+0.005735,132
+0.005710,132
+0.010125,132
+0.006354,132
+0.005653,132
+0.005672,132
+0.005607,132
+0.005646,132
+0.005715,132
+0.006172,132
+0.006019,132
+0.005687,132
+0.005589,132
+0.005627,132
+0.005667,132
+0.005585,132
+0.005590,132
+0.005691,132
+0.007254,132
+0.009219,132
+0.005691,132
+0.005624,132
+0.005865,132
+0.005591,132
+0.005606,132
+0.005692,132
+0.005588,132
+0.005589,132
+0.005665,132
+0.005587,132
+0.005611,132
+0.005685,132
+0.005606,132
+0.005592,132
+0.005745,132
+0.007300,132
+0.009084,132
+0.005619,132
+0.005597,132
+0.005708,132
+0.005624,132
+0.005675,132
+0.005747,132
+0.005725,132
+0.005683,132
+0.005650,132
+0.005598,132
+0.005613,132
+0.005687,132
+0.005588,132
+0.005605,132
+0.005759,132
+0.007564,132
+0.008772,132
+0.005623,132
+0.005671,132
+0.005660,132
+0.005645,132
+0.005625,132
+0.005628,132
+0.005589,132
+0.005606,132
+0.005635,132
+0.005744,132
+0.005645,132
+0.005590,132
+0.005586,132
+0.005669,132
+0.005738,132
+0.007667,132
+0.008944,132
+0.005686,132
+0.005690,132
+0.006929,132
+0.010806,132
+0.010826,132
+0.010964,132
+0.010989,132
+0.010404,132
+0.008319,132
+0.005731,132
+0.008331,132
+0.008752,132
+0.005674,132
+0.005879,132
+0.005639,132
+0.005672,132
+0.005971,132
+0.005622,132
+0.005645,132
+0.005624,132
+0.005586,132
+0.005622,132
+0.005624,132
+0.005585,132
+0.005644,132
+0.005968,134
+0.006600,134
+0.010243,134
+0.005955,134
+0.006033,134
+0.005905,134
+0.005864,134
+0.005923,134
+0.005841,134
+0.005846,134
+0.005925,134
+0.005844,134
+0.005881,134
+0.005923,134
+0.005842,134
+0.005863,134
+0.005983,134
+0.006247,134
+0.010562,134
+0.006022,134
+0.005924,134
+0.005888,134
+0.005843,134
+0.005924,134
+0.005841,134
+0.005843,134
+0.005926,134
+0.005840,134
+0.005844,134
+0.005922,134
+0.005846,134
+0.005840,134
+0.005944,134
+0.005923,134
+0.009654,134
+0.007257,134
+0.005909,134
+0.005901,134
+0.005865,134
+0.005921,134
+0.005845,134
+0.005841,134
+0.005926,134
+0.005883,134
+0.005865,134
+0.005927,134
+0.005846,134
+0.005843,134
+0.005923,134
+0.005908,134
+0.008324,134
+0.008524,134
+0.005931,134
+0.005912,134
+0.005887,134
+0.006011,134
+0.005851,134
+0.005841,134
+0.005926,134
+0.005842,134
+0.005844,134
+0.005920,134
+0.005845,134
+0.005842,134
+0.005939,134
+0.005904,134
+0.007211,134
+0.009723,134
+0.005917,134
+0.005949,134
+0.005866,134
+0.005883,134
+0.005884,134
+0.005840,134
+0.005925,134
+0.005842,134
+0.005845,134
+0.005928,134
+0.005843,134
+0.005844,134
+0.005949,134
+0.005903,134
+0.005978,134
+0.010587,134
+0.006265,134
+0.005974,134
+0.005847,134
+0.005888,134
+0.005879,134
+0.005845,134
+0.005881,134
+0.005883,134
+0.005842,134
+0.005926,134
+0.005844,134
+0.005844,134
+0.005926,134
+0.005949,134
+0.005843,134
+0.009580,134
+0.007544,136
+0.006259,136
+0.006137,136
+0.006177,136
+0.006148,136
+0.006099,136
+0.006257,136
+0.006103,136
+0.006102,136
+0.006180,136
+0.006124,136
+0.006101,136
+0.006234,136
+0.006189,136
+0.007276,136
+0.010162,136
+0.006208,136
+0.006129,136
+0.006098,136
+0.006184,136
+0.006101,136
+0.006133,136
+0.006182,136
+0.006138,136
+0.006145,136
+0.006140,136
+0.006122,136
+0.006238,136
+0.006165,136
+0.006100,136
+0.009424,136
+0.007949,136
+0.006220,136
+0.006165,136
+0.006179,136
+0.006205,136
+0.006099,136
+0.006204,136
+0.006101,136
+0.006102,136
+0.006177,136
+0.006145,136
+0.006163,136
+0.006159,136
+0.006162,136
+0.006208,136
+0.010491,136
+0.007331,136
+0.006136,136
+0.006138,136
+0.006207,136
+0.006110,136
+0.006183,136
+0.006164,136
+0.006098,136
+0.006185,136
+0.006101,136
+0.006102,136
+0.006207,136
+0.006182,136
+0.006102,136
+0.009914,136
+0.007608,136
+0.006170,136
+0.006119,136
+0.006205,136
+0.006101,136
+0.006102,136
+0.006182,136
+0.006102,136
+0.006121,136
+0.006210,136
+0.006097,136
+0.006181,136
+0.006171,136
+0.006104,136
+0.007201,136
+0.010121,136
+0.006260,136
+0.006129,136
+0.006142,136
+0.006253,136
+0.006098,136
+0.006221,136
+0.006100,136
+0.006102,136
+0.006218,136
+0.006102,136
+0.006113,136
+0.006188,136
+0.006159,136
+0.006146,136
+0.009205,136
+0.008398,136
+0.006163,136
+0.006129,136
+0.006238,136
+0.006110,136
+0.006101,136
+0.006184,136
+0.006475,138
+0.006483,138
+0.006375,138
+0.006380,138
+0.006462,138
+0.006437,138
+0.006422,138
+0.008880,138
+0.009047,138
+0.006436,138
+0.006377,138
+0.006463,138
+0.006380,138
+0.006415,138
+0.006424,138
+0.006379,138
+0.006465,138
+0.006380,138
+0.006375,138
+0.006458,138
+0.006482,138
+0.006478,138
+0.009612,138
+0.008407,138
+0.006416,138
+0.006408,138
+0.006474,138
+0.006380,138
+0.006463,138
+0.006381,138
+0.006463,138
+0.006476,138
+0.006379,138
+0.006420,138
+0.006414,138
+0.006450,138
+0.006463,138
+0.010245,138
+0.007760,138
+0.006435,138
+0.006458,138
+0.006458,138
+0.006388,138
+0.006456,138
+0.006402,138
+0.006378,138
+0.006481,138
+0.006399,138
+0.006458,138
+0.006480,138
+0.006398,138
+0.006459,138
+0.010950,138
+0.006932,138
+0.006438,138
+0.006532,138
+0.006417,138
+0.006415,138
+0.006459,138
+0.006376,138
+0.006423,138
+0.006416,138
+0.006381,138
+0.006499,138
+0.006475,138
+0.006380,138
+0.006794,138
+0.011207,138
+0.006485,138
+0.006396,138
+0.006503,138
+0.006445,138
+0.006410,138
+0.006490,138
+0.006439,138
+0.006463,138
+0.006386,138
+0.006378,138
+0.006462,138
+0.006463,138
+0.006458,138
+0.007488,138
+0.010416,138
+0.006409,138
+0.006401,138
+0.006456,138
+0.006436,138
+0.006480,138
+0.006379,138
+0.006380,138
+0.006474,138
+0.006375,138
+0.006423,138
+0.006417,138
+0.006450,138
+0.006461,138
+0.007113,138
+0.011225,138
+0.006471,138
+0.006478,138
+0.006769,140
+0.006656,140
+0.006753,140
+0.006655,140
+0.006738,140
+0.006691,140
+0.006655,140
+0.006737,140
+0.006713,140
+0.006737,140
+0.006694,140
+0.011793,140
+0.006709,140
+0.006807,140
+0.006790,140
+0.006687,140
+0.006729,140
+0.006655,140
+0.006696,140
+0.006692,140
+0.006655,140
+0.006736,140
+0.006710,140
+0.006765,140
+0.006694,140
+0.010488,140
+0.008057,140
+0.006740,140
+0.006800,140
+0.006695,140
+0.006780,140
+0.006676,140
+0.006678,140
+0.006751,140
+0.006655,140
+0.006747,140
+0.006761,140
+0.006656,140
+0.006732,140
+0.009127,140
+0.009353,140
+0.006724,140
+0.006806,140
+0.006677,140
+0.006760,140
+0.006654,140
+0.006715,140
+0.006734,140
+0.006651,140
+0.006733,140
+0.006684,140
+0.006766,140
+0.006730,140
+0.007838,140
+0.010583,140
+0.006669,140
+0.006790,140
+0.006676,140
+0.006704,140
+0.006691,140
+0.006655,140
+0.006734,140
+0.006676,140
+0.006805,140
+0.006760,140
+0.006711,140
+0.006734,140
+0.006655,140
+0.011768,140
+0.006691,140
+0.006817,140
+0.006717,140
+0.006691,140
+0.006778,140
+0.006655,140
+0.006731,140
+0.006655,140
+0.006719,140
+0.006782,140
+0.006765,140
+0.006796,140
+0.006700,140
+0.010922,140
+0.007698,140
+0.006781,140
+0.006674,140
+0.006694,140
+0.006740,140
+0.006651,140
+0.006738,140
+0.006656,140
+0.006655,140
+0.006736,140
+0.006822,140
+0.006776,140
+0.006673,140
+0.009524,140
+0.008979,140
+0.006754,140
+0.006715,140
+0.007035,142
+0.007048,142
+0.006946,142
+0.007020,142
+0.007048,142
+0.007000,142
+0.007080,142
+0.007065,142
+0.007026,142
+0.006946,142
+0.011171,142
+0.007917,142
+0.007063,142
+0.007218,142
+0.007036,142
+0.006964,142
+0.007092,142
+0.007063,142
+0.008122,142
+0.007109,142
+0.007142,142
+0.007097,142
+0.006951,142
+0.008729,142
+0.010398,142
+0.007144,142
+0.007088,142
+0.006942,142
+0.007028,142
+0.006949,142
+0.007069,142
+0.007492,142
+0.007120,142
+0.007258,142
+0.007069,142
+0.007050,142
+0.006944,142
+0.010432,142
+0.009191,142
+0.007110,142
+0.007057,142
+0.007094,142
+0.006976,142
+0.007043,142
+0.006947,142
+0.006946,142
+0.007023,142
+0.007052,142
+0.007024,142
+0.006946,142
+0.008870,142
+0.010285,142
+0.007081,142
+0.006970,142
+0.007068,142
+0.007010,142
+0.007010,142
+0.007087,142
+0.006966,142
+0.007024,142
+0.006985,142
+0.007014,142
+0.007026,142
+0.006945,142
+0.010603,142
+0.008532,142
+0.007087,142
+0.006987,142
+0.007045,142
+0.006968,142
+0.007052,142
+0.007006,142
+0.006958,142
+0.007029,142
+0.007006,142
+0.007024,142
+0.006943,142
+0.006946,142
+0.012083,142
+0.007096,142
+0.006994,142
+0.006994,142
+0.007034,142
+0.007008,142
+0.007026,142
+0.006946,142
+0.006985,142
+0.006985,142
+0.007024,142
+0.007025,142
+0.006942,142
+0.008762,142
+0.010367,142
+0.007151,142
+0.006977,142
+0.007046,142
+0.006955,142
+0.006988,142
+0.006987,142
+0.006944,142
+0.007327,144
+0.007334,144
+0.007310,144
+0.007232,144
+0.007268,144
+0.012184,144
+0.007532,144
+0.007281,144
+0.007333,144
+0.007233,144
+0.007237,144
+0.007310,144
+0.007274,144
+0.007310,144
+0.007298,144
+0.007331,144
+0.007454,144
+0.007391,144
+0.011581,144
+0.007960,144
+0.007244,144
+0.007270,144
+0.007314,144
+0.007273,144
+0.007328,144
+0.007248,144
+0.007312,144
+0.007335,144
+0.007310,144
+0.007232,144
+0.007269,144
+0.010878,144
+0.008735,144
+0.007287,144
+0.007312,144
+0.007293,144
+0.007232,144
+0.007358,144
+0.007243,144
+0.007335,144
+0.007291,144
+0.007310,144
+0.007231,144
+0.007227,144
+0.010332,144
+0.009383,144
+0.007242,144
+0.007305,144
+0.007304,144
+0.007293,144
+0.007309,144
+0.007232,144
+0.007310,144
+0.007312,144
+0.007339,144
+0.007228,144
+0.007231,144
+0.009600,144
+0.010036,144
+0.007243,144
+0.007316,144
+0.007283,144
+0.007262,144
+0.007314,144
+0.007254,144
+0.007333,144
+0.007283,144
+0.007355,144
+0.007228,144
+0.007274,144
+0.007931,144
+0.012148,144
+0.007279,144
+0.007336,144
+0.007293,144
+0.007232,144
+0.007309,144
+0.007231,144
+0.007310,144
+0.007292,144
+0.007352,144
+0.007228,144
+0.007375,144
+0.009157,144
+0.010462,144
+0.007231,144
+0.007276,144
+0.007271,144
+0.007230,144
+0.007311,144
+0.007231,144
+0.007312,144
+0.007291,144
+0.007270,144
+0.007267,144
+0.007231,144
+0.008402,144
+0.011334,144
+0.007284,144
+0.007240,144
+0.007692,146
+0.007635,146
+0.007671,146
+0.007604,146
+0.007675,146
+0.007674,146
+0.007691,146
+0.007592,146
+0.008196,146
+0.011100,146
+0.009205,146
+0.007645,146
+0.007745,146
+0.007741,146
+0.007693,146
+0.007592,146
+0.007713,146
+0.007721,146
+0.007635,146
+0.007631,146
+0.007589,146
+0.008456,146
+0.011895,146
+0.007599,146
+0.007672,146
+0.007591,146
+0.007850,146
+0.007654,146
+0.007612,146
+0.007675,146
+0.007654,146
+0.007694,146
+0.007590,146
+0.007653,146
+0.011486,146
+0.008898,146
+0.007667,146
+0.007743,146
+0.007588,146
+0.007674,146
+0.007592,146
+0.007675,146
+0.007653,146
+0.007671,146
+0.007592,146
+0.007812,146
+0.008585,146
+0.011660,146
+0.007667,146
+0.007763,146
+0.007664,146
+0.007691,146
+0.007589,146
+0.007630,146
+0.007656,146
+0.007675,146
+0.007671,146
+0.007592,146
+0.007714,146
+0.011731,146
+0.008435,146
+0.007684,146
+0.007714,146
+0.007672,146
+0.007723,146
+0.007733,146
+0.007689,146
+0.007660,146
+0.007674,146
+0.007592,146
+0.007674,146
+0.008910,146
+0.011245,146
+0.007650,146
+0.007695,146
+0.007592,146
+0.007752,146
+0.007666,146
+0.007710,146
+0.007593,146
+0.007711,146
+0.007716,146
+0.007592,146
+0.007674,146
+0.012258,146
+0.007952,146
+0.007695,146
+0.007613,146
+0.007652,146
+0.007758,146
+0.007596,146
+0.007690,146
+0.007652,146
+0.007679,146
+0.007635,146
+0.007674,146
+0.008160,146
+0.012631,146
+0.008593,146
+0.007761,146
+0.007959,148
+0.007968,148
+0.007851,148
+0.007933,148
+0.007973,148
+0.007929,148
+0.008064,148
+0.007951,148
+0.009425,148
+0.011397,148
+0.007870,148
+0.007970,148
+0.007905,148
+0.007930,148
+0.007850,148
+0.007932,148
+0.007918,148
+0.007932,148
+0.007850,148
+0.007933,148
+0.008677,148
+0.012120,148
+0.007928,148
+0.007977,148
+0.007935,148
+0.007924,148
+0.007869,148
+0.007936,148
+0.007914,148
+0.007929,148
+0.007850,148
+0.007940,148
+0.008258,148
+0.012461,148
+0.007890,148
+0.007965,148
+0.007929,148
+0.007910,148
+0.007851,148
+0.007914,148
+0.007934,148
+0.007977,148
+0.007850,148
+0.007929,148
+0.007850,148
+0.012867,148
+0.007892,148
+0.007950,148
+0.007874,148
+0.007932,148
+0.007872,148
+0.007944,148
+0.007951,148
+0.007930,148
+0.007850,148
+0.007911,148
+0.007851,148
+0.012936,148
+0.007927,148
+0.007969,148
+0.007873,148
+0.007961,148
+0.007850,148
+0.007933,148
+0.007970,148
+0.007910,148
+0.007927,148
+0.007972,148
+0.007849,148
+0.012914,148
+0.007896,148
+0.007971,148
+0.007897,148
+0.007961,148
+0.007914,148
+0.007989,148
+0.007942,148
+0.007972,148
+0.007896,148
+0.007957,148
+0.007873,148
+0.012887,148
+0.007898,148
+0.007967,148
+0.007851,148
+0.007972,148
+0.007890,148
+0.007907,148
+0.007930,148
+0.007909,148
+0.007850,148
+0.007909,148
+0.007851,148
+0.012450,148
+0.008353,148
+0.007964,148
+0.007935,148
+0.007967,148
+0.007860,148
+0.008012,148
+0.008326,150
+0.008283,150
+0.008174,150
+0.008234,150
+0.008176,150
+0.013231,150
+0.008333,150
+0.008238,150
+0.008228,150
+0.008234,150
+0.008227,150
+0.008236,150
+0.008307,150
+0.008221,150
+0.008196,150
+0.008215,150
+0.009105,150
+0.013067,150
+0.009257,150
+0.008500,150
+0.008297,150
+0.008421,150
+0.008322,150
+0.008274,150
+0.008333,150
+0.008374,150
+0.008256,150
+0.008175,150
+0.013310,150
+0.008296,150
+0.008247,150
+0.008317,150
+0.008242,150
+0.008293,150
+0.008203,150
+0.008344,150
+0.008177,150
+0.008256,150
+0.008198,150
+0.010603,150
+0.010949,150
+0.008287,150
+0.008198,150
+0.008256,150
+0.008192,150
+0.008240,150
+0.008258,150
+0.008269,150
+0.008235,150
+0.008241,150
+0.008175,150
+0.013210,150
+0.008325,150
+0.008201,150
+0.008306,150
+0.008176,150
+0.008239,150
+0.008211,150
+0.008391,150
+0.008218,150
+0.008248,150
+0.008181,150
+0.009482,150
+0.011948,150
+0.008287,150
+0.008195,150
+0.008310,150
+0.008197,150
+0.008256,150
+0.008283,150
+0.008265,150
+0.008176,150
+0.008239,150
+0.008176,150
+0.012253,150
+0.009329,150
+0.008246,150
+0.008255,150
+0.008195,150
+0.008235,150
+0.008176,150
+0.008328,150
+0.008177,150
+0.008353,150
+0.008176,150
+0.008301,150
+0.013030,150
+0.008253,150
+0.008203,150
+0.008289,150
+0.008261,150
+0.008237,150
+0.008196,150
+0.008282,150
+0.008176,150
+0.008215,150
+0.008199,150
+0.011124,150
+0.010348,150
+0.008221,150
+0.008590,152
+0.008528,152
+0.008581,152
+0.008496,152
+0.008618,152
+0.008500,152
+0.008539,152
+0.008495,152
+0.009897,152
+0.012220,152
+0.008549,152
+0.008580,152
+0.008496,152
+0.008536,152
+0.008536,152
+0.008594,152
+0.008504,152
+0.008537,152
+0.008508,152
+0.008783,152
+0.013258,152
+0.008581,152
+0.008518,152
+0.008561,152
+0.008531,152
+0.008556,152
+0.008678,152
+0.008503,152
+0.008537,152
+0.008538,152
+0.008536,152
+0.013405,152
+0.009086,152
+0.008519,152
+0.008583,152
+0.008531,152
+0.008603,152
+0.008575,152
+0.008543,152
+0.008708,152
+0.008499,152
+0.008728,152
+0.013398,152
+0.008614,152
+0.008541,152
+0.008572,152
+0.008527,152
+0.008578,152
+0.008571,152
+0.008540,152
+0.008496,152
+0.008633,152
+0.008537,152
+0.012668,152
+0.009393,152
+0.008538,152
+0.008580,152
+0.008513,152
+0.008534,152
+0.008556,152
+0.008553,152
+0.008498,152
+0.008536,152
+0.008495,152
+0.011647,152
+0.010350,152
+0.008567,152
+0.008598,152
+0.008497,152
+0.008541,152
+0.008564,152
+0.008630,152
+0.008497,152
+0.008536,152
+0.008499,152
+0.010562,152
+0.011428,152
+0.008526,152
+0.008558,152
+0.008550,152
+0.008571,152
+0.008993,152
+0.009109,152
+0.008602,152
+0.008796,152
+0.008519,152
+0.010517,152
+0.011600,152
+0.008552,152
+0.008619,152
+0.008497,152
+0.008579,152
+0.008496,152
+0.008652,152
+0.008569,152
+0.008620,152
+0.008498,152
+0.009709,152
+0.012485,152
+0.008564,152
+0.009016,154
+0.008902,154
+0.008946,154
+0.008847,154
+0.008991,154
+0.008844,154
+0.008929,154
+0.008883,154
+0.011722,154
+0.011108,154
+0.008916,154
+0.008952,154
+0.008897,154
+0.008927,154
+0.008921,154
+0.008936,154
+0.008879,154
+0.008908,154
+0.008925,154
+0.013578,154
+0.009007,154
+0.008936,154
+0.008911,154
+0.008889,154
+0.008881,154
+0.009014,154
+0.008844,154
+0.008920,154
+0.008842,154
+0.008925,154
+0.013867,154
+0.008872,154
+0.008942,154
+0.008897,154
+0.008921,154
+0.008842,154
+0.008996,154
+0.009369,154
+0.009038,154
+0.008919,154
+0.009989,154
+0.013399,154
+0.008900,154
+0.008974,154
+0.008902,154
+0.008949,154
+0.008947,154
+0.008939,154
+0.009119,154
+0.008847,154
+0.008954,154
+0.013207,154
+0.009464,154
+0.008922,154
+0.008902,154
+0.008945,154
+0.008842,154
+0.009057,154
+0.008846,154
+0.008920,154
+0.008889,154
+0.008921,154
+0.013838,154
+0.008916,154
+0.008943,154
+0.008860,154
+0.008921,154
+0.008842,154
+0.009052,154
+0.008841,154
+0.008921,154
+0.008842,154
+0.010556,154
+0.012137,154
+0.008893,154
+0.009020,154
+0.008856,154
+0.008920,154
+0.008948,154
+0.009503,154
+0.008969,154
+0.008888,154
+0.008961,154
+0.012439,154
+0.010243,154
+0.008968,154
+0.008888,154
+0.008947,154
+0.008843,154
+0.008980,154
+0.008842,154
+0.008925,154
+0.008843,154
+0.008920,154
+0.013791,154
+0.008942,154
+0.008941,154
+0.008903,154
+0.008926,154
+0.008848,154
+0.009499,156
+0.009334,156
+0.009283,156
+0.009266,156
+0.011629,156
+0.011676,156
+0.009271,156
+0.009246,156
+0.009345,156
+0.009240,156
+0.009374,156
+0.009283,156
+0.009286,156
+0.009184,156
+0.009266,156
+0.014065,156
+0.009249,156
+0.009320,156
+0.009289,156
+0.009245,156
+0.009339,156
+0.009187,156
+0.009283,156
+0.009188,156
+0.009263,156
+0.013484,156
+0.009916,156
+0.009344,156
+0.009206,156
+0.009293,156
+0.009184,156
+0.009405,156
+0.009270,156
+0.009185,156
+0.009287,156
+0.011293,156
+0.012023,156
+0.009330,156
+0.009187,156
+0.009264,156
+0.009192,156
+0.009396,156
+0.009184,156
+0.009284,156
+0.009228,156
+0.009224,156
+0.014616,156
+0.009291,156
+0.009270,156
+0.009321,156
+0.009187,156
+0.009374,156
+0.009282,156
+0.009344,156
+0.009185,156
+0.009271,156
+0.013772,156
+0.009505,156
+0.009288,156
+0.009205,156
+0.009265,156
+0.009332,156
+0.009187,156
+0.009263,156
+0.009286,156
+0.009381,156
+0.010971,156
+0.012399,156
+0.009319,156
+0.009214,156
+0.009270,156
+0.009185,156
+0.009331,156
+0.009207,156
+0.009204,156
+0.009225,156
+0.009189,156
+0.014033,156
+0.009291,156
+0.009208,156
+0.009224,156
+0.009228,156
+0.009336,156
+0.009186,156
+0.009225,156
+0.009186,156
+0.009245,156
+0.012972,156
+0.010474,156
+0.009281,156
+0.009432,156
+0.009240,156
+0.009350,156
+0.009186,156
+0.009249,156
+0.009185,156
+0.009224,156
+0.010326,156
+0.013002,156
+0.009279,156
+0.009701,158
+0.009625,158
+0.009621,158
+0.009726,158
+0.009628,158
+0.009543,158
+0.009582,158
+0.010835,158
+0.013186,158
+0.009713,158
+0.009620,158
+0.009625,158
+0.009666,158
+0.009545,158
+0.009610,158
+0.009585,158
+0.009679,158
+0.010873,158
+0.013045,158
+0.009651,158
+0.009623,158
+0.009568,158
+0.009643,158
+0.009545,158
+0.009583,158
+0.009542,158
+0.009586,158
+0.010793,158
+0.013279,158
+0.009682,158
+0.009608,158
+0.009561,158
+0.009687,158
+0.009548,158
+0.009582,158
+0.009545,158
+0.009612,158
+0.010642,158
+0.013318,158
+0.009618,158
+0.009640,158
+0.009560,158
+0.009687,158
+0.009544,158
+0.009582,158
+0.009546,158
+0.009582,158
+0.009657,158
+0.014768,158
+0.009654,158
+0.009671,158
+0.009584,158
+0.009713,158
+0.009808,158
+0.009650,158
+0.009599,158
+0.009547,158
+0.009723,158
+0.009852,158
+0.009656,158
+0.009584,158
+0.009627,158
+0.009685,158
+0.009587,158
+0.009604,158
+0.009544,158
+0.009607,158
+0.009562,158
+0.009986,158
+0.009774,158
+0.009682,158
+0.011187,158
+0.009877,158
+0.009714,158
+0.009629,158
+0.009544,158
+0.009622,158
+0.009546,158
+0.009776,158
+0.009973,158
+0.009588,158
+0.010187,158
+0.009548,158
+0.009694,158
+0.009594,158
+0.009582,158
+0.009623,158
+0.009543,158
+0.009730,158
+0.009879,158
+0.009693,158
+0.009872,158
+0.009792,158
+0.009710,158
+0.009545,158
+0.009621,158
+0.009547,158
+0.009622,158
+0.009627,158
+0.010054,158
+0.010054,160
+0.009929,160
+0.010009,160
+0.009988,160
+0.010043,160
+0.010026,160
+0.009913,160
+0.009992,160
+0.009988,160
+0.010275,160
+0.010065,160
+0.009904,160
+0.010016,160
+0.009985,160
+0.009989,160
+0.009988,160
+0.009997,160
+0.010034,160
+0.010070,160
+0.010303,160
+0.010059,160
+0.009946,160
+0.010008,160
+0.009986,160
+0.009979,160
+0.009984,160
+0.009905,160
+0.009988,160
+0.009993,160
+0.010278,160
+0.010234,160
+0.009945,160
+0.010079,160
+0.009987,160
+0.009990,160
+0.012101,160
+0.010456,160
+0.009979,160
+0.010182,160
+0.010254,160
+0.010008,160
+0.009989,160
+0.009967,160
+0.010090,160
+0.009973,160
+0.010025,160
+0.009985,160
+0.009903,160
+0.010008,160
+0.010262,160
+0.010137,160
+0.010036,160
+0.009937,160
+0.010067,160
+0.010004,160
+0.010024,160
+0.009989,160
+0.009907,160
+0.009991,160
+0.010275,160
+0.010042,160
+0.009989,160
+0.009911,160
+0.010050,160
+0.009907,160
+0.010129,160
+0.010013,160
+0.009909,160
+0.009995,160
+0.010495,160
+0.010028,160
+0.010029,160
+0.009951,160
+0.010063,160
+0.010007,160
+0.009944,160
+0.009986,160
+0.009904,160
+0.010006,160
+0.010279,160
+0.010067,160
+0.010054,160
+0.009934,160
+0.010086,160
+0.009944,160
+0.009944,160
+0.009987,160
+0.009904,160
+0.009985,160
+0.010425,160
+0.009962,160
+0.009988,160
+0.009906,160
+0.010069,160
+0.009944,160
+0.009949,160
+0.009985,160
+0.009904,160
+0.010007,160
+0.010422,160
+0.010407,162
+0.010363,162
+0.010280,162
+0.010447,162
+0.010445,162
+0.010283,162
+0.010360,162
+0.010319,162
+0.010479,162
+0.010749,162
+0.010282,162
+0.010404,162
+0.010358,162
+0.010366,162
+0.010361,162
+0.010360,162
+0.010364,162
+0.010358,162
+0.010496,162
+0.010656,162
+0.010365,162
+0.010284,162
+0.010423,162
+0.010320,162
+0.010323,162
+0.010378,162
+0.010281,162
+0.010360,162
+0.010843,162
+0.010325,162
+0.010400,162
+0.010281,162
+0.010441,162
+0.010361,162
+0.010284,162
+0.010378,162
+0.010372,162
+0.010364,162
+0.010847,162
+0.010389,162
+0.010406,162
+0.010388,162
+0.010346,162
+0.010407,162
+0.010365,162
+0.010317,162
+0.010364,162
+0.010498,162
+0.010612,162
+0.010410,162
+0.010280,162
+0.010466,162
+0.010487,162
+0.010487,162
+0.010363,162
+0.010280,162
+0.010450,162
+0.010746,162
+0.010334,162
+0.010491,162
+0.010358,162
+0.010363,162
+0.010387,162
+0.010300,162
+0.010363,162
+0.010362,162
+0.010541,162
+0.010729,162
+0.010459,162
+0.010328,162
+0.010466,162
+0.010283,162
+0.010364,162
+0.010362,162
+0.010282,162
+0.010362,162
+0.010745,162
+0.010464,162
+0.010403,162
+0.010316,162
+0.010428,162
+0.010365,162
+0.010284,162
+0.010382,162
+0.010364,162
+0.010383,162
+0.010771,162
+0.010351,162
+0.010378,162
+0.010404,162
+0.010364,162
+0.011207,162
+0.010435,162
+0.010319,162
+0.010426,162
+0.010802,162
+0.010531,162
+0.010431,162
+0.010284,162
+0.010522,162
+0.010784,164
+0.010711,164
+0.010748,164
+0.010809,164
+0.010786,164
+0.011112,164
+0.010752,164
+0.010789,164
+0.010813,164
+0.010773,164
+0.010780,164
+0.011292,164
+0.011594,164
+0.011430,164
+0.011138,164
+0.010801,164
+0.010771,164
+0.010786,164
+0.010763,164
+0.010774,164
+0.010746,164
+0.010671,164
+0.010771,164
+0.011398,164
+0.010791,164
+0.010771,164
+0.010810,164
+0.010777,164
+0.010796,164
+0.010822,164
+0.011003,164
+0.010760,164
+0.010943,164
+0.011030,164
+0.010857,164
+0.010801,164
+0.010826,164
+0.010754,164
+0.010670,164
+0.010748,164
+0.010750,164
+0.010836,164
+0.011151,164
+0.010840,164
+0.010732,164
+0.010915,164
+0.010751,164
+0.010709,164
+0.010746,164
+0.010754,164
+0.010714,164
+0.011173,164
+0.010763,164
+0.010850,164
+0.010793,164
+0.010779,164
+0.010792,164
+0.010793,164
+0.010669,164
+0.010780,164
+0.011376,164
+0.010779,164
+0.010790,164
+0.010751,164
+0.010751,164
+0.010753,164
+0.010751,164
+0.010669,164
+0.010745,164
+0.010846,164
+0.012370,164
+0.010926,164
+0.011042,164
+0.010808,164
+0.010782,164
+0.010733,164
+0.010707,164
+0.010750,164
+0.010891,164
+0.011047,164
+0.011147,164
+0.010669,164
+0.010834,164
+0.010770,164
+0.010670,164
+0.010747,164
+0.010746,164
+0.010755,164
+0.011173,164
+0.011209,164
+0.010669,164
+0.011009,164
+0.010817,164
+0.010712,164
+0.010766,164
+0.010734,164
+0.010828,164
+0.011192,164
+0.010784,164
+0.010732,164
+0.011191,166
+0.011185,166
+0.011145,166
+0.011888,166
+0.012399,166
+0.012089,166
+0.011909,166
+0.011759,166
+0.011249,166
+0.011758,166
+0.011934,166
+0.011491,166
+0.011819,166
+0.011546,166
+0.011587,166
+0.011658,166
+0.012568,166
+0.011181,166
+0.011217,166
+0.011118,166
+0.011121,166
+0.011059,166
+0.011164,166
+0.011387,166
+0.011276,166
+0.011226,166
+0.011204,166
+0.011228,166
+0.011131,166
+0.011142,166
+0.011100,166
+0.011137,166
+0.011355,166
+0.011357,166
+0.011142,166
+0.011250,166
+0.011281,166
+0.011159,166
+0.011142,166
+0.011099,166
+0.011100,166
+0.011505,166
+0.011219,166
+0.011137,166
+0.011220,166
+0.011239,166
+0.011102,166
+0.011155,166
+0.011142,166
+0.011062,166
+0.011673,166
+0.011270,166
+0.011083,166
+0.011158,166
+0.011245,166
+0.011062,166
+0.011140,166
+0.011156,166
+0.011061,166
+0.011578,166
+0.011292,166
+0.011134,166
+0.011167,166
+0.011235,166
+0.011059,166
+0.011144,166
+0.011139,166
+0.011159,166
+0.011497,166
+0.011209,166
+0.011156,166
+0.011138,166
+0.011201,166
+0.011061,166
+0.011138,166
+0.011169,166
+0.011059,166
+0.011572,166
+0.011204,166
+0.011161,166
+0.011254,166
+0.011203,166
+0.011098,166
+0.011138,166
+0.011144,166
+0.011083,166
+0.011473,166
+0.011272,166
+0.011144,166
+0.011296,166
+0.011161,166
+0.011103,166
+0.011360,166
+0.011138,166
+0.011134,166
+0.011465,166
+0.011145,166
+0.011102,166
+0.011164,166
+0.011182,166
+0.011523,168
+0.011490,168
+0.011535,168
+0.011532,168
+0.011907,168
+0.011672,168
+0.011655,168
+0.011612,168
+0.011542,168
+0.011551,168
+0.011531,168
+0.011524,168
+0.011651,168
+0.011834,168
+0.011450,168
+0.011632,168
+0.011648,168
+0.011473,168
+0.011532,168
+0.011528,168
+0.011452,168
+0.011698,168
+0.011850,168
+0.011598,168
+0.011687,168
+0.011610,168
+0.011528,168
+0.011452,168
+0.011555,168
+0.011512,168
+0.011784,168
+0.011572,168
+0.011512,168
+0.011580,168
+0.011532,168
+0.011554,168
+0.011490,168
+0.011495,168
+0.011668,168
+0.011871,168
+0.011485,168
+0.011530,168
+0.011591,168
+0.011449,168
+0.011529,168
+0.011532,168
+0.011516,168
+0.011658,168
+0.011794,168
+0.011571,168
+0.011533,168
+0.011528,168
+0.011533,168
+0.011450,168
+0.011528,168
+0.011552,168
+0.011742,168
+0.011668,168
+0.011667,168
+0.011600,168
+0.011559,168
+0.011602,168
+0.011623,168
+0.011590,168
+0.011655,168
+0.012261,168
+0.011516,168
+0.011774,168
+0.011784,168
+0.011491,168
+0.011541,168
+0.011557,168
+0.011546,168
+0.011727,168
+0.011933,168
+0.011591,168
+0.011511,168
+0.011567,168
+0.011619,168
+0.011493,168
+0.011491,168
+0.011567,168
+0.012135,168
+0.011495,168
+0.011536,168
+0.011575,168
+0.011452,168
+0.011510,168
+0.011513,168
+0.011452,168
+0.011755,168
+0.012195,168
+0.011600,168
+0.011611,168
+0.011585,168
+0.011533,168
+0.011453,168
+0.011526,168
+0.011563,168
+0.011778,168
+0.012368,170
+0.011991,170
+0.012023,170
+0.011874,170
+0.011995,170
+0.011975,170
+0.011873,170
+0.012019,170
+0.012605,170
+0.011974,170
+0.012064,170
+0.012011,170
+0.011956,170
+0.011913,170
+0.011915,170
+0.011957,170
+0.012581,170
+0.011992,170
+0.011972,170
+0.012224,170
+0.011968,170
+0.011880,170
+0.011963,170
+0.011961,170
+0.012367,170
+0.012179,170
+0.012012,170
+0.012050,170
+0.011872,170
+0.011946,170
+0.011983,170
+0.011910,170
+0.012138,170
+0.012355,170
+0.012069,170
+0.011953,170
+0.011972,170
+0.011951,170
+0.011969,170
+0.011873,170
+0.011954,170
+0.012545,170
+0.011952,170
+0.012034,170
+0.011974,170
+0.011952,170
+0.011891,170
+0.011952,170
+0.011949,170
+0.012361,170
+0.012149,170
+0.012212,170
+0.012514,170
+0.012752,170
+0.012681,170
+0.012633,170
+0.012701,170
+0.012961,170
+0.012976,170
+0.013305,170
+0.013122,170
+0.013128,170
+0.013197,170
+0.013457,170
+0.012856,170
+0.014079,170
+0.012390,170
+0.012251,170
+0.012068,170
+0.011998,170
+0.012010,170
+0.011881,170
+0.012047,170
+0.013430,170
+0.012022,170
+0.012064,170
+0.012012,170
+0.011969,170
+0.011879,170
+0.011970,170
+0.012012,170
+0.013293,170
+0.012159,170
+0.012003,170
+0.012090,170
+0.011921,170
+0.011919,170
+0.011975,170
+0.011976,170
+0.013089,170
+0.013243,170
+0.012087,170
+0.012064,170
+0.012142,170
+0.011978,170
+0.012004,170
+0.011963,170
+0.011878,170
+0.013426,170
+0.011999,170
+0.012542,172
+0.012343,172
+0.012399,172
+0.012399,172
+0.012399,172
+0.012335,172
+0.013855,172
+0.012485,172
+0.012488,172
+0.012322,172
+0.012376,172
+0.012417,172
+0.012376,172
+0.012359,172
+0.013822,172
+0.012456,172
+0.012528,172
+0.012299,172
+0.012400,172
+0.012376,172
+0.012380,172
+0.012348,172
+0.013919,172
+0.012396,172
+0.012518,172
+0.012300,172
+0.012436,172
+0.012373,172
+0.012377,172
+0.012768,172
+0.013555,172
+0.012493,172
+0.012480,172
+0.012365,172
+0.012372,172
+0.012416,172
+0.012470,172
+0.012911,172
+0.013230,172
+0.012400,172
+0.012480,172
+0.012401,172
+0.012358,172
+0.012374,172
+0.012399,172
+0.012936,172
+0.013161,172
+0.012432,172
+0.012491,172
+0.012339,172
+0.012351,172
+0.012387,172
+0.012380,172
+0.012970,172
+0.013251,172
+0.012388,172
+0.012437,172
+0.012403,172
+0.012297,172
+0.012398,172
+0.012422,172
+0.012949,172
+0.013123,172
+0.012379,172
+0.012475,172
+0.012376,172
+0.012297,172
+0.012430,172
+0.012380,172
+0.013706,172
+0.013553,172
+0.012487,172
+0.012477,172
+0.012439,172
+0.012298,172
+0.012377,172
+0.012376,172
+0.013300,172
+0.012890,172
+0.012415,172
+0.012543,172
+0.012378,172
+0.012305,172
+0.012375,172
+0.012374,172
+0.013355,172
+0.012861,172
+0.012377,172
+0.012459,172
+0.012386,172
+0.012342,172
+0.012377,172
+0.012387,172
+0.013479,172
+0.012737,172
+0.012374,172
+0.012439,172
+0.012419,172
+0.012339,172
+0.012335,172
+0.012924,174
+0.014114,174
+0.013398,174
+0.012870,174
+0.012829,174
+0.012810,174
+0.012898,174
+0.012773,174
+0.012770,174
+0.014461,174
+0.012943,174
+0.012952,174
+0.012893,174
+0.012770,174
+0.012819,174
+0.012815,174
+0.013198,174
+0.013806,174
+0.012834,174
+0.012930,174
+0.012905,174
+0.013421,174
+0.012810,174
+0.012833,174
+0.014129,174
+0.013014,174
+0.012818,174
+0.012832,174
+0.012812,174
+0.012827,174
+0.012774,174
+0.012827,174
+0.014350,174
+0.012876,174
+0.012939,174
+0.012771,174
+0.012778,174
+0.012826,174
+0.012832,174
+0.012847,174
+0.014217,174
+0.012893,174
+0.012886,174
+0.012816,174
+0.012773,174
+0.012781,174
+0.012813,174
+0.014284,174
+0.013887,174
+0.013176,174
+0.012836,174
+0.012812,174
+0.012850,174
+0.012854,174
+0.012751,174
+0.014305,174
+0.012886,174
+0.012893,174
+0.012796,174
+0.012766,174
+0.012814,174
+0.012808,174
+0.012820,174
+0.014250,174
+0.012876,174
+0.012902,174
+0.012811,174
+0.012777,174
+0.012769,174
+0.012870,174
+0.013717,174
+0.013426,174
+0.012750,174
+0.012822,174
+0.012850,174
+0.012808,174
+0.012984,174
+0.012814,174
+0.013902,174
+0.012985,174
+0.012943,174
+0.012767,174
+0.012812,174
+0.012810,174
+0.012809,174
+0.012775,174
+0.014276,174
+0.012971,174
+0.012871,174
+0.012878,174
+0.012763,174
+0.012850,174
+0.012817,174
+0.012812,174
+0.014245,174
+0.012864,174
+0.013058,174
+0.012952,174
+0.012890,174
+0.012775,174
+0.013229,176
+0.014257,176
+0.013616,176
+0.013359,176
+0.013247,176
+0.013200,176
+0.013245,176
+0.013236,176
+0.013294,176
+0.014650,176
+0.013181,176
+0.013312,176
+0.013240,176
+0.013241,176
+0.013264,176
+0.013196,176
+0.014077,176
+0.013740,176
+0.013320,176
+0.013239,176
+0.013155,176
+0.013252,176
+0.013269,176
+0.013234,176
+0.015676,176
+0.013342,176
+0.013354,176
+0.013246,176
+0.013241,176
+0.013235,176
+0.013202,176
+0.014308,176
+0.013464,176
+0.013379,176
+0.013273,176
+0.013302,176
+0.013184,176
+0.013255,176
+0.013260,176
+0.014662,176
+0.013348,176
+0.013158,176
+0.013240,176
+0.013244,176
+0.013241,176
+0.013302,176
+0.014299,176
+0.013475,176
+0.013319,176
+0.013235,176
+0.013244,176
+0.013223,176
+0.013300,176
+0.013448,176
+0.014596,176
+0.013353,176
+0.013236,176
+0.013191,176
+0.013241,176
+0.013890,176
+0.013450,176
+0.014640,176
+0.013330,176
+0.013404,176
+0.013243,176
+0.013239,176
+0.013238,176
+0.013216,176
+0.013558,176
+0.014477,176
+0.013404,176
+0.013368,176
+0.013281,176
+0.013190,176
+0.013259,176
+0.013234,176
+0.014619,176
+0.013257,176
+0.013273,176
+0.013255,176
+0.013242,176
+0.013230,176
+0.013262,176
+0.013705,176
+0.014162,176
+0.013396,176
+0.013258,176
+0.013253,176
+0.013167,176
+0.013313,176
+0.013258,176
+0.014743,176
+0.013368,176
+0.013229,176
+0.013240,176
+0.013265,176
+0.013312,176
+0.013221,176
+0.014368,176
+0.014610,176
+0.014034,178
+0.013804,178
+0.013749,178
+0.013730,178
+0.013697,178
+0.013688,178
+0.015298,178
+0.013925,178
+0.013806,178
+0.013768,178
+0.013693,178
+0.013685,178
+0.013730,178
+0.015227,178
+0.013905,178
+0.013775,178
+0.013737,178
+0.013648,178
+0.013803,178
+0.013741,178
+0.015209,178
+0.013851,178
+0.013757,178
+0.013646,178
+0.013730,178
+0.013816,178
+0.013727,178
+0.014983,178
+0.013994,178
+0.013671,178
+0.013728,178
+0.013737,178
+0.013749,178
+0.013727,178
+0.014320,178
+0.014624,178
+0.013803,178
+0.013733,178
+0.013728,178
+0.013793,178
+0.013732,178
+0.013658,178
+0.015135,178
+0.013893,178
+0.013753,178
+0.013730,178
+0.013949,178
+0.014305,178
+0.013707,178
+0.015145,178
+0.013894,178
+0.013792,178
+0.013752,178
+0.013750,178
+0.013733,178
+0.013735,178
+0.015082,178
+0.013848,178
+0.013724,178
+0.013745,178
+0.013650,178
+0.013775,178
+0.013733,178
+0.014791,178
+0.014185,178
+0.013790,178
+0.013675,178
+0.013743,178
+0.013723,178
+0.013748,178
+0.013917,178
+0.016409,178
+0.013868,178
+0.013665,178
+0.013760,178
+0.013723,178
+0.013813,178
+0.013727,178
+0.015177,178
+0.013749,178
+0.013743,178
+0.013724,178
+0.013724,178
+0.013728,178
+0.013685,178
+0.015080,178
+0.013865,178
+0.013746,178
+0.013721,178
+0.013739,178
+0.013731,178
+0.013676,178
+0.015119,178
+0.013960,178
+0.013744,178
+0.013728,178
+0.013740,178
+0.013644,178
+0.013724,178
+0.014658,178
+0.014728,180
+0.014195,180
+0.014154,180
+0.014114,180
+0.014113,180
+0.014158,180
+0.015102,180
+0.014781,180
+0.014233,180
+0.014154,180
+0.014149,180
+0.014076,180
+0.014217,180
+0.014995,180
+0.014969,180
+0.014297,180
+0.014176,180
+0.014168,180
+0.014086,180
+0.014151,180
+0.014921,180
+0.014900,180
+0.014164,180
+0.014154,180
+0.014149,180
+0.014153,180
+0.014112,180
+0.014883,180
+0.014967,180
+0.014175,180
+0.014164,180
+0.014196,180
+0.014109,180
+0.014114,180
+0.014899,180
+0.015049,180
+0.014223,180
+0.014156,180
+0.014178,180
+0.014150,180
+0.014075,180
+0.015177,180
+0.015930,180
+0.014194,180
+0.014163,180
+0.014190,180
+0.014157,180
+0.014110,180
+0.014913,180
+0.014957,180
+0.014214,180
+0.014177,180
+0.014151,180
+0.014155,180
+0.014152,180
+0.014882,180
+0.014835,180
+0.014170,180
+0.014159,180
+0.014152,180
+0.014232,180
+0.014157,180
+0.015053,180
+0.014741,180
+0.014195,180
+0.014153,180
+0.014174,180
+0.014151,180
+0.014157,180
+0.015240,180
+0.014557,180
+0.014173,180
+0.014154,180
+0.014157,180
+0.014151,180
+0.014394,180
+0.015120,180
+0.014651,180
+0.014242,180
+0.014196,180
+0.014211,180
+0.014216,180
+0.014153,180
+0.015174,180
+0.014765,180
+0.014133,180
+0.014154,180
+0.014189,180
+0.014172,180
+0.014150,180
+0.015249,180
+0.014679,180
+0.014261,180
+0.014184,180
+0.014153,180
+0.014189,180
+0.014164,180
+0.015344,180
+0.014498,180
+0.014108,180
+0.014750,182
+0.014647,182
+0.014627,182
+0.014627,182
+0.016130,182
+0.014691,182
+0.014653,182
+0.014672,182
+0.014551,182
+0.014638,182
+0.014671,182
+0.017304,182
+0.014720,182
+0.014631,182
+0.014627,182
+0.014625,182
+0.014627,182
+0.015040,182
+0.015694,182
+0.014651,182
+0.014626,182
+0.014629,182
+0.014627,182
+0.014628,182
+0.015926,182
+0.014910,182
+0.014648,182
+0.014550,182
+0.014717,182
+0.014645,182
+0.014633,182
+0.016201,182
+0.014751,182
+0.014878,182
+0.014713,182
+0.014713,182
+0.014655,182
+0.014610,182
+0.016184,182
+0.014636,182
+0.014632,182
+0.014627,182
+0.014632,182
+0.014793,182
+0.015369,182
+0.015352,182
+0.014551,182
+0.014627,182
+0.014633,182
+0.014628,182
+0.014625,182
+0.016009,182
+0.014969,182
+0.014744,182
+0.014692,182
+0.014556,182
+0.014629,182
+0.014630,182
+0.016128,182
+0.015961,182
+0.014838,182
+0.014701,182
+0.014754,182
+0.014700,182
+0.014594,182
+0.016209,182
+0.014634,182
+0.014625,182
+0.014630,182
+0.014634,182
+0.014626,182
+0.015189,182
+0.015702,182
+0.014674,182
+0.014607,182
+0.014588,182
+0.014629,182
+0.014722,182
+0.016583,182
+0.015458,182
+0.014648,182
+0.014629,182
+0.014654,182
+0.014622,182
+0.014551,182
+0.016172,182
+0.014692,182
+0.014670,182
+0.014647,182
+0.014626,182
+0.014631,182
+0.014628,182
+0.016231,182
+0.014702,182
+0.014695,182
+0.014647,182
+0.014689,182
+0.014630,182
+0.015389,182
+0.015426,182
+0.015261,184
+0.015180,184
+0.015138,184
+0.015059,184
+0.015058,184
+0.016465,184
+0.015138,184
+0.015098,184
+0.015097,184
+0.015119,184
+0.015141,184
+0.015094,184
+0.016480,184
+0.015096,184
+0.015165,184
+0.015160,184
+0.015066,184
+0.015055,184
+0.016511,184
+0.015245,184
+0.015117,184
+0.015112,184
+0.015097,184
+0.015093,184
+0.015099,184
+0.016688,184
+0.015242,184
+0.015145,184
+0.015171,184
+0.015055,184
+0.015094,184
+0.015913,184
+0.016243,184
+0.016548,184
+0.016859,184
+0.016615,184
+0.016799,184
+0.017313,184
+0.016958,184
+0.016048,184
+0.016098,184
+0.015850,184
+0.015472,184
+0.015232,184
+0.015827,184
+0.015177,184
+0.015074,184
+0.016331,184
+0.017115,184
+0.016935,184
+0.016747,184
+0.016620,184
+0.016549,184
+0.016444,184
+0.016073,184
+0.016638,184
+0.016661,184
+0.017202,184
+0.016771,184
+0.016886,184
+0.016380,184
+0.016665,184
+0.016209,184
+0.016098,184
+0.015419,184
+0.015109,184
+0.015642,184
+0.017083,184
+0.016561,184
+0.015799,184
+0.015359,184
+0.015220,184
+0.015253,184
+0.016316,184
+0.017189,184
+0.016395,184
+0.016625,184
+0.016639,184
+0.016613,184
+0.016478,184
+0.016285,184
+0.016545,184
+0.016739,184
+0.017193,184
+0.018658,184
+0.016758,184
+0.016925,184
+0.016327,184
+0.015753,184
+0.016161,184
+0.017930,184
+0.016808,184
+0.016986,184
+0.016812,184
+0.018616,184
+0.017193,184
+0.017303,184
+0.019176,184
+0.018340,184
+0.019973,184
+0.020155,186
+0.020461,186
+0.018463,186
+0.019075,186
+0.024476,186
+0.022738,186
+0.020556,186
+0.019866,186
+0.017708,186
+0.018356,186
+0.017593,186
+0.018223,186
+0.019948,186
+0.020820,186
+0.022140,186
+0.017918,186
+0.019225,186
+0.019098,186
+0.019009,186
+0.022953,186
+0.017083,186
+0.018396,186
+0.017968,186
+0.017585,186
+0.016829,186
+0.016879,186
+0.016319,186
+0.016866,186
+0.018337,186
+0.018310,186
+0.023732,186
+0.018696,186
+0.019207,186
+0.019455,186
+0.018706,186
+0.017146,186
+0.016986,186
+0.017028,186
+0.019344,186
+0.019544,186
+0.017739,186
+0.017609,186
+0.017587,186
+0.017680,186
+0.017810,186
+0.017584,186
+0.017399,186
+0.018720,186
+0.017195,186
+0.017573,186
+0.017484,186
+0.018048,186
+0.021768,186
+0.016621,186
+0.017351,186
+0.016885,186
+0.016948,186
+0.017927,186
+0.017122,186
+0.017224,186
+0.017469,186
+0.017162,186
+0.017409,186
+0.017101,186
+0.017373,186
+0.016490,186
+0.017339,186
+0.017151,186
+0.017822,186
+0.017549,186
+0.017109,186
+0.016668,186
+0.016529,186
+0.016398,186
+0.017232,186
+0.019138,186
+0.017349,186
+0.016798,186
+0.016739,186
+0.017289,186
+0.016649,186
+0.017188,186
+0.016960,186
+0.016722,186
+0.017282,186
+0.016667,186
+0.016988,186
+0.016480,186
+0.016038,186
+0.015908,186
+0.015761,186
+0.015867,186
+0.019385,186
+0.017620,186
+0.018975,186
+0.017683,186
+0.016649,186
+0.017682,186
+0.017443,186
+0.017369,186
+0.017585,188
+0.017031,188
+0.016650,188
+0.016580,188
+0.016551,188
+0.016911,188
+0.017369,188
+0.017895,188
+0.020415,188
+0.021828,188
+0.020295,188
+0.020074,188
+0.020325,188
+0.018933,188
+0.016831,188
+0.016935,188
+0.016587,188
+0.016250,188
+0.016128,188
+0.016203,188
+0.016281,188
+0.016457,188
+0.016501,188
+0.016292,188
+0.016134,188
+0.017463,188
+0.016336,188
+0.016530,188
+0.016388,188
+0.016234,188
+0.016892,188
+0.021228,188
+0.018101,188
+0.018236,188
+0.019020,188
+0.022148,188
+0.028301,188
+0.030740,188
+0.028133,188
+0.030402,188
+0.030221,188
+0.021442,188
+0.026085,188
+0.021689,188
+0.021782,188
+0.019309,188
+0.018858,188
+0.016389,188
+0.016632,188
+0.019297,188
+0.017420,188
+0.018507,188
+0.016734,188
+0.017010,188
+0.017164,188
+0.017296,188
+0.019475,188
+0.018051,188
+0.016476,188
+0.018042,188
+0.016878,188
+0.016812,188
+0.018170,188
+0.017259,188
+0.016538,188
+0.016762,188
+0.017282,188
+0.017397,188
+0.022841,188
+0.018055,188
+0.016597,188
+0.016511,188
+0.016567,188
+0.016492,188
+0.018150,188
+0.017119,188
+0.016564,188
+0.017333,188
+0.016671,188
+0.016647,188
+0.016544,188
+0.016785,188
+0.016593,188
+0.017043,188
+0.016483,188
+0.016506,188
+0.020677,188
+0.016481,188
+0.016269,188
+0.016441,188
+0.016390,188
+0.016472,188
+0.020768,188
+0.016408,188
+0.016359,188
+0.016669,188
+0.016571,188
+0.017968,188
+0.019100,188
+0.016422,188
+0.019606,190
+0.018196,190
+0.017098,190
+0.017581,190
+0.017235,190
+0.016891,190
+0.017145,190
+0.017270,190
+0.017056,190
+0.021680,190
+0.020330,190
+0.019509,190
+0.017363,190
+0.017317,190
+0.017935,190
+0.017530,190
+0.017335,190
+0.018212,190
+0.017494,190
+0.017188,190
+0.017696,190
+0.016806,190
+0.016855,190
+0.017064,190
+0.017031,190
+0.017257,190
+0.017479,190
+0.016840,190
+0.016886,190
+0.017175,190
+0.016892,190
+0.016751,190
+0.017574,190
+0.016842,190
+0.016957,190
+0.017035,190
+0.016909,190
+0.017014,190
+0.017247,190
+0.016834,190
+0.016835,190
+0.017247,190
+0.017006,190
+0.017128,190
+0.018882,190
+0.018347,190
+0.017874,190
+0.017716,190
+0.016836,190
+0.017167,190
+0.016848,190
+0.016718,190
+0.016687,190
+0.016791,190
+0.016808,190
+0.017179,190
+0.016809,190
+0.016723,190
+0.016876,190
+0.017000,190
+0.016726,190
+0.017112,190
+0.016764,190
+0.016678,190
+0.016707,190
+0.016774,190
+0.016693,190
+0.017114,190
+0.016812,190
+0.016817,190
+0.016675,190
+0.016843,190
+0.016779,190
+0.017179,190
+0.016748,190
+0.016754,190
+0.017375,190
+0.017169,190
+0.018405,190
+0.018924,190
+0.018512,190
+0.018088,190
+0.017260,190
+0.017003,190
+0.016994,190
+0.018513,190
+0.017271,190
+0.017029,190
+0.017007,190
+0.016876,190
+0.016957,190
+0.019317,190
+0.019256,190
+0.018045,190
+0.017711,190
+0.017179,190
+0.021522,190
+0.019157,190
+0.022006,190
+0.022502,190
+0.024940,192
+0.020805,192
+0.018494,192
+0.018604,192
+0.018872,192
+0.020463,192
+0.019122,192
+0.018341,192
+0.018278,192
+0.018342,192
+0.021521,192
+0.021664,192
+0.023983,192
+0.022446,192
+0.020787,192
+0.020216,192
+0.021117,192
+0.021752,192
+0.020148,192
+0.020033,192
+0.019823,192
+0.019258,192
+0.018466,192
+0.018968,192
+0.019993,192
+0.024043,192
+0.020247,192
+0.020460,192
+0.022285,192
+0.032353,192
+0.020860,192
+0.019693,192
+0.019178,192
+0.019545,192
+0.019595,192
+0.022936,192
+0.019735,192
+0.020366,192
+0.020715,192
+0.020817,192
+0.019938,192
+0.019200,192
+0.019328,192
+0.019081,192
+0.019019,192
+0.024591,192
+0.020063,192
+0.023090,192
+0.020689,192
+0.025426,192
+0.024649,192
+0.022197,192
+0.023562,192
+0.025272,192
+0.021982,192
+0.019063,192
+0.020815,192
+0.018930,192
+0.019309,192
+0.021683,192
+0.018894,192
+0.018693,192
+0.018402,192
+0.018643,192
+0.018803,192
+0.018865,192
+0.018530,192
+0.018566,192
+0.018457,192
+0.019478,192
+0.019840,192
+0.019749,192
+0.021034,192
+0.020868,192
+0.023697,192
+0.019251,192
+0.019106,192
+0.021241,192
+0.019936,192
+0.020166,192
+0.019412,192
+0.019460,192
+0.019504,192
+0.019592,192
+0.019792,192
+0.019798,192
+0.019799,192
+0.019798,192
+0.021687,192
+0.020310,192
+0.020672,192
+0.020906,192
+0.020747,192
+0.020806,192
+0.020942,192
+0.022014,192
+0.020865,192
+0.020481,192
+0.021178,192
+0.020042,192
+0.019345,194
+0.020383,194
+0.034984,194
+0.031715,194
+0.019095,194
+0.019188,194
+0.019084,194
+0.019325,194
+0.018859,194
+0.019776,194
+0.018427,194
+0.018625,194
+0.018061,194
+0.018269,194
+0.018030,194
+0.018468,194
+0.017982,194
+0.018246,194
+0.018547,194
+0.019330,194
+0.019578,194
+0.019471,194
+0.020268,194
+0.019597,194
+0.019489,194
+0.019100,194
+0.019014,194
+0.019099,194
+0.018724,194
+0.018987,194
+0.018608,194
+0.018548,194
+0.018599,194
+0.018297,194
+0.018905,194
+0.018515,194
+0.018691,194
+0.018296,194
+0.018482,194
+0.018275,194
+0.018193,194
+0.017980,194
+0.018071,194
+0.018040,194
+0.017936,194
+0.019145,194
+0.019417,194
+0.019837,194
+0.020615,194
+0.020887,194
+0.019485,194
+0.018711,194
+0.018365,194
+0.019080,194
+0.018409,194
+0.018458,194
+0.018273,194
+0.017884,194
+0.017895,194
+0.018663,194
+0.019215,194
+0.019486,194
+0.019641,194
+0.019856,194
+0.019866,194
+0.019767,194
+0.020457,194
+0.019443,194
+0.019975,194
+0.019074,194
+0.018775,194
+0.019472,194
+0.020400,194
+0.020998,194
+0.020603,194
+0.020092,194
+0.019683,194
+0.020105,194
+0.018864,194
+0.018451,194
+0.017971,194
+0.018226,194
+0.017998,194
+0.017893,194
+0.018022,194
+0.017815,194
+0.017903,194
+0.018246,194
+0.019260,194
+0.019605,194
+0.019167,194
+0.019089,194
+0.019311,194
+0.019635,194
+0.019365,194
+0.019919,194
+0.020112,194
+0.019885,194
+0.019468,194
+0.019149,194
+0.020764,196
+0.021087,196
+0.020729,196
+0.023838,196
+0.024036,196
+0.019970,196
+0.019897,196
+0.020047,196
+0.019956,196
+0.019867,196
+0.019909,196
+0.021403,196
+0.021023,196
+0.021649,196
+0.020910,196
+0.020714,196
+0.021551,196
+0.021570,196
+0.021105,196
+0.019902,196
+0.019433,196
+0.021446,196
+0.021803,196
+0.020211,196
+0.019600,196
+0.018518,196
+0.019530,196
+0.020621,196
+0.021180,196
+0.020092,196
+0.019216,196
+0.019500,196
+0.021280,196
+0.021502,196
+0.020392,196
+0.020218,196
+0.019788,196
+0.019832,196
+0.019178,196
+0.019315,196
+0.018625,196
+0.018539,196
+0.019664,196
+0.019096,196
+0.019631,196
+0.019488,196
+0.019109,196
+0.019395,196
+0.019174,196
+0.019152,196
+0.018386,196
+0.018477,196
+0.018987,196
+0.018399,196
+0.019330,196
+0.019047,196
+0.018537,196
+0.018668,196
+0.018769,196
+0.018420,196
+0.018592,196
+0.018385,196
+0.018368,196
+0.018968,196
+0.018484,196
+0.018433,196
+0.018916,196
+0.018328,196
+0.018830,196
+0.018451,196
+0.018356,196
+0.018438,196
+0.018313,196
+0.018338,196
+0.018935,196
+0.018504,196
+0.018554,196
+0.018682,196
+0.018337,196
+0.018847,196
+0.019009,196
+0.018384,196
+0.019396,196
+0.018847,196
+0.018546,196
+0.018771,196
+0.018494,196
+0.018434,196
+0.018456,196
+0.018361,196
+0.019148,196
+0.021199,196
+0.019170,196
+0.018582,196
+0.018312,196
+0.018855,196
+0.023224,196
+0.019320,196
+0.023507,196
+0.021675,196
+0.020363,198
+0.021072,198
+0.020478,198
+0.019864,198
+0.022227,198
+0.020976,198
+0.019821,198
+0.019979,198
+0.019839,198
+0.021022,198
+0.020894,198
+0.019946,198
+0.020093,198
+0.024282,198
+0.022166,198
+0.020987,198
+0.021312,198
+0.020292,198
+0.019523,198
+0.019733,198
+0.019085,198
+0.019108,198
+0.018861,198
+0.020641,198
+0.022971,198
+0.023156,198
+0.022558,198
+0.023455,198
+0.021469,198
+0.020916,198
+0.021697,198
+0.021540,198
+0.021498,198
+0.022028,198
+0.023256,198
+0.021457,198
+0.021465,198
+0.020630,198
+0.021839,198
+0.020525,198
+0.020847,198
+0.020563,198
+0.020045,198
+0.020640,198
+0.020792,198
+0.020395,198
+0.019915,198
+0.019510,198
+0.019546,198
+0.018955,198
+0.019296,198
+0.018956,198
+0.018959,198
+0.019419,198
+0.021557,198
+0.024834,198
+0.020640,198
+0.019464,198
+0.019883,198
+0.020924,198
+0.020797,198
+0.019979,198
+0.020777,198
+0.020949,198
+0.020096,198
+0.020566,198
+0.020725,198
+0.020589,198
+0.020503,198
+0.021146,198
+0.020854,198
+0.020709,198
+0.020673,198
+0.021265,198
+0.020957,198
+0.020087,198
+0.020293,198
+0.020254,198
+0.020485,198
+0.020327,198
+0.019938,198
+0.019418,198
+0.020064,198
+0.019959,198
+0.020235,198
+0.019863,198
+0.019784,198
+0.019847,198
+0.019759,198
+0.019440,198
+0.019175,198
+0.019037,198
+0.019055,198
+0.019500,198
+0.018947,198
+0.018935,198
+0.018942,198
+0.019043,198
+0.019386,198
+0.018894,198
+0.019847,200
+0.019664,200
+0.019531,200
+0.019984,200
+0.019496,200
+0.019535,200
+0.019523,200
+0.019396,200
+0.019900,200
+0.019467,200
+0.019590,200
+0.019588,200
+0.019606,200
+0.019987,200
+0.020046,200
+0.019704,200
+0.019461,200
+0.020299,200
+0.020112,200
+0.019736,200
+0.019486,200
+0.019468,200
+0.019677,200
+0.019764,200
+0.020011,200
+0.019543,200
+0.019450,200
+0.019493,200
+0.019740,200
+0.019989,200
+0.019563,200
+0.019551,200
+0.019500,200
+0.019565,200
+0.020163,200
+0.019851,200
+0.019784,200
+0.019433,200
+0.019716,200
+0.020197,200
+0.019575,200
+0.019520,200
+0.019471,200
+0.019425,200
+0.020289,200
+0.019476,200
+0.019521,200
+0.019553,200
+0.019613,200
+0.020180,200
+0.019593,200
+0.019575,200
+0.019641,200
+0.019589,200
+0.020003,200
+0.019793,200
+0.019558,200
+0.019446,200
+0.019542,200
+0.019870,200
+0.019855,200
+0.020083,200
+0.019634,200
+0.019726,200
+0.020650,200
+0.019880,200
+0.019689,200
+0.020130,200
+0.019559,200
+0.019814,200
+0.019751,200
+0.019683,200
+0.019536,200
+0.019511,200
+0.019739,200
+0.019761,200
+0.019844,200
+0.019614,200
+0.019510,200
+0.019615,200
+0.019933,200
+0.019595,200
+0.019627,200
+0.019514,200
+0.019771,200
+0.019989,200
+0.019759,200
+0.019605,200
+0.019446,200
+0.019555,200
+0.020018,200
+0.019672,200
+0.019454,200
+0.019554,200
+0.019475,200
+0.019982,200
+0.019757,200
+0.019448,200
+0.019456,200
+0.019556,200
+0.020752,202
+0.020315,202
+0.020130,202
+0.020352,202
+0.020185,202
+0.020527,202
+0.020467,202
+0.020032,202
+0.020118,202
+0.020047,202
+0.020468,202
+0.020382,202
+0.020043,202
+0.020195,202
+0.020701,202
+0.022772,202
+0.020800,202
+0.020752,202
+0.020241,202
+0.020193,202
+0.020553,202
+0.021345,202
+0.021025,202
+0.021084,202
+0.021334,202
+0.021501,202
+0.021238,202
+0.020361,202
+0.020826,202
+0.020559,202
+0.021365,202
+0.021705,202
+0.021215,202
+0.020839,202
+0.021010,202
+0.024230,202
+0.020649,202
+0.020775,202
+0.020427,202
+0.021548,202
+0.020331,202
+0.020407,202
+0.020270,202
+0.020106,202
+0.020695,202
+0.022353,202
+0.020113,202
+0.020133,202
+0.020351,202
+0.020511,202
+0.020268,202
+0.020175,202
+0.020279,202
+0.020470,202
+0.020585,202
+0.020178,202
+0.020050,202
+0.021290,202
+0.020567,202
+0.020655,202
+0.020220,202
+0.020202,202
+0.020527,202
+0.022670,202
+0.021468,202
+0.020876,202
+0.022385,202
+0.032710,202
+0.039798,202
+0.023425,202
+0.021605,202
+0.023522,202
+0.021182,202
+0.020169,202
+0.020112,202
+0.020041,202
+0.021666,202
+0.020232,202
+0.020173,202
+0.021271,202
+0.022316,202
+0.022846,202
+0.021547,202
+0.023117,202
+0.022271,202
+0.023128,202
+0.024963,202
+0.022957,202
+0.025744,202
+0.023609,202
+0.021734,202
+0.021805,202
+0.021457,202
+0.021720,202
+0.024516,202
+0.022754,202
+0.023032,202
+0.021576,202
+0.022953,202
+0.020970,202
+0.021015,204
+0.020775,204
+0.020687,204
+0.025122,204
+0.020993,204
+0.020820,204
+0.020792,204
+0.020859,204
+0.030238,204
+0.025164,204
+0.026316,204
+0.023593,204
+0.025047,204
+0.023127,204
+0.022618,204
+0.022424,204
+0.022037,204
+0.022084,204
+0.021993,204
+0.022581,204
+0.021904,204
+0.021925,204
+0.022160,204
+0.022226,204
+0.022588,204
+0.028373,204
+0.022144,204
+0.023337,204
+0.023259,204
+0.022549,204
+0.023086,204
+0.023397,204
+0.022853,204
+0.028375,204
+0.023074,204
+0.022656,204
+0.022478,204
+0.022516,204
+0.025986,204
+0.020992,204
+0.020852,204
+0.020867,204
+0.025466,204
+0.021012,204
+0.020711,204
+0.020913,204
+0.021363,204
+0.027080,204
+0.022212,204
+0.021433,204
+0.020768,204
+0.025439,204
+0.021289,204
+0.023418,204
+0.026657,204
+0.022670,204
+0.023941,204
+0.023481,204
+0.025152,204
+0.022343,204
+0.023359,204
+0.023745,204
+0.023200,204
+0.022828,204
+0.023002,204
+0.022384,204
+0.022177,204
+0.022080,204
+0.021990,204
+0.022732,204
+0.022659,204
+0.023318,204
+0.022884,204
+0.022393,204
+0.023143,204
+0.023760,204
+0.024075,204
+0.022287,204
+0.022691,204
+0.021653,204
+0.021537,204
+0.020961,204
+0.022480,204
+0.020901,204
+0.022064,204
+0.024598,204
+0.028897,204
+0.024398,204
+0.022677,204
+0.022657,204
+0.022089,204
+0.021633,204
+0.022691,204
+0.024345,204
+0.022917,204
+0.024167,204
+0.022165,204
+0.022049,204
+0.022787,204
+0.024235,204
+0.023591,206
+0.021978,206
+0.021865,206
+0.021844,206
+0.022636,206
+0.022349,206
+0.021367,206
+0.021330,206
+0.022050,206
+0.021592,206
+0.021232,206
+0.021594,206
+0.022438,206
+0.022745,206
+0.022449,206
+0.021736,206
+0.021858,206
+0.022040,206
+0.021889,206
+0.021391,206
+0.021359,206
+0.021393,206
+0.021920,206
+0.021935,206
+0.022188,206
+0.021793,206
+0.021650,206
+0.022413,206
+0.021509,206
+0.021635,206
+0.022036,206
+0.023080,206
+0.021413,206
+0.021489,206
+0.021287,206
+0.021372,206
+0.022243,206
+0.022011,206
+0.021568,206
+0.022526,206
+0.022047,206
+0.021898,206
+0.021383,206
+0.021404,206
+0.021395,206
+0.021860,206
+0.021563,206
+0.021460,206
+0.021246,206
+0.021360,206
+0.022058,206
+0.021339,206
+0.022831,206
+0.021602,206
+0.021552,206
+0.021860,206
+0.021494,206
+0.021493,206
+0.021341,206
+0.022150,206
+0.023089,206
+0.023404,206
+0.023811,206
+0.023137,206
+0.023687,206
+0.023525,206
+0.022122,206
+0.021608,206
+0.022198,206
+0.021359,206
+0.022185,206
+0.021756,206
+0.021619,206
+0.021804,206
+0.021404,206
+0.021511,206
+0.021431,206
+0.022140,206
+0.021525,206
+0.021277,206
+0.021323,206
+0.021513,206
+0.022128,206
+0.021489,206
+0.023350,206
+0.021501,206
+0.022080,206
+0.021529,206
+0.021403,206
+0.021514,206
+0.021426,206
+0.022244,206
+0.021401,206
+0.021319,206
+0.022172,206
+0.022706,206
+0.022246,206
+0.021965,206
+0.021504,206
+0.022424,206
+0.023821,208
+0.023756,208
+0.022642,208
+0.025208,208
+0.023727,208
+0.022863,208
+0.022806,208
+0.022508,208
+0.022684,208
+0.022997,208
+0.023056,208
+0.023113,208
+0.022604,208
+0.023785,208
+0.029033,208
+0.024733,208
+0.024317,208
+0.024554,208
+0.024225,208
+0.025887,208
+0.024642,208
+0.025190,208
+0.024142,208
+0.024546,208
+0.022975,208
+0.023746,208
+0.023763,208
+0.026540,208
+0.024444,208
+0.023780,208
+0.023109,208
+0.022683,208
+0.022263,208
+0.021896,208
+0.022531,208
+0.025044,208
+0.023229,208
+0.022732,208
+0.023278,208
+0.022880,208
+0.024107,208
+0.024268,208
+0.024868,208
+0.025449,208
+0.024925,208
+0.024397,208
+0.025436,208
+0.025071,208
+0.025322,208
+0.024356,208
+0.026775,208
+0.024093,208
+0.026201,208
+0.025142,208
+0.027131,208
+0.024924,208
+0.025702,208
+0.027040,208
+0.024313,208
+0.024575,208
+0.024335,208
+0.024293,208
+0.023861,208
+0.023234,208
+0.022936,208
+0.022000,208
+0.022155,208
+0.023588,208
+0.024183,208
+0.022588,208
+0.021907,208
+0.022326,208
+0.022018,208
+0.021848,208
+0.021839,208
+0.022088,208
+0.022409,208
+0.021985,208
+0.021948,208
+0.021927,208
+0.022259,208
+0.021915,208
+0.022055,208
+0.021779,208
+0.021774,208
+0.022601,208
+0.022210,208
+0.021924,208
+0.022733,208
+0.023556,208
+0.025291,208
+0.024384,208
+0.024610,208
+0.028181,208
+0.024314,208
+0.024542,208
+0.024557,208
+0.023488,208
+0.023457,208
+0.023533,208
+0.024409,210
+0.024628,210
+0.023856,210
+0.023852,210
+0.023106,210
+0.023128,210
+0.023243,210
+0.023334,210
+0.022987,210
+0.022623,210
+0.022790,210
+0.022955,210
+0.022740,210
+0.022705,210
+0.022813,210
+0.022882,210
+0.023087,210
+0.022539,210
+0.022487,210
+0.023094,210
+0.022589,210
+0.022518,210
+0.022693,210
+0.022863,210
+0.022825,210
+0.022861,210
+0.022547,210
+0.022669,210
+0.022950,210
+0.022901,210
+0.023057,210
+0.022649,210
+0.023103,210
+0.022778,210
+0.022605,210
+0.023652,210
+0.024703,210
+0.025658,210
+0.024492,210
+0.023719,210
+0.024246,210
+0.024166,210
+0.024462,210
+0.023157,210
+0.023018,210
+0.024428,210
+0.026391,210
+0.024282,210
+0.023907,210
+0.025583,210
+0.023684,210
+0.023131,210
+0.022876,210
+0.024564,210
+0.022791,210
+0.022825,210
+0.022587,210
+0.024037,210
+0.023186,210
+0.022641,210
+0.022504,210
+0.022791,210
+0.024149,210
+0.022694,210
+0.022492,210
+0.022470,210
+0.024329,210
+0.023516,210
+0.022771,210
+0.022512,210
+0.023819,210
+0.023292,210
+0.022586,210
+0.022538,210
+0.022760,210
+0.023383,210
+0.023399,210
+0.022960,210
+0.022517,210
+0.023320,210
+0.022742,210
+0.022517,210
+0.022731,210
+0.022745,210
+0.023166,210
+0.023166,210
+0.022732,210
+0.023988,210
+0.024082,210
+0.024657,210
+0.024366,210
+0.027884,210
+0.024597,210
+0.025377,210
+0.023830,210
+0.023895,210
+0.024427,210
+0.023678,210
+0.025564,210
+0.024984,210
+0.028780,212
+0.029890,212
+0.027592,212
+0.026942,212
+0.030883,212
+0.027178,212
+0.028512,212
+0.039651,212
+0.028242,212
+0.028991,212
+0.026668,212
+0.027360,212
+0.026401,212
+0.029501,212
+0.026908,212
+0.027813,212
+0.027291,212
+0.026234,212
+0.027539,212
+0.028791,212
+0.027450,212
+0.025350,212
+0.023689,212
+0.023496,212
+0.023258,212
+0.023522,212
+0.024155,212
+0.024813,212
+0.026071,212
+0.027582,212
+0.025773,212
+0.024817,212
+0.023433,212
+0.023553,212
+0.023926,212
+0.024485,212
+0.024293,212
+0.024646,212
+0.029259,212
+0.025543,212
+0.024065,212
+0.024499,212
+0.030856,212
+0.027562,212
+0.024638,212
+0.023682,212
+0.023831,212
+0.023276,212
+0.023219,212
+0.023363,212
+0.023826,212
+0.023578,212
+0.023316,212
+0.023402,212
+0.023999,212
+0.023216,212
+0.023572,212
+0.023125,212
+0.023700,212
+0.025048,212
+0.024970,212
+0.024854,212
+0.024401,212
+0.025642,212
+0.025771,212
+0.025708,212
+0.024839,212
+0.025416,212
+0.023692,212
+0.023449,212
+0.024185,212
+0.024160,212
+0.023241,212
+0.025328,212
+0.023427,212
+0.024180,212
+0.023727,212
+0.023739,212
+0.023470,212
+0.023785,212
+0.023785,212
+0.026845,212
+0.026689,212
+0.032715,212
+0.027248,212
+0.026124,212
+0.025759,212
+0.025625,212
+0.024113,212
+0.023480,212
+0.023333,212
+0.023605,212
+0.023243,212
+0.023336,212
+0.023319,212
+0.023747,212
+0.023551,212
+0.023361,212
+0.024556,212
+0.024892,212
+0.026700,214
+0.025213,214
+0.026438,214
+0.025136,214
+0.026425,214
+0.025937,214
+0.025493,214
+0.024801,214
+0.024645,214
+0.025036,214
+0.024143,214
+0.024138,214
+0.024073,214
+0.023911,214
+0.024143,214
+0.024270,214
+0.024084,214
+0.024074,214
+0.023962,214
+0.024107,214
+0.024537,214
+0.024517,214
+0.024748,214
+0.024388,214
+0.024160,214
+0.024152,214
+0.023880,214
+0.024127,214
+0.024769,214
+0.024106,214
+0.023967,214
+0.024425,214
+0.025422,214
+0.024347,214
+0.024800,214
+0.023930,214
+0.024677,214
+0.023916,214
+0.024202,214
+0.023872,214
+0.024607,214
+0.023927,214
+0.023970,214
+0.024261,214
+0.025395,214
+0.024604,214
+0.024098,214
+0.024544,214
+0.024544,214
+0.024166,214
+0.023802,214
+0.023982,214
+0.024028,214
+0.024306,214
+0.024041,214
+0.024064,214
+0.024016,214
+0.024493,214
+0.024140,214
+0.023797,214
+0.023974,214
+0.024329,214
+0.023998,214
+0.023922,214
+0.023908,214
+0.024607,214
+0.023883,214
+0.024193,214
+0.024173,214
+0.024611,214
+0.023901,214
+0.023930,214
+0.023932,214
+0.024221,214
+0.024181,214
+0.023771,214
+0.024193,214
+0.023987,214
+0.024391,214
+0.023819,214
+0.023993,214
+0.023855,214
+0.024511,214
+0.023991,214
+0.023807,214
+0.024126,214
+0.024321,214
+0.024102,214
+0.023873,214
+0.023921,214
+0.024535,214
+0.024155,214
+0.023932,214
+0.024392,214
+0.024515,214
+0.023947,214
+0.024139,214
+0.023944,214
+0.027535,214
+0.025248,214
+0.025484,216
+0.025123,216
+0.030448,216
+0.025789,216
+0.024894,216
+0.025904,216
+0.026197,216
+0.024432,216
+0.024402,216
+0.024708,216
+0.026282,216
+0.024615,216
+0.024535,216
+0.024753,216
+0.026081,216
+0.024561,216
+0.024475,216
+0.024744,216
+0.025945,216
+0.024761,216
+0.024542,216
+0.024724,216
+0.025159,216
+0.024840,216
+0.024601,216
+0.024741,216
+0.025042,216
+0.024965,216
+0.024499,216
+0.024812,216
+0.024926,216
+0.024801,216
+0.024435,216
+0.024676,216
+0.024981,216
+0.025004,216
+0.024671,216
+0.024859,216
+0.025062,216
+0.024994,216
+0.024513,216
+0.024685,216
+0.024627,216
+0.025029,216
+0.024553,216
+0.024694,216
+0.024752,216
+0.024954,216
+0.024574,216
+0.024582,216
+0.024523,216
+0.025109,216
+0.024530,216
+0.024503,216
+0.024665,216
+0.024862,216
+0.024782,216
+0.024510,216
+0.024871,216
+0.024840,216
+0.024585,216
+0.024626,216
+0.024589,216
+0.025097,216
+0.024512,216
+0.024515,216
+0.024539,216
+0.025020,216
+0.024724,216
+0.025950,216
+0.025361,216
+0.024966,216
+0.024595,216
+0.024620,216
+0.024548,216
+0.024962,216
+0.024853,216
+0.024712,216
+0.025908,216
+0.024977,216
+0.024504,216
+0.024641,216
+0.024624,216
+0.024878,216
+0.024699,216
+0.024645,216
+0.024614,216
+0.024994,216
+0.024638,216
+0.024640,216
+0.024676,216
+0.024891,216
+0.024802,216
+0.024641,216
+0.024596,216
+0.025361,216
+0.024752,216
+0.024759,216
+0.024553,216
+0.025133,216
+0.026054,218
+0.025362,218
+0.025420,218
+0.025677,218
+0.025630,218
+0.025347,218
+0.025488,218
+0.025886,218
+0.025560,218
+0.025564,218
+0.025548,218
+0.025869,218
+0.025400,218
+0.025229,218
+0.025425,218
+0.025760,218
+0.025523,218
+0.025417,218
+0.025613,218
+0.025950,218
+0.025742,218
+0.026214,218
+0.025615,218
+0.025978,218
+0.025597,218
+0.025436,218
+0.025336,218
+0.025929,218
+0.025384,218
+0.025450,218
+0.025279,218
+0.025758,218
+0.026162,218
+0.026038,218
+0.025452,218
+0.025823,218
+0.025876,218
+0.025534,218
+0.025492,218
+0.025908,218
+0.025268,218
+0.025463,218
+0.025701,218
+0.025900,218
+0.025401,218
+0.025399,218
+0.025506,218
+0.026239,218
+0.025726,218
+0.025523,218
+0.025512,218
+0.025693,218
+0.025337,218
+0.025391,218
+0.025715,218
+0.025980,218
+0.025722,218
+0.025406,218
+0.025888,218
+0.025402,218
+0.025444,218
+0.025225,218
+0.025808,218
+0.025480,218
+0.025621,218
+0.025296,218
+0.025849,218
+0.025335,218
+0.025513,218
+0.025507,218
+0.025734,218
+0.025532,218
+0.025320,218
+0.025351,218
+0.026005,218
+0.025512,218
+0.025464,218
+0.025527,218
+0.025952,218
+0.025491,218
+0.025561,218
+0.025331,218
+0.026120,218
+0.025413,218
+0.025770,218
+0.025433,218
+0.026001,218
+0.025613,218
+0.030177,218
+0.025411,218
+0.025951,218
+0.025443,218
+0.025476,218
+0.025370,218
+0.025936,218
+0.025675,218
+0.025550,218
+0.025630,218
+0.025618,218
+0.025579,218
+0.026034,220
+0.026495,220
+0.026471,220
+0.026135,220
+0.026024,220
+0.026502,220
+0.026192,220
+0.026208,220
+0.025793,220
+0.026485,220
+0.026102,220
+0.026000,220
+0.025925,220
+0.026730,220
+0.026285,220
+0.026114,220
+0.026022,220
+0.026625,220
+0.026283,220
+0.025947,220
+0.026193,220
+0.026647,220
+0.026127,220
+0.026263,220
+0.026584,220
+0.026220,220
+0.026227,220
+0.025974,220
+0.026622,220
+0.026000,220
+0.026058,220
+0.025875,220
+0.026576,220
+0.026332,220
+0.026333,220
+0.026040,220
+0.026581,220
+0.026081,220
+0.025933,220
+0.025890,220
+0.026702,220
+0.026128,220
+0.026023,220
+0.026261,220
+0.026445,220
+0.026108,220
+0.025919,220
+0.026601,220
+0.026105,220
+0.026200,220
+0.025909,220
+0.026559,220
+0.026029,220
+0.026357,220
+0.025926,220
+0.026565,220
+0.026243,220
+0.026013,220
+0.026061,220
+0.026618,220
+0.026076,220
+0.026005,220
+0.026074,220
+0.026654,220
+0.027963,220
+0.026178,220
+0.026506,220
+0.026037,220
+0.026183,220
+0.025942,220
+0.026730,220
+0.026153,220
+0.026348,220
+0.025951,220
+0.026421,220
+0.026054,220
+0.026047,220
+0.025945,220
+0.026649,220
+0.026028,220
+0.026105,220
+0.025931,220
+0.026659,220
+0.026037,220
+0.025900,220
+0.026170,220
+0.026410,220
+0.027071,220
+0.029181,220
+0.029791,220
+0.032931,220
+0.029965,220
+0.028955,220
+0.028804,220
+0.028369,220
+0.033877,220
+0.035271,220
+0.029037,220
+0.030304,220
+0.028764,220
+0.032144,222
+0.030095,222
+0.029826,222
+0.030025,222
+0.030439,222
+0.029537,222
+0.030335,222
+0.030394,222
+0.031119,222
+0.030428,222
+0.029719,222
+0.030357,222
+0.030121,222
+0.030463,222
+0.030936,222
+0.029935,222
+0.030507,222
+0.030769,222
+0.030753,222
+0.031559,222
+0.030556,222
+0.028491,222
+0.038898,222
+0.031032,222
+0.032999,222
+0.030822,222
+0.031671,222
+0.027785,222
+0.028481,222
+0.029536,222
+0.028762,222
+0.029051,222
+0.028534,222
+0.028510,222
+0.028585,222
+0.028222,222
+0.027511,222
+0.026921,222
+0.027167,222
+0.028879,222
+0.029678,222
+0.029246,222
+0.028604,222
+0.027927,222
+0.027112,222
+0.026937,222
+0.027582,222
+0.027922,222
+0.028084,222
+0.027279,222
+0.032112,222
+0.028924,222
+0.028764,222
+0.028468,222
+0.028902,222
+0.029415,222
+0.028632,222
+0.028597,222
+0.028101,222
+0.027938,222
+0.027737,222
+0.027592,222
+0.027508,222
+0.026710,222
+0.027587,222
+0.027275,222
+0.026938,222
+0.026820,222
+0.027447,222
+0.026860,222
+0.027257,222
+0.027210,222
+0.027288,222
+0.026897,222
+0.026723,222
+0.027392,222
+0.027271,222
+0.026700,222
+0.027218,222
+0.027228,222
+0.026802,222
+0.026738,222
+0.026919,222
+0.027479,222
+0.026767,222
+0.027356,222
+0.028218,222
+0.027190,222
+0.026627,222
+0.026783,222
+0.029107,222
+0.027437,222
+0.027101,222
+0.027245,222
+0.027957,222
+0.027147,222
+0.026625,222
+0.027619,222
+0.026972,222
+0.026861,222
+0.030481,224
+0.031907,224
+0.030276,224
+0.030199,224
+0.030781,224
+0.030660,224
+0.029803,224
+0.029641,224
+0.030029,224
+0.030143,224
+0.030204,224
+0.029160,224
+0.028092,224
+0.027552,224
+0.028139,224
+0.027974,224
+0.027323,224
+0.027517,224
+0.028085,224
+0.030571,224
+0.030403,224
+0.029997,224
+0.028308,224
+0.027460,224
+0.028766,224
+0.029718,224
+0.028819,224
+0.029245,224
+0.031629,224
+0.032029,224
+0.030914,224
+0.030517,224
+0.030474,224
+0.030768,224
+0.031882,224
+0.031387,224
+0.030420,224
+0.031337,224
+0.030044,224
+0.034327,224
+0.030854,224
+0.030328,224
+0.033406,224
+0.031817,224
+0.030631,224
+0.032101,224
+0.033730,224
+0.029826,224
+0.031530,224
+0.031753,224
+0.033048,224
+0.032152,224
+0.030505,224
+0.029881,224
+0.031639,224
+0.029774,224
+0.028924,224
+0.028632,224
+0.027792,224
+0.029400,224
+0.030336,224
+0.030603,224
+0.028470,224
+0.028010,224
+0.027968,224
+0.027848,224
+0.034007,224
+0.034008,224
+0.032426,224
+0.031746,224
+0.038141,224
+0.032608,224
+0.031625,224
+0.034657,224
+0.038820,224
+0.033090,224
+0.033139,224
+0.031559,224
+0.032271,224
+0.030568,224
+0.032382,224
+0.030899,224
+0.030876,224
+0.031431,224
+0.032091,224
+0.030831,224
+0.033164,224
+0.031260,224
+0.032525,224
+0.030558,224
+0.031484,224
+0.032766,224
+0.040871,224
+0.034256,224
+0.029736,224
+0.030002,224
+0.030190,224
+0.031873,224
+0.035653,224
+0.030355,224
+0.038359,226
+0.032737,226
+0.032086,226
+0.031910,226
+0.033470,226
+0.035968,226
+0.035538,226
+0.031602,226
+0.031934,226
+0.033544,226
+0.031603,226
+0.032140,226
+0.030537,226
+0.029187,226
+0.033465,226
+0.032267,226
+0.028616,226
+0.029906,226
+0.030404,226
+0.031123,226
+0.030498,226
+0.029185,226
+0.029922,226
+0.029873,226
+0.029993,226
+0.029503,226
+0.029013,226
+0.029772,226
+0.029598,226
+0.029569,226
+0.029438,226
+0.029786,226
+0.029251,226
+0.029219,226
+0.029285,226
+0.028921,226
+0.029585,226
+0.029455,226
+0.030155,226
+0.037745,226
+0.048594,226
+0.035934,226
+0.029589,226
+0.030131,226
+0.031797,226
+0.032539,226
+0.037528,226
+0.030358,226
+0.030639,226
+0.033117,226
+0.030044,226
+0.032242,226
+0.055458,226
+0.031261,226
+0.030087,226
+0.030046,226
+0.030232,226
+0.029933,226
+0.033404,226
+0.031345,226
+0.029815,226
+0.034788,226
+0.030248,226
+0.031458,226
+0.030393,226
+0.029576,226
+0.034623,226
+0.031584,226
+0.030099,226
+0.032214,226
+0.038271,226
+0.053570,226
+0.032201,226
+0.037901,226
+0.032488,226
+0.040133,226
+0.047461,226
+0.054163,226
+0.034901,226
+0.029900,226
+0.029762,226
+0.033021,226
+0.033003,226
+0.038823,226
+0.037308,226
+0.032131,226
+0.034172,226
+0.033802,226
+0.030919,226
+0.031852,226
+0.033025,226
+0.031556,226
+0.032073,226
+0.033406,226
+0.033584,226
+0.032928,226
+0.038199,226
+0.033780,226
+0.038584,226
+0.055719,226
+0.058413,228
+0.035285,228
+0.035209,228
+0.037280,228
+0.033502,228
+0.032071,228
+0.035548,228
+0.034351,228
+0.036300,228
+0.033368,228
+0.032850,228
+0.034856,228
+0.031111,228
+0.031256,228
+0.032246,228
+0.032399,228
+0.030678,228
+0.032127,228
+0.034021,228
+0.033264,228
+0.035448,228
+0.033460,228
+0.032239,228
+0.034237,228
+0.033503,228
+0.035946,228
+0.038068,228
+0.037110,228
+0.032372,228
+0.034622,228
+0.043915,228
+0.038023,228
+0.032146,228
+0.033678,228
+0.035175,228
+0.039960,228
+0.038647,228
+0.032987,228
+0.034119,228
+0.031473,228
+0.034447,228
+0.037187,228
+0.034195,228
+0.053888,228
+0.057387,228
+0.041434,228
+0.035605,228
+0.037209,228
+0.038886,228
+0.038520,228
+0.037813,228
+0.038613,228
+0.037488,228
+0.035828,228
+0.055271,228
+0.044974,228
+0.036878,228
+0.033910,228
+0.040586,228
+0.034270,228
+0.035660,228
+0.037039,228
+0.035461,228
+0.033405,228
+0.034598,228
+0.033075,228
+0.031569,228
+0.029700,228
+0.028999,228
+0.028899,228
+0.030214,228
+0.029377,228
+0.029040,228
+0.028972,228
+0.030507,228
+0.030097,228
+0.029211,228
+0.031429,228
+0.031037,228
+0.030696,228
+0.032641,228
+0.030338,228
+0.030568,228
+0.035138,228
+0.033369,228
+0.033579,228
+0.032370,228
+0.033078,228
+0.033028,228
+0.036455,228
+0.031926,228
+0.037841,228
+0.043416,228
+0.034424,228
+0.035560,228
+0.035623,228
+0.033878,228
+0.034861,228
+0.040343,228
+0.031714,228
+0.031521,230
+0.032262,230
+0.031759,230
+0.031238,230
+0.040024,230
+0.030795,230
+0.030423,230
+0.037331,230
+0.034220,230
+0.038911,230
+0.033386,230
+0.030560,230
+0.032715,230
+0.032480,230
+0.032481,230
+0.032610,230
+0.031889,230
+0.029772,230
+0.031411,230
+0.036283,230
+0.035074,230
+0.031736,230
+0.032945,230
+0.033298,230
+0.035190,230
+0.035525,230
+0.033094,230
+0.030818,230
+0.030266,230
+0.030043,230
+0.033915,230
+0.033520,230
+0.043449,230
+0.031992,230
+0.032614,230
+0.030324,230
+0.029697,230
+0.031615,230
+0.029970,230
+0.029960,230
+0.030578,230
+0.030815,230
+0.029851,230
+0.029909,230
+0.031756,230
+0.030288,230
+0.029887,230
+0.031984,230
+0.030395,230
+0.030012,230
+0.031443,230
+0.030140,230
+0.029813,230
+0.029760,230
+0.030528,230
+0.031063,230
+0.030089,230
+0.030302,230
+0.031332,230
+0.030670,230
+0.030580,230
+0.030771,230
+0.029953,230
+0.029818,230
+0.030290,230
+0.029702,230
+0.029878,230
+0.030488,230
+0.029758,230
+0.029761,230
+0.030089,230
+0.029880,230
+0.029779,230
+0.029914,230
+0.030102,230
+0.030568,230
+0.029937,230
+0.040401,230
+0.031918,230
+0.033614,230
+0.033388,230
+0.031643,230
+0.033828,230
+0.033263,230
+0.032154,230
+0.037540,230
+0.031902,230
+0.031859,230
+0.031949,230
+0.032026,230
+0.033004,230
+0.033935,230
+0.032172,230
+0.030865,230
+0.034507,230
+0.031688,230
+0.030815,230
+0.031229,230
+0.032014,230
+0.031126,230
+0.032550,232
+0.031897,232
+0.031908,232
+0.035073,232
+0.038418,232
+0.041864,232
+0.035232,232
+0.033638,232
+0.037859,232
+0.036304,232
+0.041679,232
+0.037868,232
+0.035952,232
+0.034724,232
+0.035198,232
+0.037757,232
+0.048921,232
+0.045694,232
+0.034858,232
+0.034677,232
+0.037713,232
+0.035391,232
+0.034319,232
+0.035481,232
+0.031987,232
+0.032051,232
+0.036022,232
+0.032238,232
+0.032866,232
+0.036448,232
+0.037238,232
+0.036668,232
+0.034088,232
+0.036922,232
+0.035981,232
+0.035254,232
+0.040008,232
+0.036387,232
+0.036067,232
+0.035025,232
+0.040029,232
+0.035266,232
+0.035036,232
+0.033987,232
+0.033387,232
+0.033578,232
+0.035668,232
+0.033234,232
+0.032961,232
+0.044879,232
+0.034288,232
+0.036545,232
+0.037218,232
+0.060757,232
+0.052725,232
+0.059088,232
+0.046550,232
+0.035530,232
+0.037320,232
+0.035810,232
+0.037426,232
+0.038875,232
+0.039483,232
+0.036936,232
+0.039523,232
+0.035185,232
+0.036760,232
+0.039975,232
+0.033352,232
+0.034196,232
+0.038098,232
+0.035772,232
+0.034154,232
+0.046065,232
+0.036488,232
+0.036674,232
+0.032738,232
+0.040295,232
+0.034094,232
+0.032441,232
+0.034736,232
+0.039548,232
+0.043287,232
+0.035976,232
+0.034000,232
+0.039252,232
+0.036005,232
+0.035834,232
+0.038083,232
+0.042782,232
+0.034514,232
+0.036371,232
+0.037417,232
+0.036355,232
+0.035273,232
+0.034276,232
+0.034102,232
+0.034029,232
+0.032980,232
+0.033573,232
+0.038926,234
+0.040618,234
+0.040820,234
+0.037968,234
+0.038272,234
+0.042271,234
+0.049123,234
+0.034518,234
+0.038881,234
+0.036649,234
+0.034415,234
+0.036345,234
+0.042409,234
+0.046327,234
+0.040199,234
+0.035942,234
+0.033875,234
+0.034114,234
+0.032950,234
+0.034286,234
+0.033797,234
+0.033200,234
+0.034005,234
+0.034584,234
+0.033112,234
+0.035728,234
+0.034922,234
+0.034962,234
+0.033979,234
+0.037586,234
+0.032872,234
+0.032678,234
+0.032931,234
+0.031773,234
+0.031569,234
+0.032165,234
+0.031644,234
+0.031421,234
+0.031764,234
+0.032788,234
+0.031787,234
+0.032033,234
+0.032698,234
+0.034101,234
+0.032329,234
+0.031548,234
+0.031429,234
+0.031976,234
+0.031711,234
+0.031761,234
+0.031984,234
+0.032145,234
+0.032423,234
+0.031948,234
+0.032846,234
+0.032110,234
+0.031985,234
+0.032124,234
+0.032101,234
+0.032569,234
+0.031868,234
+0.031619,234
+0.031396,234
+0.031854,234
+0.031510,234
+0.031874,234
+0.032488,234
+0.031960,234
+0.032351,234
+0.032967,234
+0.031426,234
+0.031421,234
+0.032175,234
+0.032020,234
+0.031694,234
+0.031361,234
+0.032057,234
+0.031503,234
+0.031530,234
+0.031835,234
+0.031568,234
+0.032580,234
+0.033096,234
+0.031693,234
+0.031557,234
+0.031821,234
+0.031663,234
+0.031552,234
+0.031997,234
+0.031551,234
+0.032328,234
+0.038241,234
+0.033073,234
+0.034025,234
+0.041936,234
+0.034898,234
+0.034670,234
+0.033454,234
+0.032831,234
+0.032554,234
+0.034014,236
+0.042267,236
+0.033598,236
+0.037150,236
+0.037716,236
+0.042123,236
+0.035850,236
+0.033674,236
+0.034933,236
+0.046021,236
+0.036961,236
+0.034046,236
+0.034640,236
+0.038851,236
+0.038601,236
+0.037612,236
+0.038283,236
+0.050662,236
+0.042437,236
+0.035757,236
+0.042565,236
+0.042066,236
+0.036041,236
+0.045430,236
+0.046189,236
+0.035335,236
+0.035933,236
+0.037539,236
+0.035753,236
+0.038120,236
+0.038759,236
+0.035861,236
+0.037570,236
+0.037263,236
+0.037237,236
+0.034930,236
+0.036549,236
+0.038395,236
+0.035150,236
+0.034880,236
+0.056546,236
+0.065572,236
+0.064669,236
+0.043473,236
+0.038197,236
+0.036195,236
+0.037004,236
+0.037704,236
+0.039867,236
+0.034735,236
+0.035096,236
+0.036566,236
+0.036038,236
+0.035488,236
+0.036002,236
+0.034937,236
+0.037259,236
+0.037143,236
+0.038535,236
+0.037414,236
+0.037420,236
+0.035069,236
+0.044932,236
+0.042434,236
+0.038816,236
+0.037132,236
+0.039159,236
+0.043116,236
+0.053508,236
+0.036529,236
+0.042496,236
+0.041511,236
+0.042414,236
+0.036079,236
+0.035603,236
+0.038234,236
+0.036367,236
+0.035904,236
+0.043415,236
+0.038683,236
+0.049272,236
+0.037985,236
+0.040943,236
+0.036566,236
+0.036520,236
+0.036361,236
+0.040316,236
+0.038872,236
+0.046996,236
+0.038305,236
+0.037079,236
+0.037051,236
+0.036403,236
+0.052353,236
+0.065731,236
+0.038483,236
+0.039731,236
+0.040667,236
+0.039422,236
+0.036323,236
+0.039984,238
+0.039154,238
+0.038000,238
+0.040795,238
+0.040740,238
+0.037750,238
+0.039052,238
+0.037504,238
+0.039023,238
+0.039670,238
+0.039332,238
+0.038281,238
+0.037550,238
+0.039648,238
+0.042368,238
+0.040971,238
+0.046427,238
+0.041052,238
+0.038373,238
+0.040200,238
+0.043690,238
+0.037832,238
+0.038493,238
+0.038403,238
+0.037142,238
+0.034706,238
+0.033901,238
+0.040440,238
+0.035300,238
+0.041074,238
+0.037595,238
+0.035440,238
+0.037362,238
+0.035476,238
+0.035796,238
+0.037895,238
+0.038695,238
+0.037677,238
+0.041286,238
+0.037201,238
+0.033769,238
+0.036268,238
+0.035800,238
+0.036867,238
+0.035524,238
+0.036707,238
+0.033865,238
+0.034250,238
+0.033525,238
+0.034638,238
+0.034202,238
+0.034417,238
+0.036239,238
+0.035166,238
+0.033821,238
+0.033657,238
+0.033593,238
+0.034345,238
+0.033903,238
+0.033662,238
+0.034174,238
+0.034770,238
+0.033359,238
+0.033261,238
+0.033956,238
+0.033516,238
+0.034037,238
+0.033512,238
+0.035305,238
+0.043315,238
+0.036623,238
+0.036925,238
+0.035807,238
+0.035129,238
+0.035297,238
+0.035685,238
+0.034809,238
+0.062845,238
+0.063883,238
+0.037364,238
+0.034707,238
+0.036881,238
+0.036212,238
+0.034828,238
+0.039247,238
+0.037213,238
+0.035516,238
+0.039169,238
+0.034531,238
+0.034429,238
+0.058864,238
+0.034223,238
+0.036844,238
+0.034868,238
+0.039806,238
+0.039903,238
+0.036842,238
+0.045442,238
+0.061311,238
+0.068015,238
+0.061888,240
+0.037788,240
+0.038708,240
+0.040065,240
+0.037985,240
+0.038610,240
+0.038260,240
+0.035348,240
+0.043080,240
+0.065015,240
+0.065295,240
+0.047075,240
+0.039273,240
+0.039100,240
+0.041221,240
+0.036884,240
+0.037328,240
+0.038838,240
+0.035996,240
+0.035691,240
+0.038985,240
+0.040828,240
+0.063071,240
+0.040215,240
+0.040135,240
+0.044682,240
+0.058434,240
+0.035911,240
+0.035433,240
+0.036398,240
+0.038814,240
+0.039300,240
+0.040816,240
+0.039196,240
+0.039069,240
+0.036121,240
+0.037252,240
+0.040057,240
+0.037747,240
+0.049648,240
+0.044225,240
+0.037219,240
+0.043359,240
+0.039678,240
+0.044457,240
+0.043541,240
+0.037499,240
+0.036685,240
+0.035518,240
+0.036836,240
+0.036822,240
+0.038609,240
+0.042677,240
+0.042368,240
+0.041357,240
+0.036577,240
+0.037395,240
+0.044514,240
+0.041369,240
+0.040472,240
+0.043148,240
+0.035156,240
+0.036309,240
+0.037413,240
+0.041998,240
+0.039106,240
+0.037416,240
+0.049919,240
+0.058601,240
+0.063010,240
+0.039447,240
+0.041990,240
+0.036290,240
+0.035762,240
+0.036162,240
+0.036034,240
+0.038136,240
+0.035628,240
+0.037692,240
+0.037752,240
+0.041216,240
+0.043586,240
+0.036112,240
+0.038512,240
+0.037177,240
+0.035050,240
+0.034959,240
+0.035005,240
+0.034586,240
+0.040625,240
+0.036259,240
+0.035390,240
+0.047543,240
+0.046283,240
+0.035670,240
+0.037121,240
+0.036174,240
+0.036019,240
+0.035681,240
+0.035161,240
+0.037298,242
+0.036379,242
+0.037063,242
+0.039403,242
+0.035977,242
+0.035764,242
+0.038621,242
+0.040435,242
+0.040444,242
+0.046900,242
+0.044130,242
+0.043335,242
+0.041598,242
+0.043373,242
+0.051978,242
+0.047757,242
+0.043976,242
+0.044748,242
+0.044415,242
+0.045642,242
+0.043595,242
+0.040760,242
+0.037238,242
+0.037202,242
+0.039095,242
+0.037753,242
+0.044098,242
+0.043148,242
+0.037186,242
+0.037201,242
+0.037794,242
+0.037017,242
+0.046732,242
+0.042538,242
+0.040082,242
+0.037564,242
+0.036788,242
+0.039120,242
+0.037258,242
+0.039025,242
+0.038419,242
+0.037153,242
+0.039335,242
+0.036763,242
+0.037089,242
+0.038095,242
+0.036415,242
+0.035928,242
+0.037595,242
+0.035858,242
+0.035469,242
+0.035986,242
+0.035906,242
+0.036469,242
+0.036442,242
+0.036042,242
+0.036749,242
+0.036919,242
+0.036366,242
+0.042866,242
+0.036113,242
+0.037040,242
+0.039419,242
+0.037763,242
+0.036457,242
+0.035895,242
+0.036282,242
+0.037048,242
+0.035670,242
+0.036967,242
+0.036571,242
+0.035999,242
+0.038157,242
+0.036348,242
+0.036195,242
+0.037875,242
+0.038158,242
+0.037128,242
+0.037198,242
+0.036315,242
+0.039334,242
+0.040416,242
+0.040462,242
+0.040766,242
+0.036621,242
+0.041799,242
+0.041783,242
+0.041681,242
+0.039947,242
+0.045828,242
+0.051787,242
+0.055497,242
+0.062481,242
+0.054816,242
+0.051234,242
+0.053183,242
+0.049677,242
+0.043943,242
+0.049858,242
+0.048604,242
+0.042604,244
+0.037067,244
+0.037008,244
+0.038071,244
+0.037895,244
+0.037857,244
+0.039293,244
+0.038633,244
+0.038398,244
+0.037568,244
+0.043805,244
+0.037950,244
+0.037571,244
+0.038194,244
+0.040907,244
+0.049489,244
+0.045770,244
+0.041992,244
+0.049068,244
+0.042707,244
+0.038987,244
+0.040554,244
+0.045714,244
+0.046163,244
+0.045404,244
+0.039588,244
+0.038019,244
+0.039299,244
+0.044092,244
+0.039754,244
+0.037165,244
+0.037098,244
+0.039174,244
+0.043341,244
+0.038992,244
+0.037748,244
+0.047128,244
+0.046255,244
+0.042033,244
+0.043816,244
+0.040439,244
+0.046624,244
+0.047540,244
+0.054191,244
+0.051626,244
+0.045808,244
+0.042352,244
+0.045372,244
+0.038918,244
+0.038240,244
+0.038005,244
+0.037630,244
+0.042605,244
+0.039113,244
+0.038081,244
+0.040873,244
+0.039740,244
+0.039959,244
+0.043360,244
+0.041199,244
+0.039120,244
+0.037091,244
+0.042271,244
+0.042701,244
+0.045315,244
+0.049741,244
+0.039499,244
+0.039563,244
+0.057227,244
+0.044174,244
+0.044178,244
+0.040710,244
+0.040150,244
+0.041164,244
+0.039595,244
+0.038822,244
+0.037958,244
+0.045212,244
+0.041920,244
+0.041130,244
+0.042547,244
+0.046054,244
+0.041133,244
+0.037234,244
+0.038638,244
+0.042100,244
+0.040171,244
+0.041663,244
+0.040491,244
+0.043518,244
+0.044038,244
+0.038680,244
+0.042164,244
+0.061726,244
+0.074289,244
+0.042699,244
+0.042803,244
+0.049122,244
+0.070119,244
+0.049622,244
+0.038539,246
+0.038196,246
+0.039307,246
+0.037428,246
+0.038324,246
+0.052023,246
+0.039487,246
+0.037586,246
+0.039020,246
+0.039549,246
+0.037492,246
+0.040484,246
+0.039250,246
+0.046656,246
+0.038669,246
+0.039248,246
+0.040040,246
+0.037132,246
+0.038674,246
+0.038312,246
+0.037191,246
+0.039565,246
+0.060067,246
+0.053942,246
+0.044020,246
+0.055706,246
+0.040239,246
+0.041632,246
+0.046325,246
+0.046631,246
+0.050694,246
+0.042951,246
+0.042646,246
+0.042530,246
+0.048909,246
+0.040221,246
+0.044465,246
+0.048841,246
+0.049324,246
+0.043825,246
+0.042679,246
+0.042340,246
+0.042111,246
+0.045769,246
+0.054803,246
+0.048428,246
+0.043964,246
+0.052360,246
+0.041956,246
+0.042329,246
+0.043834,246
+0.047139,246
+0.060399,246
+0.052413,246
+0.042464,246
+0.042927,246
+0.049934,246
+0.041210,246
+0.043826,246
+0.045054,246
+0.048279,246
+0.041517,246
+0.039144,246
+0.053363,246
+0.039289,246
+0.040568,246
+0.039130,246
+0.041380,246
+0.039996,246
+0.038805,246
+0.039796,246
+0.037353,246
+0.048057,246
+0.042571,246
+0.041057,246
+0.042104,246
+0.043330,246
+0.049639,246
+0.041997,246
+0.040691,246
+0.042721,246
+0.048252,246
+0.039384,246
+0.038983,246
+0.040735,246
+0.039003,246
+0.038468,246
+0.043975,246
+0.039244,246
+0.039227,246
+0.038976,246
+0.038386,246
+0.042636,246
+0.038402,246
+0.038908,246
+0.038447,246
+0.038969,246
+0.043644,246
+0.038643,246
+0.039654,246
+0.040417,248
+0.039043,248
+0.044185,248
+0.040981,248
+0.041167,248
+0.039010,248
+0.046503,248
+0.039729,248
+0.038554,248
+0.044928,248
+0.038168,248
+0.041322,248
+0.041021,248
+0.037554,248
+0.045301,248
+0.039310,248
+0.044383,248
+0.038072,248
+0.037636,248
+0.045089,248
+0.037994,248
+0.045009,248
+0.037771,248
+0.037889,248
+0.044825,248
+0.038956,248
+0.046335,248
+0.038490,248
+0.039092,248
+0.044719,248
+0.038244,248
+0.038259,248
+0.040093,248
+0.059074,248
+0.069364,248
+0.072384,248
+0.070536,248
+0.070802,248
+0.043605,248
+0.043621,248
+0.048433,248
+0.050848,248
+0.045514,248
+0.043148,248
+0.051421,248
+0.042470,248
+0.041860,248
+0.044064,248
+0.042480,248
+0.039761,248
+0.042519,248
+0.046595,248
+0.043080,248
+0.041553,248
+0.040925,248
+0.039039,248
+0.041334,248
+0.041843,248
+0.043456,248
+0.052848,248
+0.054206,248
+0.043880,248
+0.039692,248
+0.049379,248
+0.044408,248
+0.044133,248
+0.042658,248
+0.040781,248
+0.039622,248
+0.040741,248
+0.040740,248
+0.040613,248
+0.042183,248
+0.047676,248
+0.045665,248
+0.040499,248
+0.039285,248
+0.040557,248
+0.040458,248
+0.039474,248
+0.041121,248
+0.041969,248
+0.048307,248
+0.043854,248
+0.046862,248
+0.039862,248
+0.044932,248
+0.040158,248
+0.044907,248
+0.039039,248
+0.038666,248
+0.040718,248
+0.039401,248
+0.041912,248
+0.039699,248
+0.038408,248
+0.039801,248
+0.037801,248
+0.038018,248
+0.041077,248
+0.041118,250
+0.041625,250
+0.042281,250
+0.041250,250
+0.047224,250
+0.052398,250
+0.042484,250
+0.041450,250
+0.044243,250
+0.043093,250
+0.043305,250
+0.044385,250
+0.040806,250
+0.042173,250
+0.043244,250
+0.043859,250
+0.041508,250
+0.040480,250
+0.041561,250
+0.052677,250
+0.049975,250
+0.043095,250
+0.042289,250
+0.040271,250
+0.042032,250
+0.041356,250
+0.040589,250
+0.042898,250
+0.040365,250
+0.042170,250
+0.041341,250
+0.047620,250
+0.040095,250
+0.042915,250
+0.042191,250
+0.040765,250
+0.041442,250
+0.040396,250
+0.038723,250
+0.039274,250
+0.038511,250
+0.039335,250
+0.039447,250
+0.038701,250
+0.041427,250
+0.039387,250
+0.041807,250
+0.039079,250
+0.038644,250
+0.039729,250
+0.038817,250
+0.039518,250
+0.039032,250
+0.038899,250
+0.041545,250
+0.040623,250
+0.038601,250
+0.039554,250
+0.038782,250
+0.038914,250
+0.038213,250
+0.038458,250
+0.038830,250
+0.038276,250
+0.038921,250
+0.038286,250
+0.038049,250
+0.039573,250
+0.038401,250
+0.038713,250
+0.038589,250
+0.038117,250
+0.038831,250
+0.038402,250
+0.038166,250
+0.038875,250
+0.038836,250
+0.039089,250
+0.038327,250
+0.038419,250
+0.039411,250
+0.042661,250
+0.041217,250
+0.039954,250
+0.040938,250
+0.040428,250
+0.040414,250
+0.046576,250
+0.040224,250
+0.041112,250
+0.045884,250
+0.039604,250
+0.040516,250
+0.039564,250
+0.040219,250
+0.040064,250
+0.039664,250
+0.047404,250
+0.040092,250
+0.047241,250
+0.041014,252
+0.041330,252
+0.044109,252
+0.041699,252
+0.041691,252
+0.043507,252
+0.049178,252
+0.039971,252
+0.039065,252
+0.047117,252
+0.039674,252
+0.048511,252
+0.040083,252
+0.040037,252
+0.039856,252
+0.040304,252
+0.043659,252
+0.040051,252
+0.039996,252
+0.039877,252
+0.041357,252
+0.041120,252
+0.040048,252
+0.040099,252
+0.039636,252
+0.039485,252
+0.040500,252
+0.039753,252
+0.040429,252
+0.039844,252
+0.039803,252
+0.040322,252
+0.041272,252
+0.040620,252
+0.039722,252
+0.039304,252
+0.040193,252
+0.039097,252
+0.039661,252
+0.039098,252
+0.038839,252
+0.040025,252
+0.039618,252
+0.040018,252
+0.039926,252
+0.039517,252
+0.040126,252
+0.040258,252
+0.040113,252
+0.040086,252
+0.039453,252
+0.041034,252
+0.039821,252
+0.040005,252
+0.039831,252
+0.039674,252
+0.040629,252
+0.041473,252
+0.039830,252
+0.040176,252
+0.039588,252
+0.040798,252
+0.039369,252
+0.039816,252
+0.040228,252
+0.039705,252
+0.040574,252
+0.039849,252
+0.043661,252
+0.039510,252
+0.039278,252
+0.040141,252
+0.039366,252
+0.039836,252
+0.039810,252
+0.039245,252
+0.040290,252
+0.039499,252
+0.039695,252
+0.040437,252
+0.040627,252
+0.040927,252
+0.041921,252
+0.040642,252
+0.039550,252
+0.039489,252
+0.040235,252
+0.039898,252
+0.039762,252
+0.040119,252
+0.040233,252
+0.040398,252
+0.039181,252
+0.043033,252
+0.044545,252
+0.044985,252
+0.047034,252
+0.044280,252
+0.054477,252
+0.050319,252
+0.057066,254
+0.045915,254
+0.053807,254
+0.045821,254
+0.046224,254
+0.053504,254
+0.046008,254
+0.042736,254
+0.042936,254
+0.042031,254
+0.049899,254
+0.045839,254
+0.043794,254
+0.045294,254
+0.042477,254
+0.042991,254
+0.042728,254
+0.050819,254
+0.042482,254
+0.048271,254
+0.040985,254
+0.040710,254
+0.047932,254
+0.040411,254
+0.048790,254
+0.040995,254
+0.048399,254
+0.041008,254
+0.046948,254
+0.043205,254
+0.041398,254
+0.049819,254
+0.064929,254
+0.056505,254
+0.043840,254
+0.045254,254
+0.046367,254
+0.048988,254
+0.048867,254
+0.047641,254
+0.046717,254
+0.041652,254
+0.040698,254
+0.041314,254
+0.041291,254
+0.041492,254
+0.041668,254
+0.041032,254
+0.043226,254
+0.040972,254
+0.041882,254
+0.042040,254
+0.041288,254
+0.043481,254
+0.041075,254
+0.042863,254
+0.042624,254
+0.041805,254
+0.045990,254
+0.042427,254
+0.047742,254
+0.042355,254
+0.045689,254
+0.046819,254
+0.047558,254
+0.045499,254
+0.044920,254
+0.042057,254
+0.041470,254
+0.042317,254
+0.041304,254
+0.042961,254
+0.041028,254
+0.042244,254
+0.041813,254
+0.043338,254
+0.043398,254
+0.041723,254
+0.042069,254
+0.042506,254
+0.040893,254
+0.041919,254
+0.041103,254
+0.041800,254
+0.041996,254
+0.041740,254
+0.042997,254
+0.040920,254
+0.041795,254
+0.041676,254
+0.041098,254
+0.041497,254
+0.041171,254
+0.042121,254
+0.041001,254
+0.041654,254
+0.045172,254
+0.040708,254
+0.041422,254
+0.040343,254
+0.046370,256
+0.045655,256
+0.048878,256
+0.045398,256
+0.045694,256
+0.046966,256
+0.045426,256
+0.045866,256
+0.045093,256
+0.046127,256
+0.045129,256
+0.046048,256
+0.045077,256
+0.048681,256
+0.045522,256
+0.052923,256
+0.048435,256
+0.046260,256
+0.045517,256
+0.046115,256
+0.046228,256
+0.045122,256
+0.046320,256
+0.046687,256
+0.046604,256
+0.045214,256
+0.046405,256
+0.045484,256
+0.046130,256
+0.045156,256
+0.046180,256
+0.045839,256
+0.045490,256
+0.046040,256
+0.045252,256
+0.046244,256
+0.045412,256
+0.046311,256
+0.045113,256
+0.049488,256
+0.045643,256
+0.046900,256
+0.046661,256
+0.045409,256
+0.046062,256
+0.045338,256
+0.045944,256
+0.045376,256
+0.046158,256
+0.045406,256
+0.046151,256
+0.045319,256
+0.045680,256
+0.045820,256
+0.045328,256
+0.045860,256
+0.045192,256
+0.046020,256
+0.045257,256
+0.046302,256
+0.045438,256
+0.058704,256
+0.047125,256
+0.050324,256
+0.045177,256
+0.046064,256
+0.045252,256
+0.045498,256
+0.045675,256
+0.045127,256
+0.046056,256
+0.045348,256
+0.046808,256
+0.045555,256
+0.045877,256
+0.045550,256
+0.046480,256
+0.045690,256
+0.045546,256
+0.045840,256
+0.045534,256
+0.052565,256
+0.045433,256
+0.046270,256
+0.045094,256
+0.045598,256
+0.045110,256
+0.045658,256
+0.045319,256
+0.045527,256
+0.045396,256
+0.045103,256
+0.045891,256
+0.045382,256
+0.046379,256
+0.045006,256
+0.045845,256
+0.045230,256
+0.045804,256
+0.045221,256
+0.043128,258
+0.043097,258
+0.042982,258
+0.043606,258
+0.042851,258
+0.044028,258
+0.042502,258
+0.043378,258
+0.043095,258
+0.042678,258
+0.043282,258
+0.042649,258
+0.043546,258
+0.042667,258
+0.042888,258
+0.043258,258
+0.042892,258
+0.043451,258
+0.042961,258
+0.043597,258
+0.042769,258
+0.043045,258
+0.043404,258
+0.042599,258
+0.044687,258
+0.042961,258
+0.046317,258
+0.042790,258
+0.043971,258
+0.043444,258
+0.042786,258
+0.044754,258
+0.042692,258
+0.044956,258
+0.042697,258
+0.045201,258
+0.043495,258
+0.043298,258
+0.047522,258
+0.047937,258
+0.047038,258
+0.042625,258
+0.045165,258
+0.042676,258
+0.045141,258
+0.043566,258
+0.046159,258
+0.049445,258
+0.051943,258
+0.048570,258
+0.050922,258
+0.077064,258
+0.054108,258
+0.075734,258
+0.049988,258
+0.055326,258
+0.054183,258
+0.052520,258
+0.050749,258
+0.049838,258
+0.050774,258
+0.048713,258
+0.046663,258
+0.051461,258
+0.050249,258
+0.050005,258
+0.056744,258
+0.050853,258
+0.048940,258
+0.049486,258
+0.049413,258
+0.048170,258
+0.043561,258
+0.043528,258
+0.046977,258
+0.047641,258
+0.045539,258
+0.046903,258
+0.049043,258
+0.051012,258
+0.050541,258
+0.051858,258
+0.050450,258
+0.043314,258
+0.045638,258
+0.051711,258
+0.048072,258
+0.049489,258
+0.049104,258
+0.046936,258
+0.045119,258
+0.044753,258
+0.044203,258
+0.044305,258
+0.046464,258
+0.047061,258
+0.045169,258
+0.045110,258
+0.047880,258
+0.046840,258
+0.050664,260
+0.047291,260
+0.050600,260
+0.045224,260
+0.044480,260
+0.046777,260
+0.047652,260
+0.048565,260
+0.048601,260
+0.047835,260
+0.054151,260
+0.043818,260
+0.051183,260
+0.044731,260
+0.052353,260
+0.044937,260
+0.045090,260
+0.044738,260
+0.044539,260
+0.044189,260
+0.044068,260
+0.044165,260
+0.044131,260
+0.044706,260
+0.043923,260
+0.044485,260
+0.044039,260
+0.044352,260
+0.043917,260
+0.044257,260
+0.044521,260
+0.044229,260
+0.044743,260
+0.044407,260
+0.045388,260
+0.046720,260
+0.046403,260
+0.044388,260
+0.047111,260
+0.048361,260
+0.049818,260
+0.050172,260
+0.049104,260
+0.051559,260
+0.049807,260
+0.053649,260
+0.051756,260
+0.051425,260
+0.049529,260
+0.050346,260
+0.049346,260
+0.048547,260
+0.048216,260
+0.049552,260
+0.049367,260
+0.046374,260
+0.048519,260
+0.047924,260
+0.052343,260
+0.054300,260
+0.046514,260
+0.047875,260
+0.047481,260
+0.048849,260
+0.046673,260
+0.046245,260
+0.044684,260
+0.048325,260
+0.048049,260
+0.050329,260
+0.047061,260
+0.048243,260
+0.050512,260
+0.052190,260
+0.048308,260
+0.049647,260
+0.047268,260
+0.048502,260
+0.044475,260
+0.045791,260
+0.044151,260
+0.045445,260
+0.049574,260
+0.048230,260
+0.049027,260
+0.054493,260
+0.053909,260
+0.050246,260
+0.050147,260
+0.047211,260
+0.047581,260
+0.044123,260
+0.049601,260
+0.049980,260
+0.058061,260
+0.060819,260
+0.065946,260
+0.056675,260
+0.071167,260
+0.054238,260
+0.068391,262
+0.054044,262
+0.063854,262
+0.055572,262
+0.055039,262
+0.053090,262
+0.059861,262
+0.075603,262
+0.060356,262
+0.053670,262
+0.053980,262
+0.057140,262
+0.060211,262
+0.057499,262
+0.052951,262
+0.051282,262
+0.051657,262
+0.048438,262
+0.050060,262
+0.050079,262
+0.056088,262
+0.050441,262
+0.054786,262
+0.054944,262
+0.061158,262
+0.063592,262
+0.049756,262
+0.049989,262
+0.047498,262
+0.048026,262
+0.048181,262
+0.051458,262
+0.053053,262
+0.052789,262
+0.054084,262
+0.058270,262
+0.048062,262
+0.056312,262
+0.048521,262
+0.061651,262
+0.056249,262
+0.055687,262
+0.052286,262
+0.055558,262
+0.053551,262
+0.052897,262
+0.055583,262
+0.052118,262
+0.055595,262
+0.052332,262
+0.052024,262
+0.050782,262
+0.050073,262
+0.047154,262
+0.050550,262
+0.046832,262
+0.051025,262
+0.051053,262
+0.054520,262
+0.051870,262
+0.050002,262
+0.046938,262
+0.049972,262
+0.046934,262
+0.049755,262
+0.049122,262
+0.054521,262
+0.053756,262
+0.052077,262
+0.049274,262
+0.049231,262
+0.047972,262
+0.048660,262
+0.049238,262
+0.053002,262
+0.050456,262
+0.051622,262
+0.050363,262
+0.050675,262
+0.057281,262
+0.056032,262
+0.057048,262
+0.051817,262
+0.049484,262
+0.048476,262
+0.048065,262
+0.057571,262
+0.053732,262
+0.050675,262
+0.048509,262
+0.049214,262
+0.047276,262
+0.053407,262
+0.056771,262
+0.063283,262
+0.055163,262
+0.054900,262
+0.054134,262
+0.054612,262
+0.053658,262
+0.056285,264
+0.052211,264
+0.050864,264
+0.049217,264
+0.050019,264
+0.050148,264
+0.050645,264
+0.050201,264
+0.049772,264
+0.049309,264
+0.047067,264
+0.049003,264
+0.047070,264
+0.047391,264
+0.046381,264
+0.047166,264
+0.048396,264
+0.047551,264
+0.046881,264
+0.047159,264
+0.047023,264
+0.047268,264
+0.046398,264
+0.046534,264
+0.046563,264
+0.046307,264
+0.047036,264
+0.046239,264
+0.046973,264
+0.046144,264
+0.047086,264
+0.046353,264
+0.047711,264
+0.046246,264
+0.047048,264
+0.046189,264
+0.048609,264
+0.046199,264
+0.046267,264
+0.047407,264
+0.046089,264
+0.047786,264
+0.046747,264
+0.046999,264
+0.046237,264
+0.046987,264
+0.046402,264
+0.048332,264
+0.047240,264
+0.047567,264
+0.047951,264
+0.048270,264
+0.046454,264
+0.048006,264
+0.046843,264
+0.046841,264
+0.047899,264
+0.046480,264
+0.048260,264
+0.046080,264
+0.048094,264
+0.046167,264
+0.048128,264
+0.051792,264
+0.050430,264
+0.049137,264
+0.048897,264
+0.048034,264
+0.047286,264
+0.046188,264
+0.046870,264
+0.046286,264
+0.046630,264
+0.046781,264
+0.046262,264
+0.049960,264
+0.051342,264
+0.049265,264
+0.046303,264
+0.047130,264
+0.046226,264
+0.047704,264
+0.046374,264
+0.046911,264
+0.046082,264
+0.047771,264
+0.046475,264
+0.049328,264
+0.046435,264
+0.046622,264
+0.046266,264
+0.046550,264
+0.048710,264
+0.049719,264
+0.048527,264
+0.048581,264
+0.050060,264
+0.049059,264
+0.047369,264
+0.046636,264
+0.051725,266
+0.051314,266
+0.053410,266
+0.055430,266
+0.054625,266
+0.053391,266
+0.051943,266
+0.051466,266
+0.050024,266
+0.050617,266
+0.049899,266
+0.050297,266
+0.050409,266
+0.050722,266
+0.050274,266
+0.050730,266
+0.054686,266
+0.053915,266
+0.051247,266
+0.051398,266
+0.050113,266
+0.050549,266
+0.054031,266
+0.051283,266
+0.049816,266
+0.050561,266
+0.050195,266
+0.050661,266
+0.049893,266
+0.050586,266
+0.050073,266
+0.050903,266
+0.050330,266
+0.050627,266
+0.049771,266
+0.050922,266
+0.051920,266
+0.053144,266
+0.053605,266
+0.053413,266
+0.052102,266
+0.052975,266
+0.052856,266
+0.054334,266
+0.053598,266
+0.052921,266
+0.052794,266
+0.052685,266
+0.052804,266
+0.051450,266
+0.051631,266
+0.050223,266
+0.050900,266
+0.058479,266
+0.056501,266
+0.055018,266
+0.054116,266
+0.052089,266
+0.052082,266
+0.050745,266
+0.051203,266
+0.050035,266
+0.050797,266
+0.050062,266
+0.051296,266
+0.052480,266
+0.050936,266
+0.057681,266
+0.058276,266
+0.055856,266
+0.053685,266
+0.053777,266
+0.053911,266
+0.052941,266
+0.051741,266
+0.050494,266
+0.055502,266
+0.059932,266
+0.054018,266
+0.052270,266
+0.050435,266
+0.077285,266
+0.054011,266
+0.050785,266
+0.054649,266
+0.052420,266
+0.052819,266
+0.054659,266
+0.054409,266
+0.054260,266
+0.053533,266
+0.053754,266
+0.052733,266
+0.052416,266
+0.051040,266
+0.052033,266
+0.052009,266
+0.052529,266
+0.052487,266
+0.052117,266
+0.052258,268
+0.053511,268
+0.064842,268
+0.059756,268
+0.059964,268
+0.056388,268
+0.060106,268
+0.053551,268
+0.053074,268
+0.052905,268
+0.059101,268
+0.052455,268
+0.053274,268
+0.054025,268
+0.062822,268
+0.056024,268
+0.055818,268
+0.053038,268
+0.052923,268
+0.052858,268
+0.052785,268
+0.052192,268
+0.050187,268
+0.050496,268
+0.052006,268
+0.052511,268
+0.050390,268
+0.050760,268
+0.050301,268
+0.050783,268
+0.050071,268
+0.050577,268
+0.050098,268
+0.050878,268
+0.050046,268
+0.050771,268
+0.050167,268
+0.051274,268
+0.051997,268
+0.051412,268
+0.050190,268
+0.050241,268
+0.051350,268
+0.052092,268
+0.050312,268
+0.050354,268
+0.050081,268
+0.050403,268
+0.050523,268
+0.052009,268
+0.050330,268
+0.050170,268
+0.050514,268
+0.050418,268
+0.050490,268
+0.050214,268
+0.050398,268
+0.050309,268
+0.050384,268
+0.050148,268
+0.050418,268
+0.050590,268
+0.054156,268
+0.053955,268
+0.054889,268
+0.061761,268
+0.066656,268
+0.053520,268
+0.051113,268
+0.050269,268
+0.050530,268
+0.051181,268
+0.050927,268
+0.050556,268
+0.050343,268
+0.050250,268
+0.050333,268
+0.050440,268
+0.050843,268
+0.050310,268
+0.050533,268
+0.050466,268
+0.050440,268
+0.050083,268
+0.050723,268
+0.050275,268
+0.050505,268
+0.050215,268
+0.050782,268
+0.050139,268
+0.050525,268
+0.050406,268
+0.050330,268
+0.050213,268
+0.050382,268
+0.051692,268
+0.051835,268
+0.051324,268
+0.052542,268
+0.050617,268
+0.053960,270
+0.054397,270
+0.053719,270
+0.054373,270
+0.053741,270
+0.054123,270
+0.054112,270
+0.054448,270
+0.053833,270
+0.054301,270
+0.054003,270
+0.054069,270
+0.054124,270
+0.053797,270
+0.054256,270
+0.054018,270
+0.054296,270
+0.053865,270
+0.055765,270
+0.053850,270
+0.054618,270
+0.053893,270
+0.055188,270
+0.058444,270
+0.057940,270
+0.056482,270
+0.058558,270
+0.056220,270
+0.055996,270
+0.058367,270
+0.056417,270
+0.058341,270
+0.062754,270
+0.056253,270
+0.061714,270
+0.057928,270
+0.056349,270
+0.058408,270
+0.058224,270
+0.057903,270
+0.057873,270
+0.059330,270
+0.060017,270
+0.058020,270
+0.057583,270
+0.056950,270
+0.056838,270
+0.057761,270
+0.057302,270
+0.057690,270
+0.059148,270
+0.057890,270
+0.057142,270
+0.057580,270
+0.057715,270
+0.058074,270
+0.057601,270
+0.058007,270
+0.057046,270
+0.056160,270
+0.056786,270
+0.065296,270
+0.060188,270
+0.070213,270
+0.060761,270
+0.060641,270
+0.056608,270
+0.054322,270
+0.056702,270
+0.068307,270
+0.061488,270
+0.059540,270
+0.059322,270
+0.062787,270
+0.056925,270
+0.062799,270
+0.058443,270
+0.057363,270
+0.057748,270
+0.060106,270
+0.064343,270
+0.061347,270
+0.062039,270
+0.063974,270
+0.064517,270
+0.060165,270
+0.062633,270
+0.059059,270
+0.056930,270
+0.054548,270
+0.061077,270
+0.053595,270
+0.059761,270
+0.053469,270
+0.059381,270
+0.059112,270
+0.053274,270
+0.059535,270
+0.053350,270
+0.058998,270
+0.051533,272
+0.056155,272
+0.056381,272
+0.050555,272
+0.056389,272
+0.050467,272
+0.056186,272
+0.050446,272
+0.056900,272
+0.052880,272
+0.056857,272
+0.050859,272
+0.056792,272
+0.050541,272
+0.056909,272
+0.054983,272
+0.051940,272
+0.056142,272
+0.050491,272
+0.057792,272
+0.058770,272
+0.056321,272
+0.057960,272
+0.056229,272
+0.058982,272
+0.056232,272
+0.056269,272
+0.056030,272
+0.057696,272
+0.054746,272
+0.053061,272
+0.051260,272
+0.051097,272
+0.050458,272
+0.050925,272
+0.051690,272
+0.051156,272
+0.051179,272
+0.052154,272
+0.050605,272
+0.051061,272
+0.050549,272
+0.051130,272
+0.051958,272
+0.053018,272
+0.053542,272
+0.051333,272
+0.054512,272
+0.055631,272
+0.056081,272
+0.056137,272
+0.056946,272
+0.055434,272
+0.060452,272
+0.052961,272
+0.055519,272
+0.055727,272
+0.056935,272
+0.052991,272
+0.050753,272
+0.051385,272
+0.050604,272
+0.052218,272
+0.052902,272
+0.053580,272
+0.051193,272
+0.052471,272
+0.050534,272
+0.052734,272
+0.050638,272
+0.052118,272
+0.050569,272
+0.052254,272
+0.050403,272
+0.052877,272
+0.050546,272
+0.051199,272
+0.050424,272
+0.051033,272
+0.050499,272
+0.050719,272
+0.050657,272
+0.051270,272
+0.050571,272
+0.051184,272
+0.050471,272
+0.051083,272
+0.050534,272
+0.051226,272
+0.050497,272
+0.050930,272
+0.050515,272
+0.050652,272
+0.050458,272
+0.050849,272
+0.050960,272
+0.050717,272
+0.050660,272
+0.050604,272
+0.050627,272
+0.055355,274
+0.055286,274
+0.055058,274
+0.077759,274
+0.062612,274
+0.084260,274
+0.104903,274
+0.106103,274
+0.077543,274
+0.085944,274
+0.080646,274
+0.056136,274
+0.056251,274
+0.056378,274
+0.056039,274
+0.056316,274
+0.056571,274
+0.068323,274
+0.065931,274
+0.059785,274
+0.058998,274
+0.056701,274
+0.061016,274
+0.062724,274
+0.056139,274
+0.057446,274
+0.057002,274
+0.059934,274
+0.060444,274
+0.060331,274
+0.070187,274
+0.102343,274
+0.101983,274
+0.085944,274
+0.057725,274
+0.060507,274
+0.078247,274
+0.073117,274
+0.066163,274
+0.060576,274
+0.059118,274
+0.064332,274
+0.068698,274
+0.063827,274
+0.068858,274
+0.062736,274
+0.068263,274
+0.061657,274
+0.059037,274
+0.062543,274
+0.062379,274
+0.065076,274
+0.061394,274
+0.065859,274
+0.059628,274
+0.060438,274
+0.058751,274
+0.060736,274
+0.056983,274
+0.059483,274
+0.058811,274
+0.060062,274
+0.059005,274
+0.058105,274
+0.059569,274
+0.061596,274
+0.067420,274
+0.065639,274
+0.065058,274
+0.064804,274
+0.064150,274
+0.061249,274
+0.060533,274
+0.060707,274
+0.060454,274
+0.063287,274
+0.059066,274
+0.058902,274
+0.062817,274
+0.057138,274
+0.058739,274
+0.056870,274
+0.060131,274
+0.058255,274
+0.057846,274
+0.056016,274
+0.059232,274
+0.059195,274
+0.058514,274
+0.066063,274
+0.068293,274
+0.066232,274
+0.064580,274
+0.059091,274
+0.060501,274
+0.060111,274
+0.060989,274
+0.059421,274
+0.065569,274
+0.061068,274
+0.060733,276
+0.055370,276
+0.077650,276
+0.057427,276
+0.057217,276
+0.057550,276
+0.057177,276
+0.056801,276
+0.062281,276
+0.056746,276
+0.061197,276
+0.057997,276
+0.058909,276
+0.058194,276
+0.059997,276
+0.058988,276
+0.058429,276
+0.064624,276
+0.057617,276
+0.060444,276
+0.060571,276
+0.058261,276
+0.060075,276
+0.059849,276
+0.060039,276
+0.057928,276
+0.058232,276
+0.060680,276
+0.062127,276
+0.060752,276
+0.062138,276
+0.058386,276
+0.058208,276
+0.057690,276
+0.055231,276
+0.055463,276
+0.056137,276
+0.066303,276
+0.060803,276
+0.061295,276
+0.060621,276
+0.061494,276
+0.065527,276
+0.065753,276
+0.069152,276
+0.060415,276
+0.060932,276
+0.060823,276
+0.060634,276
+0.068160,276
+0.071643,276
+0.067290,276
+0.066832,276
+0.066297,276
+0.069288,276
+0.066156,276
+0.061526,276
+0.059984,276
+0.065361,276
+0.059491,276
+0.056447,276
+0.059148,276
+0.059728,276
+0.057638,276
+0.060436,276
+0.074956,276
+0.064729,276
+0.071866,276
+0.078464,276
+0.065329,276
+0.082083,276
+0.060430,276
+0.061510,276
+0.069063,276
+0.064846,276
+0.058104,276
+0.056249,276
+0.059217,276
+0.063967,276
+0.062880,276
+0.055427,276
+0.061798,276
+0.057072,276
+0.065297,276
+0.064682,276
+0.062539,276
+0.060433,276
+0.061693,276
+0.064777,276
+0.062460,276
+0.061834,276
+0.057039,276
+0.063286,276
+0.058734,276
+0.062493,276
+0.061756,276
+0.059587,276
+0.058489,276
+0.058649,276
+0.055728,276
+0.058655,278
+0.058376,278
+0.057495,278
+0.058710,278
+0.058263,278
+0.066848,278
+0.065266,278
+0.058434,278
+0.066578,278
+0.066915,278
+0.069207,278
+0.070718,278
+0.063471,278
+0.061312,278
+0.059197,278
+0.059363,278
+0.058063,278
+0.058907,278
+0.060127,278
+0.058821,278
+0.058679,278
+0.058371,278
+0.060246,278
+0.062742,278
+0.058916,278
+0.059371,278
+0.059822,278
+0.060244,278
+0.062157,278
+0.063462,278
+0.066566,278
+0.068093,278
+0.071604,278
+0.073728,278
+0.069347,278
+0.070758,278
+0.070580,278
+0.062849,278
+0.065264,278
+0.058941,278
+0.058012,278
+0.063789,278
+0.066193,278
+0.072972,278
+0.069772,278
+0.065957,278
+0.070013,278
+0.067595,278
+0.073879,278
+0.063638,278
+0.067512,278
+0.068782,278
+0.070986,278
+0.076221,278
+0.074177,278
+0.066303,278
+0.062857,278
+0.063683,278
+0.061570,278
+0.062001,278
+0.060927,278
+0.062514,278
+0.059205,278
+0.058478,278
+0.059849,278
+0.063694,278
+0.065171,278
+0.072492,278
+0.065300,278
+0.064288,278
+0.064443,278
+0.063192,278
+0.060911,278
+0.063925,278
+0.059304,278
+0.059943,278
+0.059610,278
+0.057801,278
+0.059888,278
+0.058579,278
+0.059326,278
+0.059327,278
+0.058302,278
+0.063137,278
+0.061572,278
+0.060818,278
+0.059413,278
+0.057830,278
+0.063835,278
+0.057556,278
+0.064423,278
+0.063405,278
+0.058073,278
+0.072706,278
+0.068393,278
+0.068173,278
+0.067488,278
+0.064341,278
+0.065489,278
+0.061618,278
+0.063219,280
+0.060395,280
+0.061169,280
+0.060930,280
+0.057626,280
+0.055814,280
+0.056872,280
+0.056238,280
+0.057810,280
+0.056633,280
+0.056554,280
+0.057295,280
+0.056093,280
+0.056544,280
+0.056032,280
+0.056596,280
+0.056284,280
+0.055857,280
+0.056353,280
+0.055744,280
+0.056309,280
+0.055758,280
+0.056570,280
+0.056137,280
+0.056888,280
+0.056344,280
+0.055935,280
+0.056404,280
+0.055796,280
+0.056614,280
+0.055893,280
+0.056381,280
+0.056788,280
+0.056024,280
+0.056255,280
+0.056147,280
+0.056318,280
+0.055886,280
+0.056246,280
+0.055850,280
+0.056286,280
+0.056400,280
+0.055959,280
+0.056493,280
+0.055887,280
+0.056421,280
+0.056425,280
+0.069027,280
+0.063965,280
+0.062629,280
+0.063214,280
+0.066614,280
+0.061499,280
+0.061985,280
+0.063162,280
+0.065707,280
+0.060343,280
+0.060719,280
+0.063382,280
+0.060085,280
+0.063920,280
+0.062268,280
+0.060334,280
+0.057546,280
+0.066008,280
+0.056917,280
+0.059449,280
+0.061266,280
+0.061639,280
+0.061490,280
+0.061053,280
+0.062394,280
+0.061806,280
+0.066203,280
+0.065063,280
+0.068803,280
+0.073897,280
+0.071415,280
+0.061651,280
+0.062140,280
+0.068908,280
+0.069307,280
+0.067386,280
+0.062752,280
+0.069230,280
+0.070114,280
+0.064809,280
+0.060479,280
+0.061138,280
+0.063538,280
+0.061519,280
+0.058772,280
+0.059980,280
+0.061173,280
+0.061562,280
+0.058449,280
+0.059663,280
+0.071151,280
+0.060882,280
+0.066724,280
+0.072016,282
+0.074860,282
+0.070270,282
+0.073070,282
+0.069344,282
+0.076691,282
+0.086220,282
+0.078314,282
+0.068736,282
+0.066885,282
+0.068434,282
+0.066834,282
+0.066249,282
+0.072824,282
+0.075319,282
+0.071495,282
+0.069390,282
+0.068081,282
+0.067893,282
+0.068946,282
+0.067668,282
+0.068085,282
+0.067531,282
+0.069401,282
+0.076482,282
+0.074109,282
+0.068777,282
+0.070797,282
+0.071662,282
+0.070121,282
+0.097231,282
+0.079167,282
+0.069282,282
+0.069333,282
+0.073691,282
+0.068289,282
+0.072362,282
+0.068569,282
+0.068555,282
+0.069764,282
+0.072091,282
+0.065155,282
+0.064922,282
+0.070280,282
+0.064525,282
+0.066633,282
+0.062893,282
+0.064499,282
+0.062042,282
+0.061602,282
+0.061429,282
+0.061333,282
+0.061341,282
+0.060931,282
+0.061759,282
+0.061270,282
+0.060762,282
+0.061671,282
+0.060706,282
+0.061936,282
+0.065297,282
+0.061463,282
+0.062186,282
+0.061000,282
+0.061329,282
+0.061405,282
+0.062654,282
+0.064562,282
+0.064346,282
+0.064517,282
+0.062018,282
+0.062551,282
+0.063137,282
+0.061378,282
+0.061309,282
+0.061441,282
+0.062240,282
+0.063585,282
+0.070333,282
+0.064389,282
+0.062171,282
+0.065352,282
+0.066117,282
+0.067361,282
+0.064329,282
+0.061419,282
+0.061788,282
+0.061899,282
+0.060952,282
+0.062098,282
+0.064113,282
+0.064734,282
+0.065608,282
+0.062708,282
+0.062502,282
+0.061444,282
+0.062500,282
+0.063233,282
+0.062965,282
+0.062939,282
+0.061046,284
+0.060496,284
+0.060836,284
+0.062635,284
+0.061098,284
+0.062422,284
+0.060454,284
+0.061306,284
+0.060970,284
+0.059322,284
+0.060996,284
+0.059282,284
+0.062343,284
+0.061150,284
+0.059339,284
+0.062270,284
+0.059404,284
+0.060982,284
+0.061201,284
+0.059487,284
+0.061295,284
+0.059402,284
+0.061040,284
+0.061154,284
+0.059433,284
+0.061046,284
+0.059347,284
+0.061015,284
+0.062313,284
+0.060296,284
+0.061069,284
+0.059390,284
+0.061376,284
+0.061045,284
+0.059254,284
+0.061072,284
+0.059390,284
+0.061039,284
+0.060863,284
+0.060137,284
+0.061132,284
+0.059248,284
+0.061549,284
+0.061096,284
+0.059492,284
+0.062208,284
+0.059378,284
+0.064014,284
+0.061461,284
+0.059358,284
+0.062296,284
+0.074642,284
+0.071049,284
+0.066325,284
+0.069245,284
+0.068743,284
+0.070516,284
+0.071255,284
+0.067085,284
+0.065974,284
+0.066825,284
+0.067573,284
+0.068968,284
+0.064459,284
+0.061483,284
+0.075049,284
+0.065255,284
+0.077691,284
+0.090725,284
+0.067188,284
+0.065421,284
+0.070782,284
+0.066749,284
+0.067901,284
+0.065804,284
+0.064306,284
+0.061525,284
+0.060358,284
+0.062015,284
+0.060604,284
+0.060064,284
+0.061275,284
+0.059862,284
+0.061431,284
+0.062032,284
+0.061327,284
+0.061746,284
+0.059494,284
+0.060965,284
+0.060872,284
+0.059400,284
+0.062127,284
+0.059301,284
+0.061337,284
+0.061756,284
+0.059648,284
+0.060987,284
+0.059261,284
+0.061118,284
+0.061140,284
+0.063425,286
+0.064737,286
+0.064355,286
+0.063657,286
+0.064667,286
+0.063042,286
+0.064707,286
+0.065789,286
+0.063100,286
+0.065326,286
+0.066364,286
+0.063675,286
+0.064873,286
+0.064375,286
+0.063434,286
+0.063620,286
+0.063581,286
+0.064280,286
+0.063903,286
+0.063200,286
+0.063643,286
+0.063740,286
+0.063307,286
+0.063884,286
+0.063368,286
+0.063508,286
+0.063826,286
+0.063174,286
+0.063968,286
+0.064779,286
+0.063249,286
+0.065129,286
+0.065503,286
+0.066801,286
+0.065673,286
+0.066431,286
+0.066196,286
+0.065085,286
+0.064430,286
+0.064809,286
+0.063816,286
+0.063359,286
+0.063642,286
+0.063762,286
+0.063233,286
+0.063836,286
+0.063836,286
+0.063249,286
+0.064058,286
+0.063400,286
+0.063894,286
+0.063750,286
+0.063127,286
+0.063740,286
+0.064056,286
+0.063366,286
+0.063874,286
+0.063578,286
+0.063819,286
+0.063598,286
+0.063287,286
+0.063787,286
+0.063828,286
+0.063347,286
+0.064371,286
+0.063440,286
+0.063083,286
+0.063631,286
+0.063373,286
+0.063355,286
+0.063701,286
+0.063124,286
+0.063970,286
+0.063441,286
+0.062995,286
+0.063621,286
+0.063674,286
+0.065323,286
+0.064494,286
+0.067087,286
+0.064575,286
+0.064647,286
+0.063564,286
+0.064806,286
+0.064180,286
+0.063215,286
+0.063833,286
+0.063644,286
+0.063111,286
+0.063867,286
+0.063236,286
+0.063614,286
+0.063930,286
+0.062981,286
+0.063888,286
+0.063725,286
+0.063463,286
+0.063839,286
+0.063619,286
+0.063223,286
+0.064376,288
+0.063707,288
+0.064364,288
+0.064462,288
+0.066459,288
+0.064684,288
+0.065017,288
+0.063947,288
+0.064447,288
+0.064137,288
+0.063646,288
+0.065175,288
+0.070360,288
+0.071598,288
+0.071383,288
+0.070829,288
+0.069477,288
+0.069394,288
+0.068970,288
+0.069672,288
+0.069716,288
+0.071996,288
+0.074610,288
+0.068118,288
+0.065774,288
+0.069773,288
+0.074340,288
+0.070091,288
+0.070158,288
+0.068244,288
+0.067423,288
+0.068650,288
+0.069801,288
+0.070965,288
+0.071539,288
+0.071692,288
+0.070481,288
+0.078654,288
+0.072991,288
+0.067273,288
+0.064580,288
+0.065642,288
+0.067566,288
+0.066009,288
+0.066068,288
+0.068610,288
+0.069114,288
+0.068622,288
+0.065788,288
+0.064485,288
+0.065000,288
+0.066887,288
+0.074228,288
+0.069965,288
+0.077213,288
+0.066733,288
+0.071594,288
+0.069941,288
+0.064325,288
+0.070085,288
+0.065749,288
+0.065430,288
+0.083415,288
+0.071016,288
+0.076565,288
+0.072772,288
+0.069500,288
+0.069351,288
+0.066924,288
+0.066275,288
+0.064787,288
+0.066885,288
+0.064586,288
+0.064665,288
+0.067937,288
+0.069406,288
+0.079028,288
+0.082235,288
+0.071772,288
+0.065477,288
+0.068255,288
+0.070726,288
+0.070777,288
+0.070487,288
+0.066012,288
+0.067938,288
+0.068077,288
+0.073226,288
+0.066543,288
+0.066800,288
+0.065631,288
+0.085718,288
+0.089092,288
+0.087413,288
+0.070510,288
+0.066891,288
+0.066570,288
+0.064278,288
+0.064291,288
+0.066164,288
+0.066856,290
+0.066542,290
+0.066700,290
+0.066331,290
+0.066329,290
+0.066563,290
+0.066186,290
+0.066713,290
+0.066740,290
+0.066146,290
+0.066181,290
+0.066832,290
+0.066045,290
+0.066206,290
+0.066781,290
+0.066178,290
+0.066023,290
+0.066379,290
+0.074327,290
+0.067359,290
+0.066890,290
+0.066038,290
+0.066210,290
+0.066857,290
+0.065996,290
+0.066408,290
+0.066721,290
+0.066083,290
+0.066572,290
+0.066601,290
+0.065704,290
+0.066854,290
+0.066663,290
+0.065723,290
+0.066815,290
+0.066464,290
+0.065716,290
+0.066601,290
+0.066705,290
+0.065860,290
+0.066663,290
+0.066405,290
+0.065973,290
+0.066908,290
+0.066657,290
+0.065943,290
+0.066938,290
+0.066389,290
+0.065999,290
+0.066745,290
+0.066303,290
+0.066258,290
+0.067397,290
+0.066411,290
+0.066299,290
+0.066642,290
+0.066156,290
+0.074817,290
+0.070316,290
+0.068684,290
+0.066628,290
+0.067040,290
+0.066562,290
+0.066173,290
+0.067013,290
+0.066810,290
+0.065973,290
+0.066960,290
+0.066530,290
+0.066101,290
+0.066809,290
+0.066522,290
+0.066021,290
+0.066746,290
+0.066434,290
+0.066097,290
+0.066708,290
+0.066651,290
+0.066335,290
+0.066961,290
+0.066217,290
+0.066568,290
+0.066737,290
+0.065997,290
+0.067041,290
+0.067766,290
+0.065829,290
+0.066719,290
+0.066944,290
+0.065817,290
+0.066878,290
+0.066380,290
+0.066074,290
+0.067010,290
+0.067114,290
+0.065857,290
+0.066773,290
+0.066490,290
+0.065858,290
+0.066554,290
+0.066309,292
+0.065868,292
+0.066050,292
+0.066186,292
+0.067014,292
+0.070358,292
+0.066037,292
+0.066376,292
+0.066464,292
+0.065910,292
+0.067182,292
+0.066370,292
+0.066138,292
+0.066665,292
+0.072453,292
+0.065768,292
+0.065263,292
+0.067144,292
+0.065889,292
+0.065232,292
+0.065898,292
+0.065375,292
+0.065452,292
+0.065864,292
+0.065250,292
+0.065853,292
+0.065723,292
+0.064962,292
+0.066235,292
+0.065645,292
+0.065551,292
+0.066315,292
+0.066393,292
+0.066390,292
+0.066038,292
+0.065460,292
+0.066657,292
+0.066426,292
+0.065633,292
+0.067215,292
+0.066436,292
+0.065902,292
+0.065923,292
+0.066517,292
+0.065837,292
+0.065519,292
+0.066377,292
+0.065731,292
+0.065825,292
+0.066306,292
+0.065418,292
+0.065969,292
+0.066479,292
+0.065072,292
+0.066340,292
+0.065952,292
+0.065452,292
+0.066103,292
+0.066080,292
+0.065526,292
+0.066222,292
+0.065902,292
+0.065540,292
+0.066321,292
+0.065830,292
+0.065732,292
+0.067067,292
+0.066852,292
+0.065767,292
+0.066326,292
+0.066414,292
+0.065622,292
+0.066265,292
+0.066090,292
+0.065993,292
+0.066376,292
+0.065403,292
+0.066079,292
+0.066214,292
+0.065233,292
+0.066158,292
+0.066097,292
+0.065168,292
+0.066237,292
+0.065953,292
+0.065484,292
+0.066720,292
+0.072731,292
+0.076935,292
+0.080018,292
+0.082379,292
+0.080917,292
+0.074605,292
+0.068439,292
+0.069450,292
+0.068890,292
+0.068080,292
+0.068419,292
+0.068819,292
+0.069171,292
+0.076822,294
+0.076086,294
+0.078940,294
+0.074760,294
+0.074426,294
+0.073137,294
+0.072081,294
+0.070823,294
+0.072792,294
+0.072130,294
+0.072409,294
+0.072391,294
+0.072992,294
+0.079275,294
+0.086944,294
+0.083957,294
+0.076999,294
+0.076847,294
+0.078900,294
+0.071525,294
+0.071786,294
+0.072034,294
+0.072026,294
+0.074384,294
+0.074108,294
+0.071156,294
+0.070194,294
+0.070710,294
+0.070922,294
+0.070716,294
+0.070229,294
+0.070987,294
+0.070825,294
+0.069836,294
+0.071088,294
+0.070921,294
+0.070434,294
+0.070411,294
+0.071038,294
+0.070787,294
+0.070330,294
+0.071036,294
+0.070979,294
+0.070156,294
+0.070996,294
+0.070858,294
+0.070398,294
+0.070803,294
+0.071150,294
+0.070646,294
+0.071168,294
+0.071539,294
+0.070709,294
+0.069758,294
+0.071038,294
+0.071165,294
+0.070349,294
+0.073770,294
+0.070953,294
+0.072926,294
+0.069917,294
+0.071281,294
+0.071955,294
+0.071535,294
+0.077098,294
+0.074606,294
+0.074303,294
+0.071320,294
+0.070532,294
+0.070896,294
+0.070341,294
+0.069827,294
+0.070714,294
+0.070326,294
+0.072954,294
+0.074486,294
+0.073188,294
+0.070619,294
+0.070657,294
+0.070815,294
+0.071126,294
+0.074661,294
+0.073268,294
+0.076067,294
+0.083637,294
+0.074073,294
+0.082686,294
+0.077119,294
+0.075453,294
+0.076002,294
+0.071392,294
+0.072592,294
+0.074008,294
+0.069877,294
+0.071344,294
+0.070870,294
+0.071150,294
+0.071804,294
+0.071079,294
+0.071553,294
+0.066974,296
+0.068582,296
+0.068594,296
+0.067236,296
+0.068186,296
+0.068300,296
+0.066251,296
+0.068456,296
+0.068182,296
+0.067526,296
+0.068491,296
+0.069412,296
+0.066596,296
+0.068758,296
+0.068368,296
+0.066651,296
+0.068386,296
+0.068434,296
+0.066997,296
+0.068163,296
+0.068334,296
+0.067285,296
+0.071464,296
+0.072527,296
+0.069374,296
+0.066762,296
+0.069384,296
+0.068125,296
+0.066689,296
+0.072023,296
+0.074263,296
+0.066657,296
+0.068572,296
+0.068314,296
+0.066261,296
+0.068553,296
+0.067026,296
+0.066611,296
+0.067615,296
+0.067246,296
+0.066506,296
+0.067668,296
+0.067284,296
+0.066467,296
+0.067471,296
+0.067280,296
+0.067456,296
+0.068320,296
+0.068635,296
+0.066139,296
+0.068106,296
+0.068149,296
+0.066075,296
+0.068784,296
+0.068268,296
+0.066233,296
+0.069456,296
+0.067947,296
+0.066422,296
+0.067812,296
+0.068153,296
+0.066867,296
+0.067462,296
+0.068132,296
+0.067164,296
+0.067326,296
+0.068220,296
+0.067258,296
+0.067231,296
+0.068053,296
+0.068183,296
+0.067775,296
+0.068161,296
+0.067675,296
+0.067005,296
+0.068616,296
+0.067729,296
+0.066907,296
+0.068243,296
+0.067927,296
+0.066670,296
+0.068298,296
+0.067857,296
+0.067380,296
+0.068326,296
+0.068842,296
+0.067039,296
+0.068302,296
+0.068213,296
+0.066634,296
+0.068386,296
+0.067673,296
+0.066894,296
+0.068327,296
+0.066926,296
+0.066740,296
+0.067472,296
+0.066996,296
+0.066620,296
+0.067563,296
+0.074082,298
+0.072820,298
+0.073513,298
+0.073754,298
+0.074084,298
+0.073198,298
+0.073715,298
+0.073480,298
+0.073005,298
+0.073204,298
+0.073714,298
+0.073746,298
+0.072662,298
+0.073693,298
+0.073421,298
+0.073221,298
+0.072732,298
+0.073666,298
+0.073410,298
+0.072768,298
+0.073171,298
+0.073607,298
+0.072946,298
+0.072686,298
+0.073423,298
+0.073634,298
+0.074629,298
+0.072765,298
+0.073651,298
+0.073395,298
+0.072872,298
+0.073192,298
+0.073592,298
+0.073454,298
+0.072587,298
+0.073284,298
+0.073709,298
+0.073488,298
+0.072771,298
+0.073605,298
+0.073534,298
+0.073027,298
+0.073515,298
+0.073689,298
+0.073708,298
+0.072601,298
+0.073632,298
+0.073809,298
+0.073004,298
+0.073058,298
+0.073719,298
+0.073876,298
+0.073224,298
+0.073554,298
+0.073837,298
+0.073483,298
+0.073045,298
+0.073656,298
+0.073569,298
+0.073026,298
+0.075732,298
+0.079497,298
+0.077026,298
+0.076725,298
+0.075296,298
+0.074288,298
+0.075321,298
+0.077556,298
+0.077182,298
+0.080477,298
+0.079437,298
+0.079661,298
+0.079812,298
+0.075677,298
+0.074235,298
+0.073422,298
+0.073126,298
+0.072768,298
+0.073769,298
+0.074062,298
+0.073833,298
+0.074786,298
+0.074297,298
+0.073377,298
+0.072905,298
+0.076307,298
+0.078593,298
+0.074184,298
+0.073057,298
+0.073524,298
+0.073492,298
+0.073582,298
+0.072937,298
+0.073603,298
+0.073564,298
+0.072902,298
+0.073522,298
+0.079887,298
+0.083117,298
+0.075722,298
diff --git a/buch/papers/multiplikation/code/meas/test/blas.txt b/buch/papers/multiplikation/code/meas/test/blas.txt
new file mode 100644
index 0000000..7b0a9d1
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/test/blas.txt
@@ -0,0 +1,14900 @@
+0.000001,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000000,6
+0.000001,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000001,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000010,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000000,8
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000010,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000010,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000010,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000010,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000001,10
+0.000002,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000001,12
+0.000003,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000013,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000002,14
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000003,16
+0.000005,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000006,18
+0.000007,18
+0.000007,18
+0.000007,18
+0.000006,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000013,18
+0.000004,18
+0.000013,18
+0.000004,18
+0.000013,18
+0.000004,18
+0.000013,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000013,18
+0.000004,18
+0.000013,18
+0.000004,18
+0.000014,18
+0.000004,18
+0.000014,18
+0.000004,18
+0.000014,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000004,18
+0.000007,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000005,20
+0.000008,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000011,22
+0.000012,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000016,22
+0.000007,22
+0.000016,22
+0.000007,22
+0.000016,22
+0.000016,22
+0.000016,22
+0.000007,22
+0.000016,22
+0.000016,22
+0.000016,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000016,22
+0.000007,22
+0.000016,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000006,22
+0.000010,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000010,24
+0.000018,24
+0.000018,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000008,24
+0.000013,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000020,26
+0.000011,26
+0.000020,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000020,26
+0.000020,26
+0.000021,26
+0.000031,26
+0.000011,26
+0.000019,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000020,26
+0.000020,26
+0.000020,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000010,26
+0.000015,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000022,28
+0.000022,28
+0.000021,28
+0.000022,28
+0.000021,28
+0.000023,28
+0.000022,28
+0.000023,28
+0.000022,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000024,28
+0.000024,28
+0.000025,28
+0.000035,28
+0.000048,28
+0.000055,28
+0.000045,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000026,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000023,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000020,28
+0.000025,28
+0.000025,28
+0.000025,28
+0.000024,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000013,28
+0.000025,28
+0.000032,30
+0.000031,30
+0.000030,30
+0.000031,30
+0.000030,30
+0.000030,30
+0.000073,30
+0.000030,30
+0.000030,30
+0.000031,30
+0.000017,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000019,30
+0.000030,30
+0.000030,30
+0.000030,30
+0.000030,30
+0.000030,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000026,30
+0.000029,30
+0.000040,30
+0.000041,30
+0.000041,30
+0.000040,30
+0.000038,30
+0.000042,30
+0.000023,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000027,30
+0.000030,30
+0.000030,30
+0.000040,30
+0.000040,30
+0.000031,30
+0.000028,30
+0.000028,30
+0.000024,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000015,30
+0.000021,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000021,32
+0.000025,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000028,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000029,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000028,32
+0.000039,32
+0.000043,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000022,32
+0.000028,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000040,32
+0.000038,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000019,32
+0.000043,32
+0.000047,32
+0.000031,32
+0.000047,34
+0.000039,34
+0.000035,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000022,34
+0.000027,34
+0.000050,34
+0.000023,34
+0.000023,34
+0.000023,34
+0.000023,34
+0.000023,34
+0.000033,34
+0.000023,34
+0.000042,36
+0.000028,36
+0.000037,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000037,36
+0.000036,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000043,36
+0.000050,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000027,36
+0.000037,36
+0.000036,36
+0.000037,36
+0.000059,36
+0.000049,36
+0.000027,36
+0.000037,36
+0.000057,36
+0.000048,36
+0.000046,36
+0.000047,36
+0.000027,36
+0.000046,36
+0.000027,36
+0.000027,36
+0.000035,38
+0.000036,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000051,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000042,38
+0.000041,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000051,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000031,38
+0.000044,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000086,40
+0.000090,40
+0.000051,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000058,40
+0.000062,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000042,40
+0.000053,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000059,42
+0.000077,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000068,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000068,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000064,42
+0.000058,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000048,42
+0.000058,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000078,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000078,44
+0.000095,44
+0.000073,44
+0.000096,44
+0.000097,44
+0.000085,44
+0.000064,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000065,44
+0.000064,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000075,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000054,44
+0.000068,46
+0.000062,46
+0.000078,46
+0.000083,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000085,46
+0.000072,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000081,46
+0.000133,46
+0.000080,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000097,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000061,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000062,46
+0.000073,48
+0.000069,48
+0.000108,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000090,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000089,48
+0.000069,48
+0.000069,48
+0.000095,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000088,48
+0.000079,48
+0.000099,48
+0.000141,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000091,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000069,48
+0.000085,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000092,50
+0.000138,50
+0.000097,50
+0.000151,50
+0.000117,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000098,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000099,50
+0.000077,50
+0.000078,50
+0.000078,50
+0.000078,50
+0.000117,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000150,50
+0.000111,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000078,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000100,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000077,50
+0.000089,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000131,52
+0.000106,52
+0.000147,52
+0.000130,52
+0.000105,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000123,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000106,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000110,52
+0.000128,52
+0.000153,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000110,52
+0.000095,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000086,52
+0.000099,54
+0.000116,54
+0.000161,54
+0.000169,54
+0.000144,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000153,54
+0.000096,54
+0.000096,54
+0.000115,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000114,54
+0.000115,54
+0.000170,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000106,54
+0.000196,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000131,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000139,54
+0.000096,54
+0.000130,54
+0.000096,54
+0.000096,54
+0.000120,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000096,54
+0.000110,56
+0.000125,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000133,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000136,56
+0.000159,56
+0.000159,56
+0.000143,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000126,56
+0.000106,56
+0.000106,56
+0.000125,56
+0.000106,56
+0.000130,56
+0.000135,56
+0.000183,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000172,56
+0.000149,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000106,56
+0.000119,56
+0.000115,56
+0.000123,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000129,58
+0.000127,58
+0.000117,58
+0.000117,58
+0.000156,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000136,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000136,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000152,58
+0.000138,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000117,58
+0.000134,58
+0.000153,60
+0.000178,60
+0.000226,60
+0.000188,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000148,60
+0.000128,60
+0.000128,60
+0.000149,60
+0.000142,60
+0.000132,60
+0.000132,60
+0.000157,60
+0.000190,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000153,60
+0.000132,60
+0.000161,60
+0.000132,60
+0.000132,60
+0.000132,60
+0.000142,60
+0.000180,60
+0.000141,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000212,60
+0.000390,60
+0.000275,60
+0.000261,60
+0.000269,60
+0.000234,60
+0.000272,60
+0.000241,60
+0.000238,60
+0.000326,60
+0.000245,60
+0.000182,60
+0.000150,60
+0.000167,60
+0.000153,60
+0.000138,60
+0.000128,60
+0.000159,60
+0.000249,60
+0.000157,60
+0.000128,60
+0.000164,60
+0.000165,60
+0.000128,60
+0.000128,60
+0.000230,60
+0.000176,60
+0.000244,60
+0.000238,60
+0.000162,60
+0.000128,60
+0.000128,60
+0.000170,60
+0.000148,60
+0.000129,60
+0.000142,60
+0.000128,60
+0.000128,60
+0.000128,60
+0.000180,60
+0.000212,60
+0.000189,60
+0.000191,60
+0.000161,60
+0.000143,60
+0.000166,60
+0.000135,60
+0.000135,60
+0.000135,60
+0.000135,60
+0.000135,60
+0.000135,60
+0.000135,60
+0.000142,60
+0.000169,60
+0.000128,60
+0.000128,60
+0.000144,62
+0.000141,62
+0.000141,62
+0.000188,62
+0.000215,62
+0.000213,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000161,62
+0.000141,62
+0.000161,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000167,62
+0.000145,62
+0.000184,62
+0.000145,62
+0.000223,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000165,62
+0.000165,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000178,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000165,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000178,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000145,62
+0.000150,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000141,62
+0.000156,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000198,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000248,64
+0.000255,64
+0.000163,64
+0.000154,64
+0.000154,64
+0.000174,64
+0.000154,64
+0.000174,64
+0.000153,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000190,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000195,64
+0.000192,64
+0.000154,64
+0.000164,64
+0.000216,64
+0.000164,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000168,64
+0.000173,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000173,64
+0.000173,64
+0.000154,64
+0.000154,64
+0.000173,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000173,64
+0.000189,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000173,64
+0.000174,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000154,64
+0.000172,66
+0.000169,66
+0.000169,66
+0.000194,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000240,66
+0.000283,66
+0.000188,66
+0.000169,66
+0.000169,66
+0.000188,66
+0.000169,66
+0.000189,66
+0.000169,66
+0.000196,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000179,66
+0.000227,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000191,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000179,66
+0.000198,66
+0.000169,66
+0.000169,66
+0.000189,66
+0.000207,66
+0.000169,66
+0.000169,66
+0.000188,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000191,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000169,66
+0.000186,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000198,68
+0.000307,68
+0.000251,68
+0.000183,68
+0.000183,68
+0.000209,68
+0.000223,68
+0.000345,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000303,68
+0.000331,68
+0.000331,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000255,68
+0.000283,68
+0.000183,68
+0.000201,68
+0.000203,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000215,68
+0.000223,68
+0.000183,68
+0.000203,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000203,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000355,68
+0.000196,68
+0.000183,68
+0.000221,68
+0.000183,68
+0.000256,68
+0.000184,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000183,68
+0.000246,68
+0.000312,68
+0.000193,68
+0.000183,68
+0.000183,68
+0.000203,68
+0.000203,68
+0.000218,70
+0.000355,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000237,70
+0.000342,70
+0.000334,70
+0.000339,70
+0.000351,70
+0.000373,70
+0.000355,70
+0.000281,70
+0.000363,70
+0.000341,70
+0.000323,70
+0.000200,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000233,70
+0.000348,70
+0.000199,70
+0.000242,70
+0.000199,70
+0.000199,70
+0.000238,70
+0.000199,70
+0.000210,70
+0.000208,70
+0.000199,70
+0.000199,70
+0.000219,70
+0.000199,70
+0.000378,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000326,70
+0.000209,70
+0.000199,70
+0.000239,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000200,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000341,70
+0.000229,70
+0.000199,70
+0.000291,70
+0.000325,70
+0.000303,70
+0.000199,70
+0.000214,70
+0.000210,70
+0.000210,70
+0.000210,70
+0.000210,70
+0.000214,70
+0.000205,70
+0.000205,70
+0.000210,70
+0.000199,70
+0.000375,70
+0.000347,70
+0.000410,70
+0.000361,70
+0.000362,70
+0.000371,70
+0.000203,70
+0.000199,70
+0.000199,70
+0.000199,70
+0.000382,70
+0.000200,70
+0.000210,70
+0.000345,70
+0.000490,70
+0.000247,70
+0.000255,70
+0.000199,70
+0.000199,70
+0.000359,70
+0.000230,70
+0.000281,70
+0.000210,70
+0.000251,70
+0.000311,72
+0.000259,72
+0.000226,72
+0.000215,72
+0.000235,72
+0.000215,72
+0.000235,72
+0.000367,72
+0.000451,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000250,72
+0.000215,72
+0.000215,72
+0.000393,72
+0.000215,72
+0.000215,72
+0.000293,72
+0.000309,72
+0.000215,72
+0.000304,72
+0.000325,72
+0.000221,72
+0.000221,72
+0.000221,72
+0.000374,72
+0.000227,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000244,72
+0.000356,72
+0.000545,72
+0.000385,72
+0.000391,72
+0.000216,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000420,72
+0.000388,72
+0.000393,72
+0.000223,72
+0.000215,72
+0.000233,72
+0.000270,72
+0.000348,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000254,72
+0.000220,72
+0.000390,72
+0.000215,72
+0.000215,72
+0.000257,72
+0.000308,72
+0.000215,72
+0.000235,72
+0.000301,72
+0.000279,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000215,72
+0.000230,72
+0.000351,72
+0.000215,72
+0.000257,72
+0.000314,72
+0.000254,72
+0.000215,72
+0.000215,72
+0.000281,72
+0.000317,72
+0.000390,72
+0.000292,72
+0.000227,72
+0.000234,72
+0.000221,72
+0.000247,72
+0.000250,72
+0.000227,72
+0.000215,72
+0.000344,74
+0.000473,74
+0.000451,74
+0.000574,74
+0.000248,74
+0.000357,74
+0.000234,74
+0.000233,74
+0.000233,74
+0.000350,74
+0.000234,74
+0.000233,74
+0.000312,74
+0.000311,74
+0.000233,74
+0.000233,74
+0.000314,74
+0.000265,74
+0.000233,74
+0.000234,74
+0.000346,74
+0.000273,74
+0.000234,74
+0.000287,74
+0.000351,74
+0.000234,74
+0.000293,74
+0.000363,74
+0.000233,74
+0.000233,74
+0.000239,74
+0.000348,74
+0.000234,74
+0.000234,74
+0.000302,74
+0.000282,74
+0.000234,74
+0.000234,74
+0.000338,74
+0.000243,74
+0.000233,74
+0.000260,74
+0.000344,74
+0.000234,74
+0.000233,74
+0.000238,74
+0.000346,74
+0.000233,74
+0.000233,74
+0.000299,74
+0.000465,74
+0.000260,74
+0.000274,74
+0.000246,74
+0.000246,74
+0.000287,74
+0.000351,74
+0.000233,74
+0.000233,74
+0.000233,74
+0.000460,74
+0.000435,74
+0.000513,74
+0.000318,74
+0.000234,74
+0.000354,74
+0.000234,74
+0.000233,74
+0.000299,74
+0.000326,74
+0.000233,74
+0.000233,74
+0.000316,74
+0.000256,74
+0.000233,74
+0.000234,74
+0.000351,74
+0.000234,74
+0.000233,74
+0.000234,74
+0.000376,74
+0.000233,74
+0.000253,74
+0.000364,74
+0.000276,74
+0.000234,74
+0.000234,74
+0.000362,74
+0.000234,74
+0.000233,74
+0.000238,74
+0.000346,74
+0.000233,74
+0.000233,74
+0.000313,74
+0.000270,74
+0.000233,74
+0.000269,74
+0.000347,74
+0.000233,74
+0.000260,76
+0.000270,76
+0.000352,76
+0.000252,76
+0.000251,76
+0.000368,76
+0.000251,76
+0.000286,76
+0.000487,76
+0.000252,76
+0.000315,76
+0.000396,76
+0.000262,76
+0.000251,76
+0.000269,76
+0.000351,76
+0.000251,76
+0.000251,76
+0.000444,76
+0.000423,76
+0.000509,76
+0.000443,76
+0.000575,76
+0.000445,76
+0.000520,76
+0.000373,76
+0.000252,76
+0.000372,76
+0.000251,76
+0.000251,76
+0.000279,76
+0.000341,76
+0.000251,76
+0.000312,76
+0.000423,76
+0.000252,76
+0.000251,76
+0.000366,76
+0.000252,76
+0.000251,76
+0.000256,76
+0.000356,76
+0.000252,76
+0.000251,76
+0.000361,76
+0.000251,76
+0.000251,76
+0.000316,76
+0.000334,76
+0.000252,76
+0.000251,76
+0.000362,76
+0.000252,76
+0.000251,76
+0.000268,76
+0.000343,76
+0.000252,76
+0.000251,76
+0.000360,76
+0.000346,76
+0.000320,76
+0.000341,76
+0.000279,76
+0.000296,76
+0.000336,76
+0.000273,76
+0.000251,76
+0.000251,76
+0.000470,76
+0.000439,76
+0.000464,76
+0.000459,76
+0.000586,76
+0.000261,76
+0.000258,76
+0.000345,76
+0.000258,76
+0.000258,76
+0.000283,76
+0.000318,76
+0.000258,76
+0.000258,76
+0.000258,76
+0.000258,76
+0.000258,76
+0.000295,76
+0.000420,76
+0.000291,76
+0.000251,76
+0.000284,76
+0.000251,76
+0.000251,76
+0.000276,76
+0.000405,76
+0.000251,76
+0.000251,76
+0.000251,76
+0.000251,76
+0.000251,76
+0.000287,76
+0.000432,78
+0.000271,78
+0.000271,78
+0.000406,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000420,78
+0.000271,78
+0.000313,78
+0.000500,78
+0.000325,78
+0.000278,78
+0.000298,78
+0.000308,78
+0.000271,78
+0.000427,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000382,78
+0.000539,78
+0.000500,78
+0.000324,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000400,78
+0.000311,78
+0.000305,78
+0.000360,78
+0.000283,78
+0.000292,78
+0.000281,78
+0.000313,78
+0.000316,78
+0.000280,78
+0.000294,78
+0.000292,78
+0.000295,78
+0.000284,78
+0.000282,78
+0.000271,78
+0.000320,78
+0.000271,78
+0.000347,78
+0.000315,78
+0.000271,78
+0.000271,78
+0.000308,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000306,78
+0.000271,78
+0.000271,78
+0.000341,78
+0.000384,78
+0.000271,78
+0.000291,78
+0.000291,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000391,78
+0.000474,78
+0.000490,78
+0.000437,78
+0.000272,78
+0.000271,78
+0.000271,78
+0.000282,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000309,78
+0.000272,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000271,78
+0.000310,78
+0.000271,78
+0.000315,78
+0.000293,80
+0.000310,80
+0.000290,80
+0.000290,80
+0.000323,80
+0.000290,80
+0.000291,80
+0.000290,80
+0.000291,80
+0.000290,80
+0.000290,80
+0.000291,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000330,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000474,80
+0.000291,80
+0.000310,80
+0.000311,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000328,80
+0.000290,80
+0.000290,80
+0.000450,80
+0.000537,80
+0.000440,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000332,80
+0.000291,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000330,80
+0.000290,80
+0.000313,80
+0.000290,80
+0.000314,80
+0.000290,80
+0.000290,80
+0.000291,80
+0.000291,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000301,80
+0.000333,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000310,80
+0.000454,80
+0.000291,80
+0.000448,80
+0.000310,80
+0.000335,80
+0.000291,80
+0.000290,80
+0.000291,80
+0.000291,80
+0.000337,80
+0.000592,80
+0.000518,80
+0.000362,80
+0.000290,80
+0.000290,80
+0.000290,80
+0.000317,80
+0.000291,80
+0.000290,80
+0.000290,80
+0.000291,80
+0.000291,80
+0.000290,80
+0.000324,82
+0.000313,82
+0.000313,82
+0.000473,82
+0.000313,82
+0.000366,82
+0.000313,82
+0.000352,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000469,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000353,82
+0.000464,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000472,82
+0.000333,82
+0.000323,82
+0.000526,82
+0.000313,82
+0.000312,82
+0.000312,82
+0.000476,82
+0.000555,82
+0.000576,82
+0.000616,82
+0.000313,82
+0.000356,82
+0.000313,82
+0.000386,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000393,82
+0.000392,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000343,82
+0.000332,82
+0.000336,82
+0.000313,82
+0.000503,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000352,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000468,82
+0.000313,82
+0.000313,82
+0.000424,82
+0.000313,82
+0.000314,82
+0.000421,82
+0.000461,82
+0.000313,82
+0.000332,82
+0.000354,82
+0.000313,82
+0.000313,82
+0.000313,82
+0.000484,82
+0.000571,82
+0.000426,82
+0.000313,82
+0.000353,82
+0.000476,82
+0.000312,82
+0.000367,82
+0.000362,82
+0.000312,82
+0.000312,82
+0.000312,82
+0.000312,82
+0.000353,82
+0.000410,82
+0.000312,82
+0.000348,82
+0.000314,82
+0.000352,82
+0.000454,82
+0.000326,82
+0.000377,84
+0.000335,84
+0.000336,84
+0.000340,84
+0.000470,84
+0.000336,84
+0.000376,84
+0.000335,84
+0.000336,84
+0.000492,84
+0.000336,84
+0.000336,84
+0.000336,84
+0.000336,84
+0.000359,84
+0.000449,84
+0.000375,84
+0.000438,84
+0.000415,84
+0.000430,84
+0.000406,84
+0.000336,84
+0.000335,84
+0.000336,84
+0.000343,84
+0.000608,84
+0.000601,84
+0.000591,84
+0.000681,84
+0.000572,84
+0.000592,84
+0.000335,84
+0.000335,84
+0.000335,84
+0.000389,84
+0.000549,84
+0.000385,84
+0.000390,84
+0.000335,84
+0.000375,84
+0.000360,84
+0.000399,84
+0.000399,84
+0.000348,84
+0.000383,84
+0.000377,84
+0.000349,84
+0.000488,84
+0.000384,84
+0.000335,84
+0.000442,84
+0.000337,84
+0.000336,84
+0.000336,84
+0.000336,84
+0.000451,84
+0.000413,84
+0.000463,84
+0.000488,84
+0.000388,84
+0.000385,84
+0.000336,84
+0.000335,84
+0.000624,84
+0.000716,84
+0.000602,84
+0.000619,84
+0.000336,84
+0.000479,84
+0.000336,84
+0.000336,84
+0.000335,84
+0.000336,84
+0.000445,84
+0.000424,84
+0.000336,84
+0.000446,84
+0.000336,84
+0.000373,84
+0.000336,84
+0.000356,84
+0.000335,84
+0.000372,84
+0.000336,84
+0.000522,84
+0.000336,84
+0.000341,84
+0.000438,84
+0.000336,84
+0.000444,84
+0.000336,84
+0.000336,84
+0.000336,84
+0.000335,84
+0.000375,84
+0.000489,84
+0.000336,84
+0.000335,84
+0.000359,84
+0.000494,84
+0.000477,86
+0.000420,86
+0.000358,86
+0.000358,86
+0.000406,86
+0.000458,86
+0.000697,86
+0.000648,86
+0.000407,86
+0.000369,86
+0.000358,86
+0.000499,86
+0.000358,86
+0.000526,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000395,86
+0.000379,86
+0.000358,86
+0.000434,86
+0.000358,86
+0.000358,86
+0.000489,86
+0.000388,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000387,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000532,86
+0.000368,86
+0.000378,86
+0.000379,86
+0.000393,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000472,86
+0.000666,86
+0.000555,86
+0.000358,86
+0.000358,86
+0.000391,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000393,86
+0.000407,86
+0.000358,86
+0.000392,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000384,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000401,86
+0.000502,86
+0.000358,86
+0.000434,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000610,86
+0.000596,86
+0.000358,86
+0.000444,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000358,86
+0.000393,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000452,88
+0.000402,88
+0.000382,88
+0.000416,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000381,88
+0.000412,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000434,88
+0.000480,88
+0.000382,88
+0.000421,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000426,88
+0.000730,88
+0.000542,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000417,88
+0.000382,88
+0.000416,88
+0.000382,88
+0.000402,88
+0.000382,88
+0.000415,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000431,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000381,88
+0.000382,88
+0.000382,88
+0.000381,88
+0.000382,88
+0.000456,88
+0.000544,88
+0.000403,88
+0.000414,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000381,88
+0.000442,88
+0.000729,88
+0.000707,88
+0.000537,88
+0.000382,88
+0.000382,88
+0.000381,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000628,88
+0.000746,88
+0.000518,88
+0.000409,88
+0.000569,88
+0.000488,88
+0.000509,88
+0.000535,88
+0.000407,88
+0.000392,88
+0.000466,88
+0.000425,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000382,88
+0.000458,90
+0.000408,90
+0.000408,90
+0.000590,90
+0.000408,90
+0.000488,90
+0.000408,90
+0.000428,90
+0.000408,90
+0.000447,90
+0.000408,90
+0.000447,90
+0.000510,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000450,90
+0.000408,90
+0.000409,90
+0.000408,90
+0.000408,90
+0.000448,90
+0.000428,90
+0.000408,90
+0.000444,90
+0.000446,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000446,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000582,90
+0.000417,90
+0.000428,90
+0.000428,90
+0.000408,90
+0.000440,90
+0.000408,90
+0.000408,90
+0.000438,90
+0.000569,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000444,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000442,90
+0.000418,90
+0.000420,90
+0.000475,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000446,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000534,90
+0.000467,90
+0.000427,90
+0.000429,90
+0.000440,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000418,90
+0.000500,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000441,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000408,90
+0.000445,92
+0.000435,92
+0.000466,92
+0.000452,92
+0.000476,92
+0.000467,92
+0.000435,92
+0.000435,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000470,92
+0.000444,92
+0.000435,92
+0.000434,92
+0.000435,92
+0.000463,92
+0.000532,92
+0.000593,92
+0.000465,92
+0.000486,92
+0.000435,92
+0.000435,92
+0.000435,92
+0.000435,92
+0.000484,92
+0.000526,92
+0.000434,92
+0.000434,92
+0.000457,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000435,92
+0.000435,92
+0.000434,92
+0.000537,92
+0.000475,92
+0.000434,92
+0.000503,92
+0.000435,92
+0.000435,92
+0.000434,92
+0.000434,92
+0.000465,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000579,92
+0.000434,92
+0.000474,92
+0.000434,92
+0.000435,92
+0.000434,92
+0.000434,92
+0.000435,92
+0.000537,92
+0.000470,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000454,92
+0.000434,92
+0.000470,92
+0.000434,92
+0.000468,92
+0.000478,92
+0.000435,92
+0.000466,92
+0.000434,92
+0.000454,92
+0.000434,92
+0.000473,92
+0.000446,92
+0.000451,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000482,92
+0.000619,92
+0.000445,92
+0.000463,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000434,92
+0.000484,94
+0.000565,94
+0.000493,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000507,94
+0.000740,94
+0.000755,94
+0.000503,94
+0.000684,94
+0.000541,94
+0.000739,94
+0.000463,94
+0.000472,94
+0.000596,94
+0.000465,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000496,94
+0.000463,94
+0.000580,94
+0.000588,94
+0.000511,94
+0.000507,94
+0.000462,94
+0.000482,94
+0.000495,94
+0.000502,94
+0.000566,94
+0.000463,94
+0.000478,94
+0.000475,94
+0.000477,94
+0.000462,94
+0.000487,94
+0.000463,94
+0.000462,94
+0.000462,94
+0.000463,94
+0.000530,94
+0.000508,94
+0.000463,94
+0.000538,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000463,94
+0.000496,94
+0.000475,94
+0.000478,94
+0.000526,94
+0.000581,94
+0.000483,94
+0.000487,94
+0.000462,94
+0.000494,94
+0.000463,94
+0.000463,94
+0.000565,94
+0.000606,94
+0.000495,94
+0.000463,94
+0.000563,94
+0.000500,94
+0.000657,94
+0.000624,94
+0.000506,94
+0.000488,94
+0.000515,94
+0.000580,94
+0.000657,94
+0.000534,94
+0.000529,94
+0.000533,94
+0.000540,94
+0.000562,94
+0.000494,94
+0.000537,94
+0.000565,94
+0.000878,94
+0.000931,94
+0.000894,94
+0.000959,94
+0.000763,94
+0.000537,94
+0.000584,94
+0.000978,94
+0.001019,94
+0.001073,94
+0.000778,94
+0.000477,94
+0.000535,96
+0.000582,96
+0.000641,96
+0.000605,96
+0.000597,96
+0.000584,96
+0.000516,96
+0.000534,96
+0.000892,96
+0.000842,96
+0.000522,96
+0.000502,96
+0.000502,96
+0.000609,96
+0.000636,96
+0.000555,96
+0.000502,96
+0.000502,96
+0.000502,96
+0.000502,96
+0.000514,96
+0.000489,96
+0.000504,96
+0.000564,96
+0.000502,96
+0.000707,96
+0.000916,96
+0.000739,96
+0.000601,96
+0.000697,96
+0.000612,96
+0.000552,96
+0.000490,96
+0.000489,96
+0.000489,96
+0.000489,96
+0.000530,96
+0.000490,96
+0.000490,96
+0.000490,96
+0.000490,96
+0.000490,96
+0.000489,96
+0.000560,96
+0.000598,96
+0.000510,96
+0.000529,96
+0.000489,96
+0.000490,96
+0.000490,96
+0.000498,96
+0.000504,96
+0.000568,96
+0.000502,96
+0.000509,96
+0.000977,96
+0.000834,96
+0.000513,96
+0.000615,96
+0.000572,96
+0.000549,96
+0.000577,96
+0.000508,96
+0.000490,96
+0.000490,96
+0.000527,96
+0.000489,96
+0.000498,96
+0.000502,96
+0.000510,96
+0.000490,96
+0.000489,96
+0.000490,96
+0.000549,96
+0.000661,96
+0.000490,96
+0.000534,96
+0.000490,96
+0.000490,96
+0.000490,96
+0.000498,96
+0.000546,96
+0.000549,96
+0.000550,96
+0.000503,96
+0.000772,96
+0.000877,96
+0.000647,96
+0.000529,96
+0.001050,96
+0.000608,96
+0.000727,96
+0.000565,96
+0.000638,96
+0.000607,96
+0.000500,96
+0.000668,96
+0.000520,96
+0.000490,96
+0.000490,96
+0.000576,98
+0.000523,98
+0.000704,98
+0.000562,98
+0.000563,98
+0.000523,98
+0.000523,98
+0.000564,98
+0.000581,98
+0.000601,98
+0.000634,98
+0.000532,98
+0.000543,98
+0.000626,98
+0.000597,98
+0.000598,98
+0.000631,98
+0.000684,98
+0.000586,98
+0.000643,98
+0.000603,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000555,98
+0.000523,98
+0.000523,98
+0.000663,98
+0.000564,98
+0.000582,98
+0.000538,98
+0.000563,98
+0.000523,98
+0.000563,98
+0.000601,98
+0.000588,98
+0.000581,98
+0.000543,98
+0.000586,98
+0.000556,98
+0.000582,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000725,98
+0.000686,98
+0.000551,98
+0.000551,98
+0.000562,98
+0.000550,98
+0.000536,98
+0.000536,98
+0.000567,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000533,98
+0.000722,98
+0.000543,98
+0.000594,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000562,98
+0.000543,98
+0.000605,98
+0.000593,98
+0.000553,98
+0.000562,98
+0.000701,98
+0.000523,98
+0.000763,98
+0.000631,98
+0.000759,98
+0.000582,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000565,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000523,98
+0.000702,98
+0.000568,98
+0.000563,98
+0.000523,98
+0.000523,98
+0.000552,98
+0.000552,98
+0.000722,98
+0.000579,98
+0.000602,98
+0.000600,100
+0.000567,100
+0.000610,100
+0.000552,100
+0.000695,100
+0.000765,100
+0.000756,100
+0.000605,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000591,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000663,100
+0.000571,100
+0.000591,100
+0.000552,100
+0.000552,100
+0.000592,100
+0.000620,100
+0.000613,100
+0.000572,100
+0.000716,100
+0.000567,100
+0.000675,100
+0.000552,100
+0.000552,100
+0.000766,100
+0.000738,100
+0.000699,100
+0.000611,100
+0.000552,100
+0.000552,100
+0.000598,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000643,100
+0.000704,100
+0.000612,100
+0.000552,100
+0.000552,100
+0.000552,100
+0.000591,100
+0.000704,100
+0.000632,100
+0.000552,100
+0.000711,100
+0.000567,100
+0.000650,100
+0.000635,100
+0.000670,100
+0.001211,100
+0.000648,100
+0.000753,100
+0.000768,100
+0.000696,100
+0.000578,100
+0.000625,100
+0.000567,100
+0.000567,100
+0.000603,100
+0.000567,100
+0.000627,100
+0.000567,100
+0.000593,100
+0.000567,100
+0.000567,100
+0.000594,100
+0.000573,100
+0.000749,100
+0.000572,100
+0.000587,100
+0.000678,100
+0.000579,100
+0.000580,100
+0.000552,100
+0.000642,100
+0.000743,100
+0.000706,100
+0.000611,100
+0.000592,100
+0.000553,100
+0.000552,100
+0.000552,100
+0.000553,100
+0.000552,100
+0.000553,100
+0.000595,100
+0.000553,100
+0.000553,100
+0.000752,100
+0.000619,102
+0.000624,102
+0.000599,102
+0.000604,102
+0.000623,102
+0.000663,102
+0.000725,102
+0.000620,102
+0.000668,102
+0.000805,102
+0.000604,102
+0.000584,102
+0.000627,102
+0.000769,102
+0.000735,102
+0.000616,102
+0.000610,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000622,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000741,102
+0.000642,102
+0.000647,102
+0.000604,102
+0.000584,102
+0.000623,102
+0.000662,102
+0.000776,102
+0.000644,102
+0.000625,102
+0.000584,102
+0.000585,102
+0.000584,102
+0.000584,102
+0.000739,102
+0.000766,102
+0.000677,102
+0.000624,102
+0.000585,102
+0.000584,102
+0.000584,102
+0.000620,102
+0.000585,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000606,102
+0.000776,102
+0.000668,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000624,102
+0.000783,102
+0.000739,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000660,102
+0.000688,102
+0.000643,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000618,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000584,102
+0.000674,102
+0.000626,102
+0.000731,102
+0.000665,102
+0.000584,102
+0.000623,102
+0.000663,102
+0.000700,102
+0.000696,102
+0.000584,102
+0.000584,102
+0.000585,102
+0.000595,102
+0.000630,102
+0.000584,102
+0.000623,102
+0.000604,102
+0.000623,102
+0.000585,102
+0.000584,102
+0.000627,102
+0.000584,102
+0.000631,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000663,104
+0.000839,104
+0.000650,104
+0.000641,104
+0.000617,104
+0.000617,104
+0.000691,104
+0.000753,104
+0.000980,104
+0.000890,104
+0.000617,104
+0.000650,104
+0.000626,104
+0.000617,104
+0.001098,104
+0.000670,104
+0.000933,104
+0.000782,104
+0.000709,104
+0.000728,104
+0.000733,104
+0.000617,104
+0.000644,104
+0.000617,104
+0.000784,104
+0.000660,104
+0.000646,104
+0.000617,104
+0.000648,104
+0.000784,104
+0.000789,104
+0.000865,104
+0.000654,104
+0.000633,104
+0.000655,104
+0.000617,104
+0.000618,104
+0.000638,104
+0.000656,104
+0.000617,104
+0.000698,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000653,104
+0.000617,104
+0.000617,104
+0.000808,104
+0.000636,104
+0.000657,104
+0.000654,104
+0.000617,104
+0.000794,104
+0.000804,104
+0.000651,104
+0.000640,104
+0.000643,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000656,104
+0.000681,104
+0.000656,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000642,104
+0.000617,104
+0.000617,104
+0.000680,104
+0.000785,104
+0.000661,104
+0.000648,104
+0.000617,104
+0.000656,104
+0.000754,104
+0.000617,104
+0.000617,104
+0.000644,104
+0.000617,104
+0.000633,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000685,104
+0.000637,104
+0.000656,104
+0.000617,104
+0.000617,104
+0.000617,104
+0.000630,104
+0.000679,106
+0.000652,106
+0.000652,106
+0.000651,106
+0.000836,106
+0.000702,106
+0.000674,106
+0.000691,106
+0.000803,106
+0.000652,106
+0.000652,106
+0.000696,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000681,106
+0.000691,106
+0.000671,106
+0.000690,106
+0.000651,106
+0.000653,106
+0.000679,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000744,106
+0.000651,106
+0.000652,106
+0.000651,106
+0.000652,106
+0.000652,106
+0.000656,106
+0.000654,106
+0.000652,106
+0.000651,106
+0.000652,106
+0.000652,106
+0.000654,106
+0.000652,106
+0.000691,106
+0.000652,106
+0.000691,106
+0.000651,106
+0.000656,106
+0.000652,106
+0.000651,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000654,106
+0.000711,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000656,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000656,106
+0.000654,106
+0.000652,106
+0.000652,106
+0.001086,106
+0.000704,106
+0.000987,106
+0.000778,106
+0.000766,106
+0.000692,106
+0.000831,106
+0.000699,106
+0.000692,106
+0.000752,106
+0.000652,106
+0.000651,106
+0.000652,106
+0.000652,106
+0.000685,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000652,106
+0.000690,106
+0.000652,106
+0.000652,106
+0.000651,106
+0.000691,106
+0.000652,106
+0.000696,106
+0.000652,106
+0.000652,106
+0.000651,106
+0.000652,106
+0.000652,106
+0.000730,108
+0.000690,108
+0.000752,108
+0.000689,108
+0.000689,108
+0.000726,108
+0.000690,108
+0.000689,108
+0.000690,108
+0.000690,108
+0.000769,108
+0.000729,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000728,108
+0.000711,108
+0.000728,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000694,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000753,108
+0.000709,108
+0.000715,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000696,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000700,108
+0.000721,108
+0.000728,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000694,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000752,108
+0.000692,108
+0.000690,108
+0.000690,108
+0.000689,108
+0.000690,108
+0.000689,108
+0.000694,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000690,108
+0.000689,108
+0.000731,108
+0.000690,108
+0.000729,108
+0.000690,108
+0.000690,108
+0.000694,108
+0.000689,108
+0.000689,108
+0.000690,108
+0.000689,108
+0.000690,108
+0.000711,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000693,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000691,108
+0.000721,108
+0.000698,108
+0.000728,108
+0.000689,108
+0.000694,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000689,108
+0.000691,108
+0.000689,108
+0.000689,108
+0.000739,110
+0.000726,110
+0.000726,110
+0.000731,110
+0.000726,110
+0.000785,110
+0.000726,110
+0.000726,110
+0.000729,110
+0.000727,110
+0.000726,110
+0.000765,110
+0.000726,110
+0.000767,110
+0.000882,110
+0.000767,110
+0.000752,110
+0.000763,110
+0.000796,110
+0.000783,110
+0.000819,110
+0.000881,110
+0.000726,110
+0.000726,110
+0.000764,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000761,110
+0.000780,110
+0.000726,110
+0.000748,110
+0.000757,110
+0.000757,110
+0.000772,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000764,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000772,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000729,110
+0.000788,110
+0.000890,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000769,110
+0.000754,110
+0.000767,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000749,110
+0.000726,110
+0.000728,110
+0.000737,110
+0.000922,110
+0.000800,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000749,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000766,110
+0.000746,110
+0.000765,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000763,110
+0.000729,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000765,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000749,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000726,110
+0.000751,110
+0.000817,112
+0.000763,112
+0.000803,112
+0.000764,112
+0.000766,112
+0.000763,112
+0.000764,112
+0.000763,112
+0.000763,112
+0.000809,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000765,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000768,112
+0.000763,112
+0.000802,112
+0.000802,112
+0.000763,112
+0.000766,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000767,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000767,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000767,112
+0.000763,112
+0.000802,112
+0.000763,112
+0.000895,112
+0.000818,112
+0.000801,112
+0.000821,112
+0.000797,112
+0.000868,112
+0.000816,112
+0.000763,112
+0.000783,112
+0.000763,112
+0.000763,112
+0.000786,112
+0.000764,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000788,112
+0.000764,112
+0.000763,112
+0.000802,112
+0.000763,112
+0.000825,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000857,112
+0.000764,112
+0.000764,112
+0.000763,112
+0.000763,112
+0.000788,112
+0.000764,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000801,112
+0.000822,112
+0.000946,112
+0.000824,112
+0.000814,112
+0.000841,112
+0.000804,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000800,112
+0.000763,112
+0.000763,112
+0.000837,112
+0.000916,112
+0.000820,112
+0.000763,112
+0.000763,112
+0.000763,112
+0.000827,114
+0.000849,114
+0.000812,114
+0.000811,114
+0.000812,114
+0.000811,114
+0.000885,114
+0.000831,114
+0.000851,114
+0.000812,114
+0.000812,114
+0.000850,114
+0.000812,114
+0.000812,114
+0.000812,114
+0.000812,114
+0.000836,114
+0.000812,114
+0.000812,114
+0.000812,114
+0.000812,114
+0.000847,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000874,114
+0.000811,114
+0.000851,114
+0.000812,114
+0.000839,114
+0.000811,114
+0.000812,114
+0.000811,114
+0.000811,114
+0.000834,114
+0.000812,114
+0.000811,114
+0.000811,114
+0.000862,114
+0.000836,114
+0.000812,114
+0.000812,114
+0.000812,114
+0.000812,114
+0.000839,114
+0.000812,114
+0.000851,114
+0.000851,114
+0.000812,114
+0.000837,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000839,114
+0.000812,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000816,114
+0.000812,114
+0.000812,114
+0.000811,114
+0.000864,114
+0.000812,114
+0.000812,114
+0.000850,114
+0.000812,114
+0.000858,114
+0.000978,114
+0.000837,114
+0.000856,114
+0.000860,114
+0.000867,114
+0.000872,114
+0.000832,114
+0.000812,114
+0.000812,114
+0.000847,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000835,114
+0.000811,114
+0.000812,114
+0.000811,114
+0.000851,114
+0.000876,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000845,114
+0.000814,114
+0.000811,114
+0.000811,114
+0.000811,114
+0.000816,114
+0.000811,114
+0.000870,116
+0.000850,116
+0.000850,116
+0.000932,116
+0.000851,116
+0.000850,116
+0.000850,116
+0.000925,116
+0.000890,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000852,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000854,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000931,116
+0.000851,116
+0.000851,116
+0.000850,116
+0.000850,116
+0.000920,116
+0.000850,116
+0.000889,116
+0.000850,116
+0.000850,116
+0.000873,116
+0.000851,116
+0.000850,116
+0.000851,116
+0.000855,116
+0.000851,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000853,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000855,116
+0.000890,116
+0.000889,116
+0.000850,116
+0.000852,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000854,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000852,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000855,116
+0.000850,116
+0.000890,116
+0.000850,116
+0.000889,116
+0.000853,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000856,116
+0.000851,116
+0.000850,116
+0.000865,116
+0.000855,116
+0.000851,116
+0.000850,116
+0.000851,116
+0.000850,116
+0.000857,116
+0.000850,116
+0.000870,116
+0.000875,116
+0.000889,116
+0.000852,116
+0.000897,116
+0.000883,116
+0.000907,116
+0.000925,116
+0.000870,116
+0.000907,116
+0.000859,116
+0.000850,116
+0.000873,116
+0.000850,116
+0.000850,116
+0.000850,116
+0.000932,118
+0.000889,118
+0.000890,118
+0.000928,118
+0.000889,118
+0.000951,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000925,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000891,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000919,118
+0.000971,118
+0.000889,118
+0.000889,118
+0.000950,118
+0.000928,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000894,118
+0.000889,118
+0.000890,118
+0.000889,118
+0.000891,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000894,118
+0.000889,118
+0.000890,118
+0.000889,118
+0.000951,118
+0.000889,118
+0.000929,118
+0.000889,118
+0.000889,118
+0.000893,118
+0.000889,118
+0.000913,118
+0.000889,118
+0.000897,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000897,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000895,118
+0.000928,118
+0.000889,118
+0.000928,118
+0.000895,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000895,118
+0.000889,118
+0.000889,118
+0.000906,118
+0.000898,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000900,118
+0.000889,118
+0.000928,118
+0.000928,118
+0.000891,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000893,118
+0.000889,118
+0.000888,118
+0.000889,118
+0.000891,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000889,118
+0.000894,118
+0.000889,118
+0.000933,118
+0.000889,118
+0.000930,118
+0.000889,118
+0.000995,120
+0.000992,120
+0.001008,120
+0.000973,120
+0.000965,120
+0.001004,120
+0.000957,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000964,120
+0.000935,120
+0.000937,120
+0.000974,120
+0.001011,120
+0.000935,120
+0.000937,120
+0.000935,120
+0.000958,120
+0.000935,120
+0.000936,120
+0.000935,120
+0.000940,120
+0.000936,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000973,120
+0.001014,120
+0.000936,120
+0.000975,120
+0.000969,120
+0.000974,120
+0.000936,120
+0.000935,120
+0.000969,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000940,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000958,120
+0.000935,120
+0.000935,120
+0.000965,120
+0.000935,120
+0.001004,120
+0.000975,120
+0.000935,120
+0.000935,120
+0.000997,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000941,120
+0.000935,120
+0.000937,120
+0.000935,120
+0.000937,120
+0.000935,120
+0.000937,120
+0.000935,120
+0.000935,120
+0.000937,120
+0.000974,120
+0.000974,120
+0.000935,120
+0.000940,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000937,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000940,120
+0.000935,120
+0.000935,120
+0.000935,120
+0.000934,120
+0.000937,120
+0.000974,120
+0.000935,120
+0.000974,120
+0.000940,120
+0.000935,120
+0.000961,120
+0.000936,120
+0.000941,120
+0.000938,120
+0.000935,120
+0.000938,120
+0.000941,120
+0.000936,120
+0.000936,120
+0.000995,120
+0.000941,120
+0.001005,122
+0.000983,122
+0.001022,122
+0.001049,122
+0.000983,122
+0.000983,122
+0.001040,122
+0.001136,122
+0.001051,122
+0.001031,122
+0.001070,122
+0.001012,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.001006,122
+0.000983,122
+0.000984,122
+0.001022,122
+0.001019,122
+0.001012,122
+0.000983,122
+0.000983,122
+0.001006,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000988,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.001006,122
+0.001090,122
+0.001003,122
+0.000983,122
+0.001051,122
+0.001022,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000988,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.001027,122
+0.001022,122
+0.000983,122
+0.000987,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000987,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.000983,122
+0.001022,122
+0.001022,122
+0.000988,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000990,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.001009,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000986,122
+0.001022,122
+0.000983,122
+0.001022,122
+0.000989,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.000985,122
+0.000983,122
+0.000983,122
+0.000983,122
+0.001059,124
+0.001033,124
+0.001073,124
+0.001073,124
+0.001036,124
+0.001033,124
+0.001033,124
+0.001158,124
+0.001078,124
+0.001099,124
+0.001071,124
+0.001124,124
+0.001057,124
+0.001033,124
+0.001033,124
+0.001057,124
+0.001034,124
+0.001034,124
+0.001072,124
+0.001098,124
+0.001034,124
+0.001034,124
+0.001057,124
+0.001034,124
+0.001034,124
+0.001034,124
+0.001038,124
+0.001034,124
+0.001034,124
+0.001034,124
+0.001068,124
+0.001092,124
+0.001033,124
+0.001033,124
+0.001109,124
+0.001073,124
+0.001033,124
+0.001033,124
+0.001036,124
+0.001033,124
+0.001033,124
+0.001033,124
+0.001038,124
+0.001033,124
+0.001033,124
+0.001036,124
+0.001034,124
+0.001033,124
+0.001033,124
+0.001038,124
+0.001072,124
+0.001072,124
+0.001034,124
+0.001036,124
+0.001034,124
+0.001034,124
+0.001034,124
+0.001038,124
+0.001034,124
+0.001034,124
+0.001034,124
+0.001036,124
+0.001033,124
+0.001034,124
+0.001034,124
+0.001038,124
+0.001073,124
+0.001073,124
+0.001036,124
+0.001034,124
+0.001034,124
+0.001034,124
+0.001061,124
+0.001033,124
+0.001033,124
+0.001033,124
+0.001036,124
+0.001033,124
+0.001033,124
+0.001033,124
+0.001059,124
+0.001033,124
+0.001073,124
+0.001072,124
+0.001067,124
+0.001033,124
+0.001033,124
+0.001033,124
+0.001038,124
+0.001033,124
+0.001033,124
+0.001036,124
+0.001033,124
+0.001033,124
+0.001033,124
+0.001038,124
+0.001033,124
+0.001033,124
+0.001073,124
+0.001075,124
+0.001105,126
+0.001084,126
+0.001175,126
+0.001258,126
+0.001130,126
+0.001150,126
+0.001208,126
+0.001215,126
+0.001107,126
+0.001083,126
+0.001121,126
+0.001168,126
+0.001122,126
+0.001185,126
+0.001123,126
+0.001111,126
+0.001149,126
+0.001120,126
+0.001168,126
+0.001139,126
+0.001147,126
+0.001169,126
+0.001084,126
+0.001149,126
+0.001201,126
+0.001249,126
+0.001189,126
+0.001217,126
+0.001123,126
+0.001168,126
+0.001228,126
+0.001204,126
+0.001151,126
+0.001149,126
+0.001206,126
+0.001173,126
+0.001381,126
+0.001185,126
+0.001208,126
+0.001172,126
+0.001250,126
+0.001249,126
+0.001187,126
+0.001148,126
+0.001207,126
+0.001239,126
+0.001200,126
+0.001223,126
+0.001148,126
+0.001199,126
+0.001234,126
+0.001242,126
+0.001171,126
+0.001173,126
+0.001230,126
+0.001272,126
+0.001191,126
+0.001209,126
+0.001169,126
+0.001210,126
+0.001245,126
+0.001253,126
+0.001148,126
+0.001197,126
+0.001235,126
+0.001149,126
+0.001150,126
+0.001207,126
+0.001209,126
+0.001245,126
+0.001266,126
+0.001189,126
+0.001210,126
+0.001300,126
+0.001375,126
+0.001252,126
+0.001221,126
+0.001355,126
+0.001453,126
+0.001288,126
+0.001281,126
+0.001253,126
+0.001228,126
+0.001283,126
+0.001296,126
+0.001215,126
+0.001245,126
+0.001442,126
+0.001202,126
+0.001205,126
+0.001170,126
+0.001228,126
+0.001194,126
+0.001167,126
+0.001169,126
+0.001238,126
+0.001135,126
+0.001112,126
+0.001131,126
+0.001218,126
+0.001382,128
+0.001331,128
+0.001270,128
+0.001313,128
+0.001256,128
+0.001326,128
+0.001293,128
+0.001140,128
+0.001395,128
+0.001199,128
+0.001249,128
+0.001276,128
+0.001238,128
+0.001316,128
+0.001350,128
+0.001339,128
+0.001203,128
+0.001262,128
+0.001302,128
+0.001210,128
+0.001162,128
+0.001297,128
+0.001271,128
+0.001223,128
+0.001257,128
+0.001159,128
+0.001138,128
+0.001228,128
+0.001189,128
+0.001330,128
+0.001185,128
+0.001196,128
+0.001140,128
+0.001139,128
+0.001293,128
+0.001178,128
+0.001178,128
+0.001178,128
+0.001139,128
+0.001138,128
+0.001139,128
+0.001262,128
+0.001179,128
+0.001139,128
+0.001172,128
+0.001140,128
+0.001139,128
+0.001139,128
+0.001178,128
+0.001179,128
+0.001158,128
+0.001211,128
+0.001139,128
+0.001139,128
+0.001139,128
+0.001175,128
+0.001139,128
+0.001140,128
+0.001161,128
+0.001139,128
+0.001139,128
+0.001138,128
+0.001183,128
+0.001139,128
+0.001178,128
+0.001173,128
+0.001139,128
+0.001240,128
+0.001419,128
+0.001814,128
+0.001751,128
+0.001291,128
+0.001630,128
+0.001826,128
+0.001257,128
+0.001138,128
+0.001217,128
+0.001177,128
+0.001138,128
+0.001137,128
+0.001177,128
+0.001278,128
+0.001591,128
+0.001900,128
+0.001170,128
+0.001295,128
+0.001161,128
+0.001207,128
+0.001140,128
+0.001270,128
+0.001356,128
+0.001140,128
+0.001186,128
+0.001140,128
+0.001188,128
+0.001189,128
+0.001161,128
+0.001139,128
+0.001160,128
+0.001239,128
+0.001271,130
+0.001282,130
+0.001341,130
+0.001218,130
+0.001237,130
+0.001244,130
+0.001288,130
+0.001208,130
+0.001301,130
+0.001274,130
+0.001237,130
+0.001239,130
+0.001224,130
+0.001258,130
+0.001198,130
+0.001244,130
+0.001263,130
+0.001237,130
+0.001243,130
+0.001323,130
+0.001227,130
+0.001264,130
+0.001210,130
+0.001232,130
+0.001414,130
+0.001217,130
+0.001218,130
+0.001241,130
+0.001198,130
+0.001239,130
+0.001235,130
+0.001243,130
+0.001323,130
+0.001197,130
+0.001231,130
+0.001198,130
+0.001264,130
+0.001457,130
+0.001198,130
+0.001198,130
+0.001387,130
+0.001198,130
+0.001232,130
+0.001277,130
+0.001321,130
+0.001276,130
+0.001322,130
+0.001198,130
+0.001198,130
+0.001263,130
+0.001405,130
+0.001230,130
+0.001230,130
+0.001298,130
+0.001347,130
+0.001305,130
+0.001444,130
+0.001218,130
+0.001217,130
+0.001365,130
+0.001294,130
+0.001370,130
+0.001236,130
+0.001350,130
+0.001473,130
+0.001258,130
+0.001375,130
+0.001332,130
+0.001422,130
+0.001261,130
+0.001310,130
+0.001338,130
+0.001298,130
+0.001352,130
+0.001393,130
+0.001251,130
+0.001344,130
+0.001407,130
+0.001295,130
+0.001275,130
+0.001400,130
+0.001198,130
+0.001439,130
+0.001305,130
+0.001198,130
+0.001288,130
+0.001342,130
+0.001197,130
+0.001290,130
+0.001473,130
+0.001198,130
+0.001307,130
+0.001305,130
+0.001238,130
+0.001395,130
+0.001226,130
+0.001198,130
+0.001313,130
+0.001309,130
+0.001307,130
+0.001281,132
+0.001541,132
+0.001270,132
+0.001248,132
+0.001384,132
+0.001249,132
+0.001442,132
+0.001331,132
+0.001250,132
+0.001361,132
+0.001277,132
+0.001374,132
+0.001268,132
+0.001442,132
+0.001249,132
+0.001249,132
+0.001248,132
+0.001292,132
+0.001249,132
+0.001328,132
+0.001322,132
+0.001249,132
+0.001248,132
+0.001282,132
+0.001376,132
+0.001268,132
+0.001433,132
+0.001352,132
+0.001316,132
+0.001407,132
+0.001313,132
+0.001351,132
+0.001462,132
+0.001270,132
+0.001269,132
+0.001285,132
+0.001357,132
+0.001288,132
+0.001282,132
+0.001390,132
+0.001249,132
+0.001288,132
+0.001248,132
+0.001332,132
+0.001302,132
+0.001329,132
+0.001249,132
+0.001287,132
+0.001249,132
+0.001353,132
+0.001323,132
+0.001249,132
+0.001250,132
+0.001285,132
+0.001249,132
+0.001249,132
+0.001282,132
+0.001268,132
+0.001332,132
+0.001249,132
+0.001284,132
+0.001248,132
+0.001249,132
+0.001282,132
+0.001249,132
+0.001250,132
+0.001276,132
+0.001249,132
+0.001249,132
+0.001272,132
+0.001268,132
+0.001288,132
+0.001274,132
+0.001249,132
+0.001249,132
+0.001271,132
+0.001249,132
+0.001248,132
+0.001249,132
+0.001254,132
+0.001248,132
+0.001249,132
+0.001272,132
+0.001249,132
+0.001268,132
+0.001338,132
+0.001249,132
+0.001248,132
+0.001272,132
+0.001249,132
+0.001249,132
+0.001254,132
+0.001249,132
+0.001249,132
+0.001251,132
+0.001249,132
+0.001249,132
+0.001268,132
+0.001313,132
+0.001249,132
+0.001338,134
+0.001311,134
+0.001308,134
+0.001308,134
+0.001524,134
+0.001376,134
+0.001356,134
+0.001469,134
+0.001308,134
+0.001395,134
+0.001349,134
+0.001330,134
+0.001510,134
+0.001382,134
+0.001308,134
+0.001352,134
+0.001347,134
+0.001410,134
+0.001334,134
+0.001391,134
+0.001308,134
+0.001364,134
+0.001347,134
+0.001308,134
+0.001433,134
+0.001308,134
+0.001411,134
+0.001380,134
+0.001308,134
+0.001411,134
+0.001345,134
+0.001361,134
+0.001307,134
+0.001344,134
+0.001372,134
+0.001346,134
+0.001334,134
+0.001307,134
+0.001413,134
+0.001371,134
+0.001308,134
+0.001404,134
+0.001348,134
+0.001328,134
+0.001308,134
+0.001344,134
+0.001359,134
+0.001355,134
+0.001334,134
+0.001307,134
+0.001307,134
+0.001416,134
+0.001328,134
+0.001409,134
+0.001343,134
+0.001365,134
+0.001308,134
+0.001346,134
+0.001327,134
+0.001388,134
+0.001335,134
+0.001308,134
+0.001308,134
+0.001449,134
+0.001348,134
+0.001340,134
+0.001449,134
+0.001307,134
+0.001322,134
+0.001437,134
+0.001322,134
+0.001406,134
+0.001347,134
+0.001307,134
+0.001464,134
+0.001407,134
+0.001348,134
+0.001368,134
+0.001487,134
+0.001438,134
+0.001416,134
+0.001460,134
+0.001642,134
+0.001396,134
+0.001350,134
+0.001414,134
+0.001494,134
+0.001531,134
+0.001366,134
+0.001430,134
+0.001381,134
+0.001490,134
+0.001450,134
+0.001369,134
+0.001503,134
+0.001601,134
+0.001517,134
+0.001411,134
+0.001652,134
+0.001479,134
+0.001538,136
+0.001451,136
+0.001496,136
+0.001529,136
+0.001574,136
+0.001464,136
+0.001494,136
+0.001499,136
+0.001571,136
+0.001559,136
+0.001518,136
+0.001445,136
+0.001431,136
+0.001540,136
+0.001456,136
+0.001468,136
+0.001405,136
+0.001430,136
+0.001429,136
+0.001392,136
+0.001369,136
+0.001417,136
+0.001369,136
+0.001514,136
+0.001561,136
+0.001406,136
+0.001490,136
+0.001528,136
+0.001512,136
+0.001735,136
+0.001451,136
+0.001446,136
+0.001588,136
+0.001405,136
+0.001478,136
+0.001445,136
+0.001426,136
+0.001501,136
+0.001555,136
+0.001631,136
+0.001559,136
+0.001444,136
+0.001439,136
+0.001472,136
+0.001405,136
+0.002002,136
+0.001684,136
+0.001495,136
+0.001602,136
+0.001464,136
+0.001550,136
+0.001497,136
+0.001465,136
+0.001462,136
+0.001777,136
+0.002520,136
+0.002108,136
+0.001403,136
+0.001556,136
+0.001532,136
+0.001485,136
+0.001530,136
+0.001473,136
+0.001464,136
+0.001452,136
+0.001369,136
+0.002016,136
+0.001433,136
+0.001533,136
+0.001503,136
+0.001523,136
+0.001506,136
+0.001492,136
+0.001368,136
+0.001444,136
+0.001471,136
+0.001368,136
+0.001980,136
+0.001405,136
+0.001533,136
+0.001496,136
+0.001527,136
+0.001513,136
+0.001481,136
+0.001369,136
+0.001475,136
+0.001472,136
+0.001369,136
+0.002042,136
+0.001405,136
+0.001531,136
+0.001522,136
+0.001476,136
+0.001575,136
+0.001431,136
+0.001369,136
+0.001482,136
+0.001431,136
+0.001368,136
+0.002021,136
+0.001514,138
+0.001650,138
+0.001551,138
+0.001637,138
+0.001606,138
+0.001429,138
+0.001473,138
+0.001531,138
+0.001468,138
+0.001802,138
+0.001543,138
+0.001567,138
+0.001600,138
+0.001570,138
+0.001761,138
+0.001498,138
+0.001508,138
+0.001505,138
+0.001777,138
+0.002262,138
+0.001464,138
+0.001616,138
+0.001670,138
+0.001590,138
+0.001705,138
+0.001457,138
+0.001458,138
+0.001426,138
+0.001721,138
+0.001468,138
+0.001848,138
+0.001652,138
+0.001651,138
+0.001635,138
+0.001545,138
+0.001519,138
+0.001486,138
+0.001428,138
+0.001640,138
+0.001514,138
+0.001677,138
+0.001697,138
+0.001626,138
+0.001468,138
+0.001502,138
+0.001592,138
+0.001525,138
+0.001428,138
+0.001428,138
+0.001586,138
+0.001448,138
+0.001775,138
+0.001582,138
+0.001572,138
+0.001489,138
+0.001526,138
+0.001542,138
+0.001500,138
+0.001429,138
+0.001462,138
+0.001708,138
+0.001428,138
+0.001802,138
+0.001744,138
+0.001468,138
+0.001454,138
+0.001551,138
+0.001566,138
+0.001428,138
+0.001448,138
+0.001684,138
+0.001488,138
+0.001535,138
+0.001780,138
+0.001649,138
+0.001484,138
+0.001455,138
+0.001677,138
+0.001542,138
+0.001429,138
+0.001722,138
+0.001618,138
+0.001505,138
+0.001809,138
+0.001637,138
+0.001648,138
+0.001510,138
+0.001488,138
+0.001589,138
+0.001429,138
+0.001472,138
+0.001452,138
+0.001738,138
+0.001428,138
+0.001784,138
+0.001685,138
+0.001426,138
+0.001426,138
+0.001519,138
+0.001512,138
+0.001563,140
+0.001492,140
+0.001726,140
+0.001577,140
+0.001791,140
+0.001657,140
+0.001654,140
+0.001508,140
+0.001534,140
+0.001586,140
+0.001572,140
+0.001492,140
+0.001492,140
+0.001694,140
+0.001491,140
+0.001866,140
+0.001774,140
+0.001491,140
+0.001550,140
+0.001545,140
+0.001579,140
+0.001511,140
+0.001491,140
+0.001779,140
+0.001515,140
+0.001853,140
+0.001671,140
+0.001677,140
+0.001491,140
+0.001491,140
+0.001635,140
+0.001491,140
+0.001491,140
+0.001702,140
+0.001624,140
+0.001690,140
+0.001754,140
+0.001662,140
+0.001551,140
+0.001553,140
+0.001698,140
+0.001552,140
+0.001530,140
+0.001492,140
+0.001767,140
+0.001529,140
+0.001832,140
+0.001804,140
+0.001491,140
+0.001536,140
+0.001573,140
+0.001594,140
+0.001522,140
+0.001492,140
+0.001757,140
+0.001588,140
+0.001795,140
+0.001798,140
+0.001491,140
+0.001553,140
+0.001522,140
+0.001627,140
+0.001520,140
+0.001492,140
+0.001721,140
+0.001573,140
+0.001679,140
+0.001630,140
+0.001491,140
+0.001491,140
+0.001515,140
+0.001663,140
+0.001605,140
+0.001488,140
+0.001488,140
+0.001664,140
+0.001777,140
+0.001624,140
+0.001492,140
+0.001653,140
+0.001681,140
+0.001615,140
+0.001893,140
+0.001503,140
+0.001758,140
+0.001751,140
+0.001726,140
+0.001625,140
+0.001786,140
+0.001747,140
+0.001649,140
+0.001676,140
+0.001830,140
+0.001711,140
+0.001648,140
+0.001767,140
+0.001934,140
+0.002862,140
+0.002059,140
+0.001580,140
+0.001746,142
+0.001996,142
+0.001840,142
+0.001968,142
+0.002185,142
+0.002980,142
+0.001803,142
+0.001790,142
+0.001804,142
+0.001690,142
+0.001770,142
+0.001839,142
+0.001808,142
+0.002382,142
+0.002844,142
+0.001718,142
+0.001732,142
+0.001741,142
+0.001729,142
+0.001723,142
+0.001685,142
+0.001658,142
+0.002594,142
+0.002747,142
+0.001830,142
+0.001847,142
+0.001883,142
+0.001670,142
+0.001867,142
+0.001723,142
+0.002894,142
+0.002569,142
+0.001765,142
+0.001787,142
+0.001901,142
+0.001879,142
+0.002013,142
+0.001895,142
+0.001922,142
+0.002034,142
+0.001923,142
+0.001942,142
+0.001998,142
+0.002005,142
+0.002019,142
+0.001986,142
+0.001897,142
+0.001892,142
+0.001736,142
+0.001796,142
+0.001669,142
+0.001709,142
+0.001752,142
+0.001864,142
+0.001761,142
+0.002032,142
+0.001679,142
+0.001722,142
+0.001687,142
+0.001759,142
+0.001791,142
+0.001981,142
+0.002008,142
+0.002015,142
+0.002084,142
+0.002184,142
+0.002038,142
+0.002001,142
+0.002046,142
+0.002055,142
+0.002038,142
+0.001952,142
+0.001788,142
+0.002505,142
+0.001885,142
+0.001688,142
+0.001738,142
+0.001726,142
+0.001853,142
+0.001762,142
+0.001856,142
+0.001809,142
+0.002486,142
+0.001766,142
+0.001758,142
+0.001725,142
+0.001789,142
+0.001824,142
+0.001703,142
+0.001824,142
+0.001721,142
+0.002387,142
+0.001682,142
+0.001762,142
+0.001794,142
+0.001795,142
+0.001745,142
+0.001700,142
+0.001879,142
+0.001720,142
+0.001862,144
+0.001783,144
+0.001818,144
+0.001788,144
+0.001835,144
+0.001743,144
+0.001714,144
+0.001984,144
+0.001873,144
+0.002296,144
+0.001929,144
+0.001804,144
+0.001860,144
+0.001873,144
+0.002026,144
+0.001922,144
+0.001990,144
+0.001850,144
+0.001841,144
+0.001818,144
+0.001828,144
+0.001869,144
+0.001881,144
+0.001881,144
+0.001819,144
+0.001855,144
+0.001772,144
+0.001820,144
+0.001894,144
+0.001840,144
+0.001848,144
+0.001992,144
+0.001875,144
+0.001749,144
+0.001878,144
+0.001840,144
+0.001868,144
+0.001814,144
+0.001870,144
+0.001820,144
+0.001867,144
+0.001851,144
+0.001843,144
+0.001905,144
+0.001859,144
+0.001851,144
+0.001825,144
+0.001843,144
+0.001842,144
+0.001934,144
+0.001805,144
+0.001837,144
+0.001922,144
+0.001871,144
+0.001777,144
+0.001845,144
+0.001885,144
+0.001735,144
+0.001769,144
+0.001764,144
+0.001813,144
+0.001879,144
+0.001738,144
+0.001768,144
+0.001809,144
+0.001720,144
+0.001778,144
+0.001797,144
+0.001730,144
+0.001760,144
+0.001766,144
+0.001806,144
+0.001822,144
+0.001879,144
+0.001857,144
+0.001858,144
+0.001913,144
+0.002014,144
+0.001948,144
+0.001844,144
+0.001948,144
+0.001865,144
+0.001881,144
+0.001819,144
+0.001908,144
+0.001920,144
+0.002060,144
+0.001885,144
+0.002011,144
+0.001915,144
+0.001939,144
+0.001870,144
+0.001824,144
+0.001755,144
+0.001816,144
+0.001959,144
+0.001760,144
+0.001881,144
+0.001774,144
+0.001748,144
+0.001905,146
+0.001885,146
+0.001791,146
+0.001961,146
+0.001898,146
+0.001862,146
+0.001960,146
+0.001887,146
+0.001832,146
+0.001839,146
+0.001875,146
+0.001855,146
+0.001900,146
+0.001870,146
+0.001909,146
+0.001862,146
+0.001840,146
+0.001859,146
+0.001834,146
+0.001819,146
+0.001862,146
+0.002148,146
+0.002027,146
+0.001807,146
+0.001939,146
+0.001817,146
+0.001863,146
+0.001835,146
+0.001857,146
+0.001835,146
+0.001915,146
+0.001869,146
+0.001875,146
+0.001886,146
+0.001841,146
+0.001889,146
+0.001834,146
+0.001888,146
+0.001857,146
+0.001886,146
+0.001835,146
+0.001885,146
+0.001837,146
+0.001852,146
+0.001886,146
+0.001918,146
+0.001821,146
+0.001919,146
+0.001934,146
+0.001846,146
+0.001958,146
+0.001918,146
+0.001878,146
+0.001852,146
+0.001881,146
+0.001852,146
+0.001906,146
+0.001880,146
+0.001850,146
+0.001868,146
+0.001860,146
+0.001854,146
+0.001806,146
+0.001794,146
+0.001779,146
+0.001919,146
+0.001855,146
+0.001830,146
+0.002055,146
+0.001954,146
+0.002077,146
+0.001872,146
+0.001821,146
+0.001880,146
+0.001840,146
+0.001889,146
+0.001818,146
+0.001952,146
+0.001826,146
+0.001766,146
+0.001839,146
+0.001794,146
+0.001780,146
+0.001905,146
+0.002034,146
+0.001896,146
+0.001952,146
+0.001833,146
+0.001926,146
+0.002057,146
+0.001924,146
+0.001887,146
+0.001996,146
+0.001829,146
+0.001916,146
+0.001874,146
+0.001916,146
+0.001858,146
+0.001760,146
+0.001866,146
+0.001911,148
+0.001937,148
+0.001896,148
+0.001991,148
+0.001954,148
+0.001922,148
+0.001847,148
+0.001874,148
+0.001895,148
+0.001870,148
+0.001988,148
+0.002018,148
+0.001926,148
+0.001982,148
+0.001928,148
+0.001948,148
+0.001908,148
+0.001924,148
+0.001959,148
+0.001879,148
+0.001966,148
+0.002189,148
+0.001985,148
+0.001938,148
+0.001946,148
+0.001902,148
+0.002000,148
+0.001996,148
+0.001961,148
+0.002127,148
+0.002068,148
+0.001933,148
+0.001979,148
+0.001960,148
+0.002116,148
+0.001997,148
+0.001877,148
+0.002011,148
+0.001897,148
+0.001895,148
+0.001912,148
+0.001844,148
+0.001869,148
+0.001946,148
+0.002006,148
+0.001886,148
+0.001975,148
+0.001852,148
+0.001875,148
+0.001893,148
+0.001875,148
+0.001826,148
+0.001950,148
+0.001973,148
+0.001922,148
+0.001887,148
+0.001872,148
+0.001906,148
+0.001862,148
+0.001892,148
+0.001886,148
+0.002109,148
+0.002104,148
+0.002171,148
+0.002114,148
+0.002102,148
+0.002161,148
+0.002132,148
+0.001975,148
+0.001950,148
+0.001905,148
+0.001915,148
+0.002150,148
+0.001955,148
+0.001946,148
+0.001897,148
+0.001895,148
+0.001987,148
+0.001925,148
+0.001853,148
+0.001973,148
+0.001946,148
+0.001916,148
+0.001968,148
+0.001909,148
+0.001935,148
+0.002010,148
+0.002004,148
+0.001991,148
+0.002028,148
+0.001887,148
+0.001935,148
+0.001936,148
+0.001911,148
+0.001951,148
+0.002074,148
+0.001929,148
+0.001922,148
+0.001936,148
+0.001940,148
+0.002027,150
+0.002057,150
+0.001981,150
+0.002110,150
+0.002039,150
+0.002057,150
+0.002001,150
+0.002028,150
+0.002001,150
+0.002032,150
+0.001992,150
+0.002110,150
+0.001971,150
+0.002019,150
+0.001990,150
+0.002015,150
+0.001988,150
+0.002021,150
+0.001989,150
+0.002062,150
+0.002077,150
+0.001940,150
+0.001878,150
+0.002521,150
+0.002403,150
+0.002418,150
+0.002415,150
+0.002567,150
+0.002108,150
+0.002078,150
+0.002005,150
+0.001971,150
+0.002000,150
+0.001971,150
+0.001997,150
+0.002000,150
+0.002029,150
+0.002118,150
+0.002058,150
+0.002057,150
+0.002034,150
+0.002066,150
+0.002027,150
+0.002163,150
+0.002074,150
+0.002055,150
+0.002094,150
+0.002064,150
+0.002016,150
+0.002077,150
+0.002030,150
+0.002068,150
+0.002005,150
+0.002058,150
+0.002059,150
+0.002117,150
+0.001977,150
+0.001992,150
+0.001878,150
+0.002084,150
+0.001979,150
+0.001900,150
+0.001888,150
+0.002066,150
+0.001897,150
+0.001901,150
+0.001878,150
+0.002055,150
+0.002006,150
+0.001984,150
+0.001986,150
+0.001984,150
+0.002203,150
+0.002178,150
+0.002021,150
+0.001956,150
+0.002305,150
+0.002120,150
+0.002166,150
+0.002037,150
+0.001950,150
+0.002068,150
+0.002040,150
+0.002059,150
+0.002266,150
+0.002048,150
+0.002175,150
+0.002061,150
+0.002094,150
+0.002019,150
+0.002019,150
+0.001992,150
+0.002071,150
+0.001998,150
+0.002128,150
+0.001998,150
+0.002015,150
+0.001990,150
+0.002015,150
+0.001970,150
+0.002200,152
+0.002076,152
+0.002105,152
+0.002039,152
+0.002095,152
+0.002090,152
+0.002091,152
+0.002069,152
+0.002131,152
+0.002110,152
+0.002183,152
+0.002061,152
+0.002054,152
+0.002089,152
+0.002094,152
+0.002085,152
+0.002159,152
+0.002121,152
+0.002076,152
+0.002097,152
+0.002164,152
+0.002036,152
+0.002078,152
+0.002105,152
+0.002139,152
+0.002058,152
+0.002102,152
+0.002118,152
+0.002106,152
+0.002109,152
+0.002084,152
+0.002113,152
+0.002190,152
+0.002055,152
+0.002096,152
+0.002005,152
+0.002036,152
+0.002107,152
+0.002181,152
+0.002116,152
+0.002285,152
+0.002039,152
+0.002262,152
+0.002090,152
+0.002231,152
+0.002144,152
+0.002184,152
+0.002273,152
+0.002246,152
+0.002231,152
+0.002192,152
+0.002114,152
+0.002050,152
+0.002106,152
+0.002111,152
+0.002076,152
+0.002286,152
+0.002248,152
+0.002134,152
+0.002184,152
+0.002176,152
+0.002189,152
+0.002162,152
+0.002302,152
+0.002142,152
+0.002109,152
+0.002065,152
+0.002287,152
+0.002049,152
+0.002108,152
+0.002177,152
+0.002280,152
+0.002104,152
+0.002209,152
+0.002108,152
+0.002147,152
+0.002118,152
+0.002184,152
+0.002196,152
+0.002164,152
+0.002194,152
+0.002148,152
+0.002143,152
+0.002141,152
+0.002147,152
+0.002101,152
+0.002256,152
+0.002117,152
+0.002181,152
+0.002088,152
+0.002180,152
+0.002101,152
+0.002134,152
+0.002111,152
+0.002216,152
+0.002035,152
+0.002099,152
+0.002077,152
+0.002105,152
+0.002024,152
+0.002205,154
+0.002190,154
+0.002186,154
+0.002065,154
+0.002048,154
+0.002059,154
+0.002026,154
+0.002009,154
+0.001975,154
+0.002009,154
+0.002163,154
+0.002015,154
+0.002106,154
+0.002094,154
+0.001976,154
+0.002104,154
+0.002224,154
+0.002124,154
+0.002059,154
+0.002012,154
+0.002226,154
+0.001976,154
+0.001998,154
+0.001976,154
+0.001989,154
+0.001985,154
+0.002102,154
+0.001976,154
+0.002004,154
+0.001975,154
+0.001980,154
+0.001975,154
+0.001976,154
+0.001998,154
+0.001995,154
+0.002019,154
+0.002007,154
+0.002143,154
+0.001982,154
+0.001975,154
+0.001977,154
+0.001975,154
+0.002017,154
+0.002015,154
+0.001980,154
+0.001975,154
+0.001978,154
+0.001976,154
+0.001975,154
+0.001980,154
+0.001976,154
+0.002051,154
+0.002339,154
+0.002092,154
+0.002002,154
+0.002347,154
+0.002136,154
+0.001975,154
+0.002238,154
+0.002441,154
+0.002197,154
+0.002141,154
+0.002148,154
+0.002398,154
+0.002253,154
+0.002308,154
+0.002461,154
+0.002718,154
+0.002731,154
+0.002189,154
+0.002179,154
+0.002139,154
+0.002173,154
+0.002120,154
+0.002183,154
+0.002250,154
+0.002336,154
+0.002298,154
+0.002206,154
+0.002207,154
+0.002210,154
+0.002277,154
+0.002222,154
+0.002231,154
+0.002267,154
+0.002106,154
+0.002195,154
+0.002223,154
+0.002300,154
+0.002120,154
+0.002334,154
+0.002182,154
+0.002288,154
+0.002189,154
+0.002181,154
+0.002210,154
+0.002194,154
+0.002154,154
+0.002150,154
+0.002142,154
+0.002376,156
+0.002262,156
+0.002311,156
+0.002263,156
+0.002213,156
+0.002254,156
+0.002220,156
+0.002106,156
+0.002391,156
+0.002241,156
+0.002224,156
+0.002339,156
+0.002249,156
+0.002301,156
+0.002222,156
+0.002229,156
+0.002243,156
+0.002346,156
+0.002434,156
+0.002223,156
+0.002353,156
+0.002201,156
+0.002275,156
+0.002206,156
+0.002239,156
+0.002356,156
+0.002366,156
+0.002641,156
+0.002381,156
+0.002473,156
+0.002343,156
+0.002298,156
+0.002497,156
+0.002293,156
+0.002359,156
+0.002295,156
+0.002125,156
+0.002263,156
+0.002106,156
+0.002339,156
+0.002133,156
+0.002147,156
+0.002106,156
+0.002135,156
+0.002081,156
+0.002091,156
+0.002085,156
+0.002130,156
+0.002126,156
+0.002204,156
+0.002221,156
+0.002126,156
+0.002280,156
+0.002198,156
+0.002085,156
+0.002255,156
+0.002091,156
+0.002327,156
+0.002051,156
+0.002094,156
+0.002051,156
+0.002077,156
+0.002052,156
+0.002180,156
+0.002051,156
+0.002089,156
+0.002052,156
+0.002074,156
+0.002052,156
+0.002077,156
+0.002051,156
+0.002152,156
+0.002051,156
+0.002076,156
+0.002104,156
+0.002080,156
+0.002051,156
+0.002227,156
+0.002463,156
+0.002595,156
+0.002532,156
+0.003101,156
+0.002759,156
+0.002161,156
+0.002417,156
+0.002332,156
+0.002852,156
+0.002693,156
+0.002307,156
+0.002412,156
+0.002374,156
+0.002192,156
+0.002388,156
+0.002278,156
+0.003178,156
+0.002101,156
+0.002126,156
+0.002054,156
+0.002092,156
+0.002539,156
+0.002303,158
+0.002466,158
+0.002339,158
+0.002641,158
+0.002272,158
+0.002744,158
+0.003238,158
+0.002335,158
+0.002136,158
+0.002323,158
+0.002201,158
+0.002193,158
+0.002135,158
+0.002461,158
+0.002361,158
+0.002260,158
+0.003240,158
+0.002305,158
+0.002172,158
+0.002209,158
+0.002263,158
+0.002313,158
+0.002137,158
+0.002317,158
+0.002133,158
+0.002175,158
+0.002191,158
+0.002377,158
+0.002175,158
+0.002267,158
+0.002179,158
+0.002133,158
+0.002176,158
+0.002133,158
+0.002209,158
+0.002266,158
+0.002210,158
+0.002161,158
+0.002142,158
+0.002178,158
+0.002133,158
+0.002160,158
+0.002271,158
+0.002217,158
+0.002173,158
+0.002162,158
+0.002133,158
+0.002167,158
+0.002149,158
+0.002142,158
+0.002248,158
+0.002133,158
+0.002205,158
+0.002133,158
+0.002195,158
+0.002154,158
+0.002170,158
+0.002215,158
+0.002360,158
+0.002375,158
+0.002395,158
+0.002297,158
+0.002173,158
+0.002307,158
+0.002133,158
+0.002237,158
+0.002158,158
+0.002175,158
+0.002201,158
+0.002134,158
+0.002160,158
+0.002134,158
+0.002178,158
+0.002211,158
+0.002206,158
+0.002133,158
+0.002575,158
+0.002161,158
+0.002392,158
+0.002265,158
+0.002695,158
+0.002399,158
+0.002348,158
+0.002369,158
+0.002395,158
+0.002360,158
+0.002311,158
+0.002464,158
+0.002301,158
+0.002392,158
+0.002272,158
+0.002316,158
+0.002278,158
+0.002309,158
+0.002581,158
+0.002331,158
+0.002421,158
+0.002307,158
+0.002320,158
+0.002327,158
+0.002463,160
+0.002505,160
+0.002359,160
+0.002524,160
+0.002461,160
+0.002479,160
+0.002418,160
+0.002422,160
+0.002452,160
+0.002601,160
+0.002474,160
+0.002475,160
+0.002478,160
+0.002396,160
+0.002523,160
+0.002472,160
+0.002613,160
+0.002480,160
+0.002518,160
+0.002428,160
+0.002499,160
+0.002458,160
+0.002499,160
+0.002613,160
+0.002459,160
+0.002426,160
+0.002437,160
+0.002506,160
+0.002578,160
+0.002446,160
+0.002623,160
+0.002540,160
+0.002366,160
+0.002348,160
+0.002400,160
+0.002920,160
+0.004547,160
+0.004423,160
+0.003569,160
+0.003106,160
+0.003154,160
+0.003011,160
+0.003072,160
+0.002556,160
+0.002439,160
+0.002655,160
+0.002619,160
+0.002688,160
+0.002485,160
+0.002435,160
+0.002441,160
+0.002513,160
+0.002632,160
+0.002688,160
+0.003292,160
+0.002384,160
+0.002356,160
+0.002372,160
+0.002708,160
+0.002480,160
+0.002963,160
+0.002525,160
+0.002414,160
+0.002482,160
+0.002506,160
+0.003104,160
+0.002652,160
+0.002795,160
+0.002947,160
+0.002402,160
+0.003490,160
+0.004557,160
+0.004375,160
+0.002576,160
+0.002360,160
+0.002570,160
+0.002459,160
+0.002533,160
+0.002415,160
+0.002338,160
+0.002298,160
+0.002332,160
+0.002609,160
+0.002467,160
+0.002602,160
+0.002552,160
+0.002393,160
+0.002369,160
+0.002540,160
+0.002677,160
+0.002618,160
+0.002612,160
+0.002328,160
+0.002444,160
+0.002353,160
+0.002467,160
+0.002377,160
+0.002676,160
+0.002682,160
+0.002423,160
+0.002458,162
+0.002465,162
+0.002565,162
+0.002438,162
+0.002644,162
+0.002481,162
+0.002587,162
+0.002390,162
+0.002430,162
+0.002528,162
+0.002642,162
+0.002521,162
+0.002361,162
+0.002344,162
+0.002378,162
+0.002534,162
+0.002318,162
+0.003067,162
+0.002505,162
+0.002380,162
+0.002328,162
+0.002320,162
+0.002513,162
+0.002474,162
+0.002453,162
+0.002954,162
+0.002338,162
+0.002295,162
+0.002423,162
+0.002627,162
+0.002587,162
+0.002435,162
+0.002342,162
+0.002335,162
+0.002330,162
+0.002354,162
+0.002589,162
+0.002554,162
+0.002455,162
+0.002357,162
+0.002449,162
+0.002420,162
+0.002573,162
+0.002431,162
+0.002588,162
+0.002398,162
+0.002329,162
+0.002333,162
+0.002294,162
+0.002598,162
+0.002323,162
+0.002690,162
+0.002464,162
+0.002294,162
+0.002771,162
+0.002616,162
+0.002931,162
+0.003634,162
+0.002846,162
+0.002458,162
+0.002573,162
+0.002642,162
+0.002514,162
+0.003737,162
+0.003512,162
+0.003035,162
+0.003066,162
+0.002736,162
+0.002737,162
+0.002603,162
+0.002509,162
+0.002611,162
+0.002552,162
+0.002661,162
+0.002711,162
+0.002889,162
+0.003110,162
+0.002515,162
+0.002469,162
+0.002588,162
+0.002489,162
+0.002732,162
+0.002544,162
+0.002478,162
+0.002470,162
+0.002426,162
+0.002709,162
+0.002556,162
+0.003016,162
+0.002833,162
+0.002612,162
+0.002586,162
+0.003024,162
+0.003874,162
+0.003492,162
+0.002413,162
+0.002456,162
+0.002437,162
+0.002531,162
+0.002685,162
+0.002841,164
+0.002593,164
+0.002665,164
+0.002604,164
+0.002649,164
+0.002738,164
+0.003488,164
+0.002777,164
+0.002709,164
+0.002529,164
+0.002603,164
+0.002617,164
+0.003292,164
+0.002670,164
+0.002666,164
+0.002505,164
+0.002738,164
+0.002864,164
+0.003250,164
+0.002514,164
+0.002488,164
+0.002493,164
+0.002708,164
+0.002615,164
+0.002986,164
+0.002846,164
+0.002503,164
+0.002438,164
+0.002594,164
+0.002479,164
+0.002857,164
+0.002583,164
+0.002393,164
+0.002433,164
+0.002428,164
+0.002610,164
+0.002759,164
+0.002656,164
+0.002452,164
+0.002440,164
+0.002392,164
+0.002609,164
+0.002540,164
+0.002820,164
+0.002591,164
+0.002432,164
+0.002392,164
+0.002440,164
+0.002621,164
+0.002605,164
+0.002709,164
+0.002562,164
+0.002392,164
+0.002479,164
+0.002531,164
+0.002717,164
+0.002825,164
+0.002509,164
+0.002443,164
+0.002438,164
+0.002413,164
+0.002588,164
+0.002580,164
+0.002837,164
+0.002538,164
+0.002570,164
+0.002403,164
+0.002497,164
+0.002969,164
+0.004485,164
+0.003401,164
+0.002712,164
+0.002849,164
+0.002621,164
+0.003173,164
+0.002910,164
+0.002450,164
+0.002395,164
+0.002477,164
+0.002771,164
+0.002645,164
+0.003699,164
+0.003640,164
+0.002623,164
+0.002579,164
+0.002465,164
+0.002700,164
+0.003043,164
+0.002441,164
+0.002434,164
+0.002557,164
+0.002601,164
+0.002718,164
+0.002494,164
+0.002504,164
+0.002392,164
+0.002434,164
+0.002742,164
+0.002516,164
+0.002553,164
+0.002738,166
+0.002476,166
+0.002514,166
+0.002703,166
+0.002657,166
+0.002698,166
+0.003604,166
+0.002634,166
+0.002706,166
+0.002551,166
+0.002656,166
+0.002929,166
+0.002677,166
+0.002507,166
+0.002471,166
+0.002623,166
+0.002824,166
+0.002874,166
+0.002632,166
+0.002579,166
+0.002471,166
+0.002507,166
+0.002705,166
+0.002622,166
+0.002675,166
+0.002678,166
+0.002513,166
+0.002505,166
+0.002617,166
+0.002702,166
+0.002998,166
+0.002612,166
+0.002503,166
+0.002504,166
+0.002470,166
+0.002719,166
+0.002926,166
+0.002678,166
+0.002527,166
+0.002514,166
+0.002471,166
+0.002740,166
+0.002619,166
+0.002670,166
+0.002584,166
+0.002524,166
+0.002471,166
+0.002555,166
+0.002610,166
+0.002841,166
+0.002664,166
+0.002538,166
+0.002503,166
+0.002506,166
+0.002670,166
+0.002847,166
+0.002579,166
+0.002567,166
+0.002508,166
+0.002510,166
+0.002541,166
+0.002613,166
+0.002932,166
+0.002606,166
+0.002507,166
+0.002521,166
+0.002587,166
+0.002757,166
+0.002953,166
+0.002857,166
+0.002527,166
+0.002512,166
+0.002471,166
+0.002696,166
+0.002884,166
+0.002576,166
+0.002886,166
+0.002597,166
+0.002490,166
+0.002935,166
+0.003359,166
+0.003268,166
+0.002690,166
+0.002614,166
+0.002847,166
+0.002813,166
+0.002894,166
+0.002733,166
+0.002573,166
+0.002665,166
+0.002583,166
+0.002776,166
+0.002903,166
+0.002703,166
+0.002711,166
+0.002610,166
+0.002714,166
+0.002732,166
+0.002941,166
+0.002962,166
+0.002736,168
+0.002825,168
+0.002639,168
+0.002875,168
+0.002828,168
+0.002788,168
+0.002643,168
+0.002624,168
+0.002544,168
+0.002716,168
+0.002653,168
+0.002544,168
+0.002551,168
+0.002544,168
+0.002881,168
+0.002690,168
+0.002870,168
+0.002913,168
+0.002768,168
+0.002799,168
+0.002712,168
+0.002900,168
+0.002896,168
+0.002720,168
+0.002800,168
+0.002811,168
+0.002858,168
+0.002821,168
+0.002969,168
+0.002816,168
+0.002808,168
+0.002847,168
+0.002900,168
+0.002948,168
+0.002776,168
+0.002771,168
+0.003002,168
+0.003304,168
+0.002708,168
+0.002777,168
+0.002802,168
+0.002781,168
+0.002704,168
+0.002751,168
+0.002722,168
+0.003114,168
+0.002848,168
+0.002933,168
+0.002750,168
+0.002655,168
+0.002786,168
+0.002758,168
+0.002819,168
+0.002703,168
+0.002546,168
+0.002857,168
+0.002661,168
+0.003118,168
+0.002598,168
+0.002592,168
+0.002546,168
+0.002840,168
+0.002623,168
+0.002816,168
+0.002566,168
+0.002572,168
+0.002546,168
+0.002573,168
+0.002557,168
+0.002585,168
+0.002585,168
+0.002764,168
+0.002634,168
+0.002619,168
+0.002578,168
+0.002627,168
+0.002832,168
+0.002795,168
+0.002843,168
+0.002642,168
+0.002729,168
+0.002546,168
+0.002848,168
+0.002600,168
+0.002840,168
+0.002853,168
+0.002670,168
+0.002753,168
+0.003022,168
+0.002839,168
+0.002700,168
+0.002935,168
+0.002957,168
+0.002801,168
+0.002843,168
+0.002698,168
+0.002752,168
+0.002640,168
+0.002613,168
+0.002647,168
+0.003061,170
+0.002651,170
+0.002658,170
+0.002652,170
+0.002647,170
+0.002654,170
+0.002785,170
+0.002689,170
+0.002653,170
+0.002655,170
+0.002646,170
+0.002654,170
+0.002727,170
+0.002850,170
+0.002827,170
+0.002848,170
+0.002685,170
+0.002646,170
+0.002706,170
+0.002687,170
+0.002646,170
+0.002678,170
+0.002681,170
+0.002695,170
+0.002732,170
+0.002667,170
+0.002646,170
+0.002651,170
+0.002661,170
+0.002646,170
+0.002715,170
+0.002683,170
+0.002646,170
+0.002788,170
+0.002699,170
+0.002647,170
+0.002671,170
+0.002750,170
+0.002646,170
+0.002657,170
+0.003080,170
+0.002791,170
+0.002717,170
+0.003166,170
+0.002987,170
+0.002883,170
+0.002937,170
+0.002889,170
+0.002878,170
+0.002980,170
+0.003034,170
+0.003052,170
+0.002931,170
+0.002900,170
+0.003430,170
+0.004351,170
+0.003347,170
+0.002914,170
+0.002895,170
+0.002961,170
+0.003166,170
+0.002951,170
+0.002805,170
+0.002811,170
+0.002858,170
+0.002897,170
+0.003924,170
+0.003026,170
+0.003066,170
+0.003075,170
+0.003396,170
+0.002965,170
+0.002926,170
+0.002870,170
+0.002842,170
+0.002817,170
+0.002862,170
+0.002790,170
+0.002856,170
+0.002864,170
+0.002897,170
+0.002913,170
+0.002899,170
+0.002927,170
+0.002776,170
+0.002737,170
+0.002863,170
+0.003196,170
+0.003169,170
+0.003174,170
+0.002972,170
+0.002853,170
+0.002820,170
+0.002859,170
+0.003361,170
+0.003052,170
+0.002939,170
+0.002847,170
+0.002919,170
+0.003103,170
+0.003902,172
+0.003090,172
+0.003185,172
+0.003100,172
+0.003481,172
+0.003511,172
+0.002919,172
+0.002885,172
+0.002846,172
+0.002990,172
+0.003973,172
+0.003140,172
+0.003148,172
+0.003481,172
+0.004020,172
+0.003712,172
+0.003309,172
+0.004044,172
+0.003654,172
+0.003374,172
+0.003559,172
+0.003092,172
+0.003741,172
+0.003325,172
+0.003688,172
+0.003125,172
+0.002883,172
+0.002962,172
+0.003089,172
+0.003673,172
+0.003146,172
+0.002918,172
+0.002874,172
+0.003277,172
+0.003582,172
+0.003203,172
+0.002840,172
+0.002826,172
+0.002969,172
+0.002873,172
+0.003742,172
+0.002978,172
+0.002747,172
+0.002790,172
+0.002956,172
+0.003446,172
+0.003046,172
+0.003076,172
+0.002815,172
+0.002822,172
+0.003267,172
+0.003442,172
+0.003169,172
+0.002880,172
+0.003011,172
+0.002947,172
+0.003491,172
+0.003078,172
+0.003057,172
+0.002833,172
+0.002914,172
+0.003242,172
+0.003967,172
+0.003268,172
+0.003196,172
+0.003737,172
+0.003576,172
+0.003445,172
+0.003383,172
+0.003298,172
+0.003517,172
+0.003472,172
+0.003764,172
+0.003244,172
+0.003295,172
+0.003393,172
+0.004356,172
+0.002991,172
+0.003097,172
+0.002999,172
+0.003230,172
+0.003457,172
+0.003304,172
+0.003088,172
+0.003121,172
+0.003199,172
+0.003288,172
+0.003158,172
+0.003051,172
+0.003034,172
+0.003097,172
+0.003490,172
+0.003527,172
+0.003157,172
+0.003086,172
+0.003062,172
+0.003758,172
+0.003198,172
+0.003024,172
+0.003026,172
+0.003241,174
+0.003326,174
+0.003523,174
+0.003166,174
+0.003049,174
+0.002951,174
+0.003015,174
+0.003492,174
+0.003125,174
+0.003071,174
+0.002934,174
+0.003152,174
+0.003262,174
+0.003171,174
+0.002934,174
+0.002902,174
+0.002950,174
+0.003223,174
+0.003100,174
+0.003020,174
+0.002920,174
+0.002898,174
+0.003007,174
+0.003383,174
+0.003026,174
+0.002891,174
+0.002854,174
+0.002931,174
+0.003208,174
+0.003114,174
+0.003021,174
+0.002915,174
+0.002917,174
+0.003070,174
+0.003445,174
+0.003060,174
+0.002881,174
+0.002894,174
+0.002915,174
+0.003362,174
+0.003250,174
+0.003025,174
+0.003080,174
+0.002871,174
+0.003250,174
+0.003490,174
+0.003080,174
+0.002888,174
+0.002854,174
+0.003048,174
+0.003322,174
+0.003161,174
+0.002920,174
+0.002912,174
+0.002892,174
+0.003085,174
+0.003400,174
+0.003015,174
+0.002890,174
+0.002886,174
+0.003020,174
+0.003468,174
+0.003093,174
+0.002877,174
+0.002899,174
+0.002854,174
+0.003218,174
+0.002946,174
+0.003106,174
+0.002854,174
+0.002877,174
+0.002981,174
+0.003005,174
+0.003079,174
+0.003046,174
+0.003034,174
+0.002933,174
+0.003010,174
+0.003004,174
+0.002890,174
+0.002854,174
+0.002896,174
+0.002927,174
+0.003026,174
+0.002854,174
+0.002879,174
+0.002907,174
+0.002924,174
+0.002894,174
+0.002987,174
+0.002896,174
+0.002855,174
+0.002856,174
+0.002856,174
+0.002995,174
+0.002946,174
+0.004948,174
+0.002848,174
+0.002884,174
+0.002914,174
+0.003203,176
+0.003099,176
+0.002981,176
+0.003032,176
+0.002989,176
+0.003070,176
+0.003019,176
+0.003216,176
+0.003142,176
+0.002963,176
+0.003031,176
+0.003067,176
+0.002967,176
+0.002943,176
+0.002967,176
+0.002990,176
+0.003060,176
+0.002943,176
+0.002949,176
+0.002953,176
+0.002950,176
+0.002994,176
+0.003031,176
+0.002969,176
+0.002945,176
+0.002943,176
+0.002947,176
+0.003173,176
+0.002968,176
+0.002944,176
+0.002946,176
+0.002950,176
+0.002985,176
+0.003058,176
+0.002969,176
+0.002945,176
+0.002946,176
+0.002943,176
+0.002997,176
+0.003061,176
+0.003302,176
+0.003073,176
+0.003229,176
+0.003052,176
+0.003085,176
+0.002981,176
+0.002943,176
+0.002989,176
+0.002990,176
+0.003089,176
+0.002975,176
+0.002985,176
+0.002972,176
+0.002969,176
+0.002983,176
+0.003100,176
+0.002970,176
+0.002974,176
+0.002973,176
+0.002974,176
+0.003029,176
+0.003057,176
+0.002944,176
+0.002946,176
+0.002946,176
+0.002983,176
+0.003064,176
+0.002967,176
+0.002949,176
+0.002943,176
+0.002946,176
+0.003116,176
+0.003328,176
+0.003176,176
+0.003190,176
+0.003030,176
+0.003068,176
+0.003127,176
+0.002944,176
+0.002978,176
+0.002968,176
+0.002979,176
+0.002988,176
+0.003028,176
+0.002983,176
+0.002976,176
+0.002943,176
+0.003021,176
+0.003105,176
+0.002970,176
+0.003105,176
+0.002968,176
+0.002970,176
+0.003030,176
+0.003230,176
+0.002944,176
+0.002966,176
+0.002977,176
+0.002982,176
+0.003142,176
+0.003227,178
+0.003164,178
+0.003159,178
+0.003164,178
+0.003305,178
+0.003147,178
+0.003396,178
+0.003352,178
+0.003144,178
+0.003265,178
+0.003232,178
+0.003124,178
+0.003167,178
+0.003149,178
+0.003172,178
+0.003259,178
+0.003167,178
+0.003154,178
+0.003137,178
+0.003170,178
+0.003277,178
+0.003146,178
+0.003123,178
+0.003121,178
+0.003156,178
+0.003296,178
+0.003127,178
+0.003123,178
+0.003121,178
+0.003126,178
+0.003172,178
+0.003277,178
+0.003134,178
+0.003121,178
+0.003148,178
+0.003178,178
+0.003252,178
+0.003293,178
+0.003244,178
+0.003292,178
+0.003203,178
+0.003303,178
+0.003163,178
+0.003120,178
+0.003144,178
+0.003205,178
+0.003268,178
+0.003182,178
+0.003121,178
+0.003144,178
+0.003146,178
+0.003319,178
+0.003147,178
+0.003180,178
+0.003282,178
+0.003147,178
+0.003277,178
+0.003407,178
+0.003121,178
+0.003155,178
+0.003144,178
+0.003228,178
+0.003333,178
+0.003121,178
+0.003161,178
+0.003155,178
+0.003195,178
+0.003336,178
+0.003121,178
+0.003438,178
+0.003315,178
+0.003203,178
+0.003288,178
+0.003128,178
+0.003120,178
+0.003143,178
+0.003150,178
+0.003320,178
+0.003161,178
+0.003120,178
+0.003125,178
+0.003127,178
+0.003172,178
+0.003242,178
+0.003126,178
+0.003123,178
+0.003132,178
+0.003182,178
+0.003343,178
+0.003130,178
+0.003122,178
+0.003124,178
+0.003168,178
+0.003281,178
+0.003143,178
+0.003134,178
+0.003125,178
+0.003134,178
+0.003321,178
+0.003504,178
+0.003532,180
+0.003527,180
+0.003495,180
+0.004005,180
+0.003884,180
+0.003513,180
+0.003805,180
+0.004142,180
+0.003700,180
+0.003624,180
+0.003559,180
+0.003563,180
+0.004337,180
+0.003487,180
+0.003685,180
+0.003598,180
+0.003867,180
+0.003445,180
+0.003491,180
+0.003522,180
+0.003481,180
+0.003945,180
+0.003953,180
+0.004146,180
+0.004174,180
+0.004212,180
+0.004009,180
+0.003485,180
+0.003538,180
+0.003646,180
+0.003549,180
+0.003461,180
+0.003395,180
+0.003463,180
+0.003542,180
+0.003426,180
+0.003518,180
+0.003413,180
+0.003602,180
+0.003509,180
+0.003408,180
+0.003412,180
+0.003377,180
+0.003336,180
+0.003671,180
+0.003293,180
+0.003453,180
+0.003358,180
+0.003344,180
+0.003603,180
+0.003481,180
+0.003429,180
+0.003489,180
+0.003376,180
+0.003597,180
+0.003199,180
+0.006071,180
+0.004131,180
+0.003369,180
+0.003196,180
+0.003210,180
+0.003194,180
+0.003199,180
+0.003336,180
+0.003196,180
+0.003194,180
+0.003187,180
+0.003171,180
+0.003301,180
+0.003201,180
+0.003163,180
+0.003162,180
+0.003171,180
+0.003267,180
+0.003166,180
+0.003167,180
+0.003166,180
+0.003159,180
+0.003270,180
+0.003200,180
+0.003164,180
+0.003162,180
+0.003159,180
+0.003192,180
+0.003267,180
+0.003193,180
+0.005630,180
+0.004376,180
+0.003275,180
+0.003530,180
+0.003186,180
+0.003178,180
+0.003557,180
+0.003336,180
+0.003194,180
+0.003186,180
+0.003168,180
+0.003224,180
+0.003370,180
+0.003219,180
+0.003419,182
+0.003360,182
+0.003445,182
+0.003421,182
+0.003299,182
+0.003305,182
+0.003301,182
+0.003343,182
+0.003424,182
+0.003325,182
+0.003298,182
+0.003322,182
+0.003373,182
+0.003489,182
+0.003304,182
+0.005269,182
+0.005044,182
+0.003425,182
+0.003322,182
+0.003903,182
+0.003365,182
+0.003537,182
+0.003340,182
+0.003298,182
+0.003336,182
+0.003341,182
+0.003955,182
+0.003324,182
+0.003321,182
+0.003531,182
+0.003343,182
+0.003573,182
+0.003330,182
+0.003325,182
+0.003301,182
+0.003342,182
+0.003532,182
+0.003298,182
+0.003303,182
+0.003549,182
+0.003413,182
+0.003438,182
+0.003696,182
+0.003524,182
+0.003702,182
+0.003760,182
+0.003347,182
+0.003355,182
+0.003342,182
+0.003384,182
+0.003610,182
+0.003367,182
+0.003298,182
+0.003330,182
+0.003324,182
+0.003480,182
+0.003303,182
+0.003301,182
+0.003298,182
+0.003307,182
+0.003458,182
+0.003303,182
+0.003301,182
+0.003303,182
+0.003298,182
+0.003439,182
+0.003310,182
+0.003300,182
+0.003303,182
+0.003300,182
+0.003435,182
+0.003303,182
+0.003391,182
+0.003518,182
+0.003521,182
+0.003498,182
+0.003325,182
+0.003298,182
+0.003301,182
+0.003323,182
+0.003512,182
+0.003333,182
+0.003322,182
+0.003591,182
+0.003476,182
+0.004173,182
+0.003645,182
+0.003635,182
+0.003644,182
+0.003882,182
+0.003617,182
+0.003687,182
+0.003340,182
+0.003958,182
+0.003804,182
+0.003327,182
+0.003628,182
+0.003332,182
+0.003860,182
+0.003440,182
+0.003478,184
+0.003872,184
+0.003574,184
+0.003834,184
+0.003615,184
+0.003471,184
+0.003375,184
+0.003846,184
+0.003612,184
+0.003411,184
+0.003410,184
+0.003546,184
+0.003638,184
+0.003450,184
+0.003373,184
+0.003526,184
+0.003471,184
+0.003868,184
+0.003409,184
+0.003431,184
+0.003712,184
+0.003757,184
+0.003919,184
+0.003743,184
+0.003877,184
+0.004446,184
+0.003781,184
+0.003494,184
+0.003574,184
+0.003515,184
+0.003843,184
+0.003487,184
+0.003726,184
+0.003475,184
+0.003640,184
+0.003964,184
+0.003477,184
+0.003568,184
+0.003411,184
+0.003638,184
+0.003699,184
+0.003571,184
+0.003672,184
+0.003516,184
+0.004054,184
+0.003407,184
+0.003674,184
+0.003867,184
+0.003679,184
+0.003599,184
+0.003693,184
+0.003736,184
+0.003553,184
+0.003677,184
+0.003643,184
+0.003409,184
+0.003831,184
+0.003547,184
+0.003797,184
+0.003437,184
+0.003663,184
+0.003375,184
+0.003873,184
+0.003873,184
+0.003577,184
+0.003461,184
+0.003798,184
+0.003677,184
+0.003596,184
+0.003566,184
+0.003559,184
+0.003469,184
+0.003993,184
+0.003479,184
+0.003687,184
+0.003701,184
+0.003874,184
+0.003523,184
+0.003456,184
+0.003757,184
+0.003408,184
+0.003917,184
+0.003623,184
+0.003624,184
+0.003523,184
+0.003855,184
+0.003613,184
+0.003494,184
+0.003663,184
+0.003490,184
+0.003807,184
+0.003417,184
+0.003416,184
+0.003683,184
+0.003648,184
+0.003582,184
+0.003410,184
+0.003647,184
+0.003441,184
+0.003741,184
+0.003845,186
+0.003610,186
+0.003840,186
+0.003755,186
+0.003996,186
+0.003626,186
+0.003662,186
+0.003616,186
+0.003837,186
+0.003807,186
+0.003575,186
+0.003698,186
+0.003855,186
+0.004090,186
+0.003746,186
+0.003654,186
+0.003662,186
+0.003753,186
+0.003679,186
+0.003729,186
+0.003555,186
+0.004084,186
+0.003842,186
+0.004042,186
+0.003867,186
+0.003646,186
+0.004074,186
+0.003782,186
+0.003805,186
+0.003689,186
+0.004057,186
+0.003623,186
+0.003747,186
+0.003948,186
+0.003816,186
+0.003689,186
+0.003701,186
+0.004021,186
+0.003745,186
+0.004078,186
+0.003749,186
+0.003831,186
+0.003884,186
+0.003938,186
+0.003788,186
+0.003805,186
+0.003843,186
+0.003815,186
+0.004775,186
+0.003963,186
+0.003874,186
+0.003864,186
+0.003969,186
+0.003972,186
+0.003923,186
+0.003896,186
+0.003969,186
+0.003879,186
+0.003893,186
+0.003916,186
+0.004147,186
+0.003865,186
+0.004189,186
+0.004018,186
+0.003830,186
+0.004140,186
+0.003803,186
+0.003855,186
+0.003847,186
+0.003834,186
+0.003831,186
+0.003836,186
+0.003793,186
+0.003835,186
+0.003768,186
+0.003816,186
+0.003799,186
+0.003921,186
+0.003870,186
+0.004070,186
+0.003696,186
+0.003704,186
+0.003752,186
+0.003701,186
+0.003696,186
+0.003698,186
+0.003802,186
+0.003829,186
+0.003843,186
+0.003912,186
+0.003834,186
+0.003880,186
+0.003977,186
+0.003990,186
+0.003975,186
+0.004196,186
+0.003918,186
+0.003972,186
+0.003786,186
+0.003989,186
+0.004024,188
+0.003897,188
+0.004031,188
+0.004214,188
+0.004064,188
+0.004241,188
+0.004052,188
+0.004212,188
+0.003884,188
+0.003797,188
+0.003846,188
+0.004174,188
+0.003773,188
+0.003844,188
+0.003915,188
+0.003933,188
+0.003868,188
+0.004128,188
+0.003906,188
+0.003799,188
+0.004139,188
+0.003761,188
+0.003768,188
+0.003649,188
+0.004111,188
+0.003630,188
+0.003623,188
+0.003623,188
+0.004186,188
+0.003697,188
+0.003625,188
+0.003631,188
+0.003623,188
+0.003940,188
+0.003590,188
+0.003624,188
+0.003612,188
+0.004065,188
+0.003658,188
+0.003619,188
+0.004117,188
+0.003771,188
+0.003812,188
+0.004109,188
+0.004308,188
+0.004025,188
+0.004218,188
+0.004310,188
+0.004067,188
+0.004055,188
+0.004184,188
+0.003942,188
+0.003944,188
+0.003933,188
+0.004197,188
+0.003830,188
+0.003792,188
+0.003786,188
+0.003824,188
+0.003799,188
+0.004284,188
+0.004693,188
+0.004667,188
+0.004699,188
+0.004437,188
+0.004234,188
+0.004512,188
+0.004764,188
+0.003925,188
+0.003896,188
+0.003828,188
+0.003627,188
+0.003622,188
+0.004032,188
+0.003930,188
+0.003808,188
+0.003687,188
+0.003625,188
+0.004004,188
+0.004522,188
+0.003834,188
+0.003986,188
+0.003676,188
+0.004082,188
+0.003910,188
+0.003707,188
+0.004000,188
+0.003937,188
+0.003630,188
+0.003981,188
+0.004197,188
+0.004261,188
+0.004293,188
+0.003882,188
+0.003632,188
+0.003609,188
+0.003895,188
+0.003628,188
+0.003638,188
+0.003625,188
+0.004031,190
+0.003732,190
+0.003713,190
+0.004069,190
+0.003967,190
+0.003814,190
+0.003748,190
+0.003742,190
+0.003794,190
+0.003921,190
+0.003743,190
+0.003948,190
+0.003822,190
+0.003917,190
+0.004039,190
+0.003837,190
+0.003886,190
+0.004334,190
+0.004670,190
+0.003918,190
+0.003767,190
+0.003926,190
+0.004045,190
+0.003812,190
+0.003883,190
+0.004148,190
+0.003789,190
+0.003733,190
+0.003982,190
+0.003831,190
+0.004218,190
+0.003887,190
+0.004065,190
+0.003829,190
+0.004073,190
+0.003854,190
+0.003864,190
+0.004040,190
+0.003908,190
+0.003708,190
+0.003750,190
+0.003847,190
+0.003919,190
+0.004953,190
+0.003872,190
+0.003915,190
+0.003805,190
+0.003935,190
+0.003760,190
+0.003736,190
+0.003736,190
+0.003952,190
+0.003751,190
+0.003966,190
+0.003744,190
+0.004105,190
+0.004057,190
+0.003848,190
+0.004103,190
+0.004007,190
+0.003991,190
+0.003958,190
+0.003858,190
+0.003898,190
+0.004309,190
+0.003779,190
+0.004400,190
+0.003842,190
+0.004690,190
+0.004212,190
+0.003952,190
+0.003825,190
+0.004132,190
+0.003949,190
+0.003970,190
+0.003901,190
+0.004336,190
+0.004022,190
+0.004203,190
+0.004286,190
+0.004137,190
+0.003975,190
+0.004159,190
+0.004018,190
+0.004249,190
+0.003971,190
+0.004063,190
+0.004069,190
+0.004161,190
+0.004036,190
+0.004065,190
+0.004090,190
+0.004051,190
+0.005002,190
+0.004184,190
+0.004001,190
+0.004155,190
+0.004062,190
+0.004114,190
+0.003998,190
+0.004504,192
+0.004226,192
+0.004231,192
+0.004154,192
+0.004391,192
+0.004256,192
+0.004164,192
+0.004621,192
+0.004542,192
+0.004177,192
+0.004269,192
+0.004290,192
+0.004861,192
+0.004628,192
+0.004849,192
+0.004740,192
+0.005128,192
+0.004511,192
+0.004285,192
+0.004344,192
+0.004368,192
+0.004324,192
+0.004270,192
+0.004247,192
+0.004214,192
+0.004177,192
+0.004196,192
+0.004271,192
+0.004291,192
+0.004231,192
+0.004307,192
+0.004301,192
+0.004323,192
+0.004325,192
+0.004395,192
+0.004233,192
+0.004210,192
+0.004187,192
+0.004353,192
+0.004866,192
+0.004385,192
+0.004047,192
+0.004525,192
+0.003945,192
+0.004156,192
+0.004179,192
+0.004386,192
+0.003930,192
+0.004117,192
+0.004327,192
+0.004368,192
+0.004014,192
+0.003910,192
+0.003904,192
+0.004190,192
+0.003906,192
+0.003925,192
+0.004126,192
+0.004216,192
+0.003886,192
+0.004132,192
+0.003998,192
+0.004251,192
+0.004098,192
+0.004112,192
+0.004504,192
+0.004272,192
+0.003909,192
+0.004141,192
+0.003941,192
+0.004337,192
+0.003940,192
+0.004117,192
+0.003910,192
+0.004424,192
+0.003919,192
+0.003898,192
+0.003902,192
+0.004022,192
+0.004072,192
+0.004431,192
+0.003967,192
+0.003941,192
+0.004591,192
+0.003937,192
+0.003917,192
+0.004209,192
+0.004130,192
+0.004293,192
+0.004051,192
+0.003910,192
+0.004307,192
+0.004201,192
+0.004005,192
+0.003908,192
+0.004203,192
+0.003900,192
+0.003901,192
+0.003943,192
+0.004501,192
+0.004094,194
+0.003974,194
+0.003975,194
+0.004121,194
+0.003976,194
+0.003980,194
+0.004015,194
+0.004034,194
+0.003976,194
+0.003973,194
+0.004004,194
+0.004086,194
+0.004075,194
+0.004420,194
+0.004343,194
+0.004312,194
+0.004001,194
+0.004387,194
+0.004344,194
+0.004544,194
+0.004207,194
+0.004339,194
+0.004008,194
+0.004578,194
+0.004317,194
+0.004009,194
+0.004012,194
+0.004546,194
+0.004054,194
+0.004310,194
+0.004004,194
+0.004506,194
+0.004113,194
+0.004008,194
+0.004088,194
+0.004520,194
+0.004227,194
+0.004167,194
+0.004084,194
+0.004735,194
+0.004056,194
+0.004024,194
+0.004008,194
+0.004922,194
+0.004059,194
+0.004162,194
+0.004479,194
+0.004472,194
+0.004063,194
+0.004017,194
+0.004182,194
+0.004476,194
+0.004032,194
+0.004005,194
+0.004184,194
+0.004252,194
+0.004021,194
+0.004021,194
+0.004307,194
+0.004103,194
+0.004144,194
+0.004259,194
+0.004192,194
+0.004050,194
+0.003998,194
+0.004037,194
+0.004022,194
+0.004178,194
+0.003980,194
+0.003993,194
+0.003995,194
+0.004106,194
+0.004053,194
+0.003975,194
+0.003972,194
+0.004192,194
+0.003993,194
+0.004004,194
+0.003973,194
+0.004068,194
+0.003973,194
+0.003975,194
+0.003972,194
+0.004128,194
+0.003974,194
+0.004098,194
+0.004575,194
+0.004296,194
+0.004130,194
+0.004183,194
+0.004120,194
+0.004470,194
+0.004030,194
+0.004261,194
+0.004005,194
+0.004232,194
+0.004353,194
+0.004020,194
+0.004014,194
+0.004370,194
+0.004545,196
+0.004109,196
+0.004114,196
+0.004780,196
+0.004173,196
+0.004120,196
+0.004174,196
+0.004525,196
+0.004153,196
+0.004320,196
+0.004240,196
+0.004641,196
+0.004273,196
+0.004153,196
+0.004230,196
+0.005091,196
+0.004129,196
+0.004116,196
+0.004529,196
+0.004654,196
+0.004161,196
+0.004103,196
+0.004477,196
+0.004167,196
+0.004105,196
+0.004087,196
+0.004363,196
+0.004107,196
+0.004086,196
+0.004084,196
+0.004302,196
+0.004159,196
+0.004212,196
+0.004335,196
+0.004361,196
+0.004112,196
+0.004103,196
+0.004086,196
+0.004496,196
+0.004112,196
+0.004112,196
+0.004083,196
+0.004287,196
+0.004234,196
+0.004107,196
+0.004129,196
+0.004353,196
+0.004115,196
+0.004112,196
+0.004107,196
+0.004223,196
+0.004106,196
+0.004081,196
+0.004080,196
+0.004291,196
+0.004178,196
+0.004245,196
+0.004458,196
+0.004203,196
+0.004119,196
+0.004101,196
+0.004108,196
+0.004204,196
+0.004112,196
+0.004143,196
+0.004096,196
+0.004264,196
+0.004084,196
+0.004080,196
+0.004083,196
+0.004164,196
+0.004152,196
+0.004085,196
+0.004126,196
+0.004152,196
+0.004085,196
+0.004088,196
+0.004084,196
+0.004290,196
+0.004087,196
+0.004122,196
+0.004348,196
+0.004431,196
+0.004117,196
+0.004116,196
+0.004105,196
+0.004325,196
+0.004107,196
+0.004109,196
+0.004101,196
+0.004195,196
+0.004197,196
+0.004107,196
+0.004083,196
+0.004143,196
+0.004084,196
+0.004081,196
+0.004082,196
+0.004170,196
+0.004112,196
+0.004318,198
+0.004213,198
+0.004337,198
+0.004214,198
+0.004221,198
+0.004428,198
+0.004661,198
+0.004246,198
+0.004222,198
+0.004220,198
+0.004276,198
+0.004216,198
+0.004216,198
+0.004216,198
+0.004276,198
+0.004217,198
+0.004213,198
+0.004215,198
+0.004296,198
+0.004217,198
+0.004212,198
+0.004212,198
+0.004280,198
+0.004213,198
+0.004212,198
+0.004426,198
+0.004250,198
+0.004213,198
+0.004275,198
+0.004559,198
+0.004351,198
+0.004217,198
+0.004215,198
+0.004253,198
+0.004269,198
+0.004281,198
+0.004236,198
+0.004277,198
+0.004218,198
+0.004223,198
+0.004214,198
+0.004282,198
+0.004261,198
+0.004236,198
+0.004212,198
+0.004287,198
+0.004214,198
+0.004212,198
+0.004216,198
+0.004355,198
+0.004310,198
+0.004226,198
+0.004401,198
+0.004622,198
+0.004228,198
+0.004243,198
+0.004255,198
+0.004280,198
+0.004212,198
+0.004213,198
+0.004215,198
+0.004380,198
+0.004283,198
+0.004212,198
+0.004255,198
+0.004258,198
+0.004219,198
+0.004212,198
+0.004250,198
+0.004269,198
+0.004219,198
+0.004212,198
+0.004329,198
+0.004275,198
+0.004237,198
+0.004275,198
+0.004463,198
+0.004471,198
+0.004213,198
+0.004217,198
+0.004276,198
+0.004217,198
+0.004242,198
+0.004213,198
+0.004380,198
+0.004281,198
+0.004233,198
+0.004236,198
+0.004297,198
+0.004251,198
+0.004215,198
+0.004216,198
+0.004283,198
+0.004217,198
+0.004213,198
+0.004256,198
+0.004317,198
+0.004218,198
+0.004213,198
+0.004384,198
+0.004875,200
+0.004366,200
+0.004361,200
+0.004399,200
+0.004415,200
+0.004386,200
+0.004407,200
+0.004432,200
+0.004415,200
+0.004395,200
+0.004359,200
+0.004429,200
+0.004360,200
+0.004360,200
+0.004363,200
+0.004422,200
+0.004364,200
+0.004360,200
+0.004365,200
+0.004492,200
+0.004363,200
+0.004359,200
+0.004645,200
+0.004694,200
+0.004384,200
+0.004401,200
+0.004458,200
+0.004390,200
+0.004361,200
+0.004362,200
+0.004420,200
+0.004363,200
+0.004360,200
+0.004362,200
+0.004421,200
+0.004365,200
+0.004360,200
+0.004395,200
+0.004394,200
+0.004364,200
+0.004419,200
+0.004473,200
+0.004394,200
+0.004363,200
+0.004360,200
+0.004659,200
+0.004696,200
+0.004363,200
+0.004363,200
+0.004435,200
+0.004360,200
+0.004365,200
+0.004362,200
+0.004423,200
+0.004365,200
+0.004360,200
+0.004391,200
+0.004401,200
+0.004360,200
+0.004360,200
+0.004427,200
+0.004361,200
+0.004364,200
+0.004360,200
+0.004512,200
+0.004462,200
+0.004412,200
+0.004441,200
+0.004719,200
+0.004610,200
+0.004381,200
+0.004391,200
+0.004394,200
+0.004364,200
+0.004359,200
+0.004427,200
+0.004363,200
+0.004368,200
+0.004362,200
+0.004423,200
+0.004364,200
+0.004360,200
+0.004360,200
+0.004427,200
+0.004361,200
+0.004359,200
+0.004365,200
+0.004485,200
+0.004360,200
+0.004359,200
+0.004434,200
+0.004607,200
+0.004493,200
+0.004360,200
+0.004424,200
+0.004388,200
+0.004379,200
+0.004362,200
+0.004463,200
+0.004364,200
+0.004613,202
+0.004510,202
+0.004569,202
+0.004569,202
+0.004556,202
+0.004572,202
+0.004568,202
+0.004506,202
+0.004510,202
+0.004647,202
+0.004511,202
+0.004512,202
+0.004506,202
+0.004837,202
+0.004759,202
+0.004527,202
+0.004569,202
+0.004513,202
+0.004506,202
+0.004507,202
+0.004567,202
+0.004573,202
+0.004506,202
+0.004505,202
+0.004572,202
+0.004508,202
+0.004508,202
+0.004534,202
+0.004607,202
+0.004505,202
+0.004505,202
+0.004670,202
+0.004512,202
+0.004506,202
+0.004507,202
+0.004731,202
+0.004904,202
+0.004541,202
+0.004570,202
+0.004554,202
+0.004550,202
+0.004508,202
+0.004588,202
+0.004510,202
+0.004506,202
+0.004534,202
+0.004548,202
+0.004505,202
+0.004509,202
+0.004566,202
+0.004510,202
+0.004506,202
+0.004505,202
+0.004651,202
+0.004515,202
+0.004506,202
+0.004507,202
+0.004745,202
+0.004779,202
+0.004541,202
+0.005156,202
+0.004703,202
+0.004594,202
+0.004549,202
+0.004622,202
+0.004536,202
+0.004507,202
+0.004540,202
+0.004541,202
+0.004506,202
+0.004577,202
+0.004567,202
+0.004510,202
+0.004508,202
+0.004508,202
+0.004650,202
+0.004569,202
+0.004506,202
+0.004534,202
+0.004766,202
+0.004821,202
+0.004531,202
+0.004595,202
+0.004530,202
+0.004506,202
+0.004537,202
+0.004541,202
+0.004552,202
+0.004505,202
+0.004571,202
+0.004506,202
+0.004541,202
+0.004512,202
+0.004737,202
+0.004575,202
+0.005103,202
+0.004676,202
+0.004671,202
+0.004511,202
+0.004506,202
+0.005009,204
+0.004842,204
+0.004876,204
+0.004731,204
+0.004710,204
+0.004678,204
+0.004683,204
+0.004779,204
+0.004634,204
+0.004630,204
+0.004762,204
+0.004729,204
+0.004662,204
+0.004660,204
+0.004727,204
+0.004658,204
+0.004705,204
+0.004630,204
+0.004776,204
+0.004630,204
+0.004630,204
+0.004693,204
+0.004734,204
+0.004899,204
+0.004656,204
+0.004711,204
+0.004653,204
+0.004658,204
+0.004669,204
+0.004662,204
+0.004720,204
+0.004629,204
+0.004696,204
+0.004633,204
+0.004635,204
+0.004657,204
+0.004666,204
+0.004630,204
+0.004630,204
+0.004703,204
+0.004710,204
+0.004629,204
+0.004632,204
+0.004732,204
+0.004913,204
+0.004954,204
+0.004754,204
+0.004660,204
+0.004650,204
+0.004663,204
+0.004727,204
+0.004678,204
+0.004629,204
+0.004697,204
+0.004631,204
+0.004630,204
+0.004633,204
+0.004696,204
+0.004629,204
+0.004630,204
+0.004660,204
+0.004747,204
+0.004632,204
+0.004634,204
+0.004871,204
+0.004808,204
+0.004954,204
+0.004905,204
+0.004718,204
+0.004630,204
+0.004633,204
+0.004883,204
+0.004657,204
+0.004652,204
+0.004680,204
+0.004664,204
+0.004670,204
+0.004635,204
+0.004735,204
+0.004636,204
+0.004629,204
+0.004642,204
+0.004760,204
+0.004714,204
+0.004629,204
+0.004696,204
+0.004633,204
+0.004911,204
+0.004861,204
+0.004721,204
+0.004634,204
+0.004653,204
+0.004802,204
+0.004630,204
+0.004630,204
+0.004633,204
+0.004692,204
+0.004636,204
+0.004629,204
+0.004660,204
+0.004924,206
+0.004774,206
+0.004782,206
+0.004954,206
+0.004774,206
+0.004768,206
+0.004833,206
+0.004776,206
+0.005023,206
+0.005055,206
+0.004881,206
+0.004827,206
+0.004799,206
+0.004937,206
+0.004790,206
+0.004772,206
+0.004799,206
+0.004842,206
+0.004774,206
+0.004841,206
+0.004854,206
+0.004783,206
+0.004769,206
+0.004809,206
+0.004883,206
+0.004772,206
+0.004780,206
+0.004834,206
+0.004769,206
+0.005048,206
+0.005067,206
+0.004833,206
+0.004809,206
+0.004795,206
+0.004867,206
+0.004885,206
+0.004772,206
+0.004829,206
+0.004773,206
+0.004769,206
+0.004774,206
+0.004830,206
+0.004772,206
+0.004769,206
+0.004840,206
+0.004875,206
+0.004769,206
+0.004771,206
+0.004831,206
+0.004773,206
+0.005113,206
+0.007995,206
+0.008452,206
+0.008079,206
+0.004899,206
+0.004804,206
+0.004890,206
+0.004867,206
+0.004817,206
+0.004849,206
+0.004793,206
+0.004769,206
+0.004773,206
+0.004853,206
+0.004848,206
+0.004771,206
+0.004855,206
+0.004816,206
+0.004872,206
+0.005138,206
+0.004869,206
+0.004817,206
+0.004909,206
+0.004867,206
+0.004769,206
+0.004772,206
+0.004822,206
+0.004817,206
+0.004771,206
+0.004769,206
+0.004853,206
+0.004775,206
+0.004769,206
+0.004810,206
+0.004889,206
+0.004830,206
+0.004773,206
+0.004847,206
+0.004771,206
+0.004953,206
+0.005091,206
+0.004828,206
+0.004772,206
+0.004789,206
+0.004878,206
+0.004794,206
+0.004769,206
+0.004853,206
+0.004769,206
+0.004771,206
+0.005036,208
+0.005039,208
+0.004925,208
+0.004919,208
+0.005021,208
+0.005021,208
+0.004919,208
+0.004978,208
+0.004968,208
+0.004918,208
+0.005219,208
+0.005136,208
+0.004977,208
+0.005095,208
+0.005023,208
+0.004945,208
+0.004943,208
+0.005017,208
+0.004997,208
+0.004923,208
+0.004930,208
+0.005022,208
+0.004922,208
+0.004961,208
+0.004998,208
+0.004979,208
+0.004918,208
+0.004960,208
+0.004986,208
+0.004919,208
+0.005191,208
+0.005119,208
+0.004947,208
+0.004944,208
+0.004981,208
+0.004919,208
+0.005006,208
+0.004949,208
+0.004951,208
+0.004922,208
+0.004920,208
+0.004983,208
+0.004919,208
+0.004918,208
+0.004981,208
+0.005008,208
+0.004927,208
+0.004949,208
+0.004953,208
+0.004924,208
+0.005130,208
+0.005277,208
+0.004958,208
+0.004919,208
+0.005014,208
+0.004946,208
+0.004918,208
+0.004952,208
+0.004955,208
+0.004919,208
+0.004920,208
+0.004986,208
+0.004918,208
+0.004918,208
+0.004971,208
+0.004995,208
+0.004938,208
+0.005102,208
+0.005016,208
+0.004951,208
+0.005049,208
+0.005315,208
+0.004940,208
+0.004971,208
+0.005001,208
+0.004947,208
+0.004945,208
+0.004969,208
+0.005006,208
+0.004923,208
+0.004919,208
+0.004984,208
+0.004922,208
+0.004919,208
+0.004948,208
+0.005040,208
+0.005027,208
+0.004921,208
+0.004980,208
+0.004925,208
+0.004918,208
+0.005315,208
+0.005033,208
+0.004925,208
+0.004946,208
+0.004956,208
+0.004919,208
+0.004922,208
+0.004980,208
+0.004922,208
+0.005214,210
+0.005162,210
+0.005099,210
+0.005105,210
+0.005186,210
+0.005162,210
+0.005276,210
+0.005236,210
+0.005176,210
+0.005095,210
+0.005244,210
+0.005476,210
+0.005100,210
+0.005196,210
+0.005180,210
+0.005102,210
+0.005095,210
+0.005179,210
+0.005141,210
+0.005170,210
+0.005148,210
+0.005152,210
+0.005102,210
+0.005099,210
+0.005162,210
+0.005164,210
+0.005137,210
+0.005179,210
+0.005100,210
+0.005098,210
+0.005395,210
+0.005238,210
+0.005161,210
+0.005177,210
+0.005125,210
+0.005229,210
+0.005146,210
+0.005129,210
+0.005099,210
+0.005098,210
+0.005160,210
+0.005096,210
+0.005100,210
+0.005157,210
+0.005181,210
+0.005095,210
+0.005163,210
+0.005100,210
+0.005097,210
+0.005175,210
+0.005415,210
+0.005359,210
+0.005202,210
+0.005224,210
+0.005125,210
+0.005177,210
+0.005315,210
+0.005119,210
+0.005096,210
+0.005162,210
+0.005102,210
+0.005095,210
+0.005125,210
+0.005134,210
+0.005175,210
+0.005097,210
+0.005196,210
+0.005098,210
+0.005097,210
+0.005353,210
+0.005342,210
+0.005119,210
+0.005177,210
+0.005102,210
+0.005146,210
+0.005160,210
+0.005101,210
+0.005107,210
+0.005126,210
+0.005128,210
+0.005100,210
+0.005098,210
+0.005166,210
+0.005230,210
+0.005131,210
+0.005158,210
+0.005099,210
+0.005097,210
+0.005200,210
+0.005421,210
+0.005113,210
+0.005148,210
+0.005129,210
+0.005099,210
+0.005100,210
+0.005155,210
+0.005172,210
+0.005104,210
+0.005160,210
+0.005100,210
+0.005338,212
+0.005299,212
+0.005295,212
+0.005210,212
+0.005338,212
+0.005213,212
+0.005208,212
+0.005261,212
+0.005489,212
+0.005501,212
+0.005398,212
+0.005309,212
+0.005229,212
+0.005254,212
+0.005347,212
+0.005216,212
+0.005218,212
+0.005280,212
+0.005212,212
+0.005255,212
+0.005271,212
+0.005316,212
+0.005210,212
+0.005294,212
+0.005210,212
+0.005210,212
+0.005296,212
+0.005481,212
+0.005432,212
+0.005325,212
+0.005243,212
+0.005295,212
+0.005212,212
+0.005296,212
+0.005209,212
+0.005213,212
+0.005270,212
+0.005212,212
+0.005210,212
+0.005275,212
+0.005297,212
+0.005215,212
+0.005271,212
+0.005213,212
+0.005209,212
+0.005241,212
+0.005435,212
+0.005482,212
+0.005306,212
+0.005241,212
+0.005210,212
+0.005216,212
+0.005293,212
+0.005209,212
+0.005214,212
+0.005270,212
+0.005212,212
+0.005214,212
+0.005270,212
+0.005257,212
+0.005216,212
+0.005388,212
+0.005245,212
+0.005221,212
+0.005250,212
+0.005424,212
+0.005478,212
+0.005264,212
+0.005265,212
+0.005257,212
+0.005250,212
+0.005272,212
+0.005208,212
+0.005213,212
+0.005271,212
+0.005214,212
+0.005270,212
+0.005321,212
+0.005319,212
+0.005250,212
+0.005280,212
+0.005211,212
+0.005216,212
+0.005238,212
+0.005358,212
+0.005522,212
+0.005261,212
+0.005268,212
+0.005213,212
+0.005252,212
+0.005271,212
+0.005213,212
+0.005221,212
+0.005293,212
+0.005210,212
+0.005214,212
+0.005291,212
+0.005254,212
+0.005251,212
+0.005415,212
+0.005511,214
+0.005377,214
+0.005431,214
+0.005497,214
+0.005634,214
+0.005582,214
+0.005380,214
+0.005369,214
+0.005434,214
+0.005454,214
+0.005416,214
+0.005450,214
+0.005415,214
+0.005371,214
+0.005402,214
+0.005410,214
+0.005471,214
+0.005407,214
+0.005401,214
+0.005369,214
+0.005376,214
+0.005434,214
+0.005608,214
+0.005504,214
+0.005458,214
+0.005459,214
+0.005456,214
+0.005460,214
+0.005475,214
+0.005412,214
+0.005440,214
+0.005371,214
+0.005371,214
+0.005431,214
+0.005435,214
+0.005369,214
+0.005473,214
+0.005393,214
+0.005372,214
+0.005430,214
+0.005473,214
+0.005797,214
+0.005643,214
+0.005410,214
+0.005420,214
+0.005513,214
+0.005400,214
+0.005405,214
+0.005477,214
+0.005369,214
+0.005369,214
+0.005436,214
+0.005374,214
+0.005494,214
+0.005534,214
+0.005442,214
+0.005402,214
+0.005645,214
+0.005529,214
+0.005776,214
+0.005501,214
+0.005429,214
+0.005412,214
+0.005443,214
+0.005445,214
+0.005392,214
+0.005399,214
+0.005408,214
+0.005370,214
+0.005399,214
+0.005412,214
+0.005515,214
+0.005474,214
+0.005406,214
+0.005369,214
+0.005374,214
+0.005431,214
+0.005568,214
+0.005725,214
+0.005470,214
+0.005413,214
+0.005427,214
+0.005471,214
+0.005412,214
+0.005399,214
+0.005446,214
+0.005378,214
+0.005411,214
+0.005457,214
+0.005401,214
+0.005452,214
+0.005452,214
+0.005376,214
+0.005369,214
+0.005473,214
+0.005397,214
+0.005785,214
+0.005732,214
+0.005391,214
+0.005625,214
+0.006151,216
+0.005788,216
+0.006171,216
+0.006296,216
+0.006094,216
+0.006567,216
+0.008187,216
+0.006341,216
+0.006257,216
+0.006222,216
+0.006249,216
+0.006635,216
+0.007265,216
+0.006322,216
+0.006406,216
+0.006345,216
+0.006161,216
+0.006079,216
+0.007007,216
+0.006613,216
+0.006141,216
+0.006247,216
+0.006074,216
+0.007351,216
+0.005990,216
+0.006103,216
+0.007244,216
+0.007006,216
+0.008089,216
+0.006477,216
+0.007051,216
+0.007433,216
+0.007063,216
+0.006501,216
+0.006232,216
+0.006415,216
+0.006916,216
+0.007117,216
+0.007403,216
+0.006350,216
+0.007760,216
+0.006184,216
+0.005968,216
+0.007188,216
+0.006074,216
+0.007077,216
+0.005790,216
+0.006115,216
+0.008246,216
+0.007490,216
+0.007457,216
+0.005645,216
+0.006889,216
+0.006281,216
+0.006042,216
+0.006582,216
+0.006166,216
+0.006802,216
+0.006558,216
+0.006041,216
+0.006568,216
+0.006179,216
+0.006179,216
+0.006787,216
+0.007046,216
+0.008044,216
+0.006161,216
+0.006380,216
+0.006220,216
+0.005972,216
+0.007988,216
+0.006318,216
+0.007219,216
+0.007577,216
+0.007820,216
+0.006773,216
+0.006201,216
+0.006750,216
+0.006430,216
+0.006074,216
+0.006347,216
+0.005806,216
+0.006344,216
+0.006285,216
+0.006094,216
+0.006686,216
+0.005977,216
+0.005836,216
+0.006300,216
+0.007047,216
+0.006276,216
+0.006208,216
+0.005685,216
+0.006487,216
+0.006019,216
+0.005781,216
+0.007648,216
+0.005997,216
+0.007177,216
+0.006766,216
+0.006210,218
+0.007256,218
+0.005898,218
+0.006264,218
+0.009736,218
+0.005934,218
+0.006642,218
+0.005758,218
+0.006376,218
+0.006204,218
+0.005705,218
+0.006358,218
+0.005827,218
+0.005790,218
+0.006412,218
+0.005781,218
+0.006085,218
+0.006048,218
+0.005698,218
+0.006003,218
+0.006033,218
+0.005719,218
+0.005811,218
+0.005729,218
+0.005720,218
+0.005784,218
+0.005733,218
+0.005670,218
+0.005820,218
+0.005687,218
+0.005769,218
+0.005788,218
+0.005663,218
+0.005668,218
+0.005807,218
+0.005668,218
+0.005742,218
+0.006086,218
+0.005812,218
+0.005815,218
+0.005765,218
+0.005701,218
+0.005771,218
+0.005702,218
+0.005669,218
+0.005714,218
+0.005747,218
+0.005663,218
+0.005804,218
+0.005729,218
+0.005664,218
+0.005859,218
+0.005708,218
+0.005690,218
+0.005978,218
+0.006048,218
+0.005702,218
+0.005724,218
+0.005713,218
+0.005784,218
+0.006000,218
+0.005901,218
+0.005784,218
+0.006205,218
+0.005706,218
+0.005842,218
+0.005730,218
+0.005667,218
+0.005869,218
+0.005789,218
+0.005679,218
+0.005993,218
+0.006072,218
+0.005793,218
+0.005816,218
+0.006076,218
+0.005689,218
+0.005872,218
+0.006006,218
+0.005817,218
+0.005734,218
+0.005828,218
+0.005804,218
+0.005768,218
+0.005742,218
+0.005726,218
+0.005716,218
+0.005692,218
+0.005666,218
+0.006121,218
+0.005762,218
+0.005669,218
+0.005726,218
+0.005705,218
+0.005708,218
+0.005705,218
+0.005665,218
+0.005668,218
+0.005781,218
+0.005691,218
+0.006165,220
+0.005818,220
+0.005839,220
+0.005879,220
+0.005838,220
+0.005813,220
+0.006274,220
+0.005964,220
+0.005843,220
+0.005911,220
+0.005859,220
+0.005875,220
+0.005888,220
+0.005807,220
+0.005817,220
+0.005982,220
+0.005889,220
+0.006092,220
+0.005858,220
+0.005828,220
+0.005898,220
+0.005814,220
+0.005815,220
+0.006025,220
+0.005997,220
+0.005881,220
+0.005914,220
+0.005823,220
+0.005818,220
+0.005881,220
+0.005815,220
+0.005816,220
+0.005895,220
+0.005814,220
+0.005960,220
+0.005851,220
+0.005817,220
+0.005895,220
+0.005836,220
+0.005965,220
+0.006084,220
+0.005981,220
+0.005879,220
+0.005960,220
+0.005945,220
+0.005819,220
+0.005910,220
+0.005815,220
+0.006064,220
+0.005851,220
+0.005837,220
+0.006360,220
+0.005851,220
+0.005961,220
+0.006022,220
+0.005815,220
+0.005884,220
+0.006152,220
+0.006042,220
+0.005933,220
+0.005918,220
+0.005819,220
+0.005834,220
+0.005856,220
+0.005812,220
+0.005853,220
+0.005851,220
+0.005817,220
+0.005985,220
+0.005819,220
+0.005813,220
+0.005885,220
+0.005815,220
+0.005817,220
+0.006085,220
+0.006280,220
+0.005859,220
+0.005925,220
+0.005816,220
+0.005828,220
+0.005856,220
+0.005813,220
+0.005826,220
+0.005852,220
+0.005817,220
+0.005921,220
+0.005824,220
+0.005839,220
+0.005873,220
+0.005821,220
+0.005856,220
+0.006110,220
+0.006147,220
+0.005837,220
+0.005921,220
+0.005834,220
+0.005838,220
+0.005865,220
+0.005813,220
+0.005827,220
+0.006199,222
+0.006047,222
+0.006113,222
+0.005991,222
+0.005998,222
+0.006044,222
+0.005992,222
+0.005992,222
+0.006332,222
+0.006240,222
+0.006050,222
+0.006050,222
+0.006035,222
+0.006060,222
+0.006039,222
+0.006035,222
+0.006087,222
+0.005991,222
+0.006057,222
+0.006044,222
+0.005994,222
+0.006002,222
+0.006035,222
+0.006061,222
+0.006153,222
+0.006487,222
+0.006039,222
+0.006085,222
+0.006020,222
+0.006097,222
+0.006120,222
+0.006067,222
+0.006035,222
+0.006069,222
+0.005991,222
+0.006187,222
+0.005994,222
+0.005995,222
+0.006040,222
+0.005995,222
+0.005993,222
+0.006250,222
+0.006297,222
+0.006125,222
+0.006036,222
+0.006073,222
+0.006072,222
+0.005997,222
+0.005991,222
+0.006043,222
+0.005993,222
+0.006054,222
+0.006039,222
+0.005995,222
+0.006002,222
+0.006036,222
+0.005991,222
+0.006044,222
+0.006302,222
+0.006241,222
+0.006090,222
+0.006012,222
+0.006042,222
+0.006062,222
+0.005993,222
+0.006003,222
+0.006059,222
+0.005991,222
+0.006520,222
+0.005994,222
+0.006099,222
+0.006051,222
+0.006056,222
+0.006015,222
+0.006136,222
+0.006390,222
+0.006093,222
+0.006011,222
+0.006018,222
+0.006080,222
+0.006039,222
+0.006015,222
+0.006043,222
+0.005996,222
+0.006123,222
+0.006034,222
+0.005996,222
+0.006089,222
+0.005991,222
+0.005995,222
+0.006039,222
+0.006226,222
+0.006255,222
+0.006094,222
+0.006012,222
+0.006004,222
+0.006030,222
+0.005996,222
+0.006041,222
+0.005995,222
+0.006544,224
+0.006214,224
+0.006159,224
+0.006201,224
+0.006209,224
+0.006269,224
+0.006196,224
+0.006284,224
+0.006576,224
+0.006228,224
+0.006259,224
+0.006181,224
+0.006204,224
+0.006160,224
+0.006206,224
+0.006182,224
+0.006215,224
+0.006209,224
+0.006159,224
+0.006160,224
+0.006209,224
+0.006219,224
+0.006184,224
+0.006200,224
+0.006813,224
+0.006231,224
+0.006438,224
+0.006208,224
+0.006394,224
+0.006190,224
+0.006206,224
+0.006190,224
+0.006220,224
+0.006259,224
+0.006164,224
+0.006159,224
+0.006209,224
+0.006155,224
+0.006170,224
+0.006197,224
+0.006456,224
+0.006614,224
+0.006198,224
+0.006202,224
+0.006229,224
+0.006181,224
+0.006217,224
+0.006183,224
+0.006216,224
+0.006229,224
+0.006287,224
+0.006185,224
+0.006209,224
+0.006493,224
+0.006197,224
+0.006170,224
+0.006525,224
+0.006446,224
+0.006177,224
+0.006217,224
+0.006214,224
+0.006162,224
+0.006206,224
+0.006165,224
+0.006261,224
+0.006237,224
+0.006162,224
+0.006220,224
+0.006216,224
+0.006155,224
+0.006170,224
+0.006198,224
+0.006455,224
+0.006439,224
+0.006188,224
+0.006182,224
+0.006247,224
+0.006160,224
+0.006166,224
+0.006200,224
+0.006179,224
+0.006269,224
+0.006159,224
+0.006158,224
+0.006210,224
+0.006179,224
+0.006262,224
+0.006195,224
+0.006400,224
+0.006445,224
+0.006241,224
+0.006192,224
+0.006266,224
+0.006244,224
+0.006168,224
+0.006225,224
+0.006156,224
+0.006312,224
+0.006159,224
+0.006161,224
+0.006549,226
+0.006319,226
+0.006334,226
+0.006360,226
+0.006602,226
+0.006872,226
+0.006318,226
+0.006371,226
+0.006378,226
+0.006344,226
+0.006397,226
+0.006370,226
+0.006379,226
+0.006397,226
+0.006319,226
+0.006400,226
+0.006359,226
+0.006319,226
+0.006389,226
+0.006320,226
+0.006569,226
+0.006630,226
+0.006340,226
+0.006420,226
+0.006365,226
+0.006322,226
+0.006366,226
+0.006323,226
+0.006906,226
+0.006387,226
+0.006637,226
+0.006371,226
+0.006345,226
+0.006332,226
+0.006357,226
+0.006324,226
+0.006945,226
+0.006377,226
+0.006349,226
+0.006376,226
+0.006559,226
+0.006351,226
+0.006320,226
+0.006376,226
+0.006434,226
+0.006335,226
+0.006330,226
+0.006359,226
+0.006322,226
+0.006369,226
+0.006323,226
+0.006419,226
+0.006789,226
+0.006450,226
+0.006401,226
+0.006351,226
+0.006318,226
+0.006375,226
+0.006323,226
+0.006379,226
+0.006371,226
+0.006317,226
+0.006370,226
+0.006323,226
+0.006361,226
+0.006372,226
+0.006318,226
+0.006571,226
+0.006741,226
+0.006366,226
+0.006431,226
+0.006340,226
+0.006364,226
+0.006402,226
+0.006318,226
+0.006461,226
+0.006320,226
+0.006319,226
+0.006371,226
+0.006320,226
+0.006330,226
+0.006366,226
+0.006392,226
+0.006721,226
+0.006562,226
+0.006344,226
+0.006403,226
+0.006320,226
+0.006370,226
+0.006322,226
+0.006342,226
+0.006452,226
+0.006320,226
+0.006332,226
+0.006359,226
+0.006359,226
+0.006367,226
+0.006324,226
+0.006318,226
+0.006649,226
+0.007106,228
+0.006580,228
+0.006485,228
+0.006484,228
+0.006534,228
+0.006483,228
+0.006636,228
+0.006547,228
+0.006541,228
+0.006579,228
+0.006543,228
+0.006496,228
+0.006526,228
+0.006482,228
+0.006787,228
+0.006789,228
+0.006515,228
+0.006587,228
+0.006502,228
+0.006544,228
+0.006491,228
+0.006656,228
+0.006526,228
+0.006488,228
+0.006556,228
+0.006483,228
+0.006483,228
+0.006536,228
+0.006488,228
+0.006665,228
+0.006857,228
+0.006545,228
+0.006555,228
+0.006531,228
+0.006544,228
+0.006483,228
+0.006527,228
+0.006643,228
+0.006481,228
+0.006529,228
+0.006496,228
+0.006636,228
+0.006586,228
+0.006502,228
+0.006495,228
+0.007019,228
+0.006552,228
+0.006599,228
+0.006554,228
+0.006495,228
+0.006529,228
+0.006485,228
+0.006610,228
+0.006486,228
+0.006483,228
+0.006535,228
+0.006484,228
+0.006531,228
+0.006488,228
+0.006585,228
+0.006792,228
+0.006762,228
+0.006576,228
+0.006481,228
+0.006486,228
+0.006535,228
+0.006481,228
+0.006615,228
+0.006484,228
+0.006499,228
+0.006538,228
+0.006495,228
+0.006501,228
+0.006530,228
+0.006481,228
+0.006686,228
+0.006840,228
+0.006519,228
+0.006612,228
+0.006503,228
+0.006565,228
+0.006530,228
+0.006877,228
+0.006551,228
+0.006489,228
+0.006533,228
+0.006620,228
+0.006507,228
+0.006530,228
+0.006486,228
+0.006534,228
+0.006951,228
+0.006530,228
+0.006585,228
+0.006482,228
+0.006564,228
+0.006488,228
+0.006579,228
+0.006645,228
+0.006481,228
+0.006906,230
+0.006664,230
+0.006654,230
+0.006708,230
+0.006732,230
+0.007061,230
+0.007030,230
+0.007347,230
+0.007360,230
+0.007459,230
+0.007354,230
+0.007573,230
+0.007686,230
+0.007985,230
+0.007109,230
+0.007216,230
+0.007353,230
+0.008097,230
+0.009631,230
+0.007771,230
+0.009133,230
+0.007343,230
+0.008509,230
+0.007966,230
+0.007210,230
+0.008854,230
+0.008231,230
+0.007544,230
+0.008028,230
+0.007625,230
+0.007927,230
+0.008986,230
+0.008489,230
+0.009163,230
+0.011969,230
+0.011834,230
+0.008479,230
+0.007426,230
+0.007346,230
+0.008399,230
+0.008797,230
+0.007532,230
+0.007414,230
+0.006996,230
+0.007756,230
+0.006975,230
+0.007077,230
+0.007386,230
+0.007467,230
+0.007776,230
+0.007609,230
+0.007568,230
+0.007361,230
+0.007952,230
+0.007071,230
+0.008761,230
+0.007205,230
+0.008618,230
+0.007297,230
+0.007950,230
+0.007024,230
+0.008121,230
+0.007081,230
+0.007821,230
+0.007059,230
+0.006998,230
+0.007775,230
+0.007005,230
+0.008090,230
+0.007026,230
+0.007915,230
+0.007400,230
+0.007968,230
+0.007076,230
+0.006918,230
+0.007954,230
+0.006799,230
+0.008414,230
+0.006951,230
+0.008150,230
+0.007105,230
+0.008124,230
+0.006950,230
+0.006990,230
+0.008277,230
+0.006900,230
+0.007570,230
+0.007040,230
+0.007710,230
+0.007099,230
+0.006936,230
+0.007400,230
+0.006832,230
+0.006759,230
+0.006929,230
+0.006787,230
+0.006863,230
+0.006921,230
+0.007279,230
+0.008303,230
+0.007663,232
+0.008658,232
+0.006971,232
+0.007331,232
+0.007265,232
+0.007715,232
+0.008007,232
+0.007884,232
+0.007827,232
+0.008317,232
+0.007851,232
+0.008945,232
+0.008069,232
+0.008027,232
+0.008219,232
+0.010375,232
+0.009157,232
+0.007510,232
+0.008506,232
+0.007659,232
+0.007794,232
+0.008050,232
+0.007744,232
+0.008130,232
+0.008074,232
+0.009084,232
+0.007656,232
+0.007832,232
+0.007544,232
+0.007925,232
+0.007558,232
+0.008052,232
+0.007596,232
+0.007857,232
+0.007764,232
+0.008353,232
+0.007662,232
+0.007970,232
+0.007488,232
+0.007856,232
+0.007517,232
+0.007807,232
+0.007618,232
+0.007640,232
+0.007767,232
+0.007442,232
+0.008778,232
+0.008466,232
+0.009341,232
+0.007269,232
+0.007878,232
+0.007136,232
+0.007985,232
+0.007516,232
+0.008181,232
+0.007519,232
+0.007891,232
+0.007465,232
+0.008925,232
+0.007472,232
+0.007641,232
+0.008206,232
+0.007339,232
+0.008165,232
+0.007036,232
+0.008310,232
+0.007241,232
+0.007607,232
+0.007111,232
+0.007456,232
+0.007123,232
+0.007018,232
+0.007113,232
+0.006921,232
+0.007212,232
+0.007295,232
+0.006936,232
+0.006939,232
+0.007001,232
+0.006917,232
+0.006998,232
+0.006892,232
+0.006963,232
+0.006877,232
+0.006901,232
+0.006871,232
+0.006835,232
+0.006900,232
+0.006971,232
+0.007192,232
+0.006898,232
+0.006905,232
+0.006866,232
+0.006936,232
+0.007135,232
+0.006877,232
+0.006894,232
+0.006838,232
+0.006897,232
+0.006900,232
+0.007237,234
+0.007229,234
+0.007226,234
+0.007570,234
+0.007112,234
+0.007043,234
+0.007135,234
+0.007101,234
+0.007239,234
+0.007078,234
+0.007109,234
+0.007069,234
+0.007125,234
+0.007131,234
+0.007047,234
+0.007088,234
+0.007028,234
+0.007460,234
+0.007143,234
+0.007030,234
+0.007112,234
+0.007027,234
+0.007208,234
+0.007024,234
+0.007050,234
+0.007111,234
+0.007026,234
+0.007117,234
+0.007020,234
+0.007249,234
+0.007210,234
+0.007394,234
+0.007278,234
+0.007165,234
+0.007221,234
+0.007963,234
+0.009203,234
+0.008000,234
+0.007206,234
+0.007376,234
+0.007202,234
+0.007165,234
+0.007109,234
+0.007178,234
+0.007352,234
+0.007577,234
+0.007112,234
+0.007174,234
+0.007093,234
+0.007694,234
+0.007190,234
+0.007050,234
+0.007141,234
+0.007084,234
+0.007142,234
+0.007064,234
+0.007727,234
+0.007223,234
+0.007325,234
+0.007454,234
+0.007197,234
+0.007191,234
+0.007104,234
+0.007222,234
+0.007170,234
+0.007125,234
+0.007088,234
+0.007044,234
+0.007124,234
+0.007086,234
+0.007128,234
+0.007025,234
+0.007278,234
+0.007411,234
+0.007062,234
+0.007125,234
+0.007030,234
+0.007122,234
+0.007101,234
+0.007102,234
+0.007911,234
+0.007742,234
+0.008329,234
+0.010380,234
+0.008026,234
+0.008500,234
+0.008256,234
+0.008138,234
+0.008184,234
+0.008851,234
+0.008628,234
+0.009289,234
+0.008313,234
+0.007911,234
+0.007843,234
+0.008029,234
+0.007784,234
+0.007991,234
+0.008368,234
+0.008967,234
+0.008834,236
+0.008266,236
+0.008228,236
+0.008136,236
+0.007759,236
+0.007821,236
+0.007737,236
+0.008175,236
+0.007579,236
+0.007759,236
+0.007853,236
+0.008212,236
+0.007521,236
+0.007879,236
+0.007829,236
+0.008431,236
+0.007612,236
+0.007583,236
+0.007709,236
+0.007579,236
+0.007473,236
+0.007549,236
+0.007520,236
+0.007821,236
+0.007461,236
+0.007356,236
+0.007291,236
+0.007332,236
+0.007349,236
+0.007236,236
+0.007218,236
+0.007238,236
+0.007243,236
+0.007231,236
+0.007609,236
+0.007350,236
+0.007396,236
+0.007753,236
+0.007261,236
+0.007650,236
+0.007419,236
+0.007379,236
+0.007389,236
+0.007298,236
+0.007704,236
+0.007321,236
+0.007505,236
+0.007313,236
+0.007608,236
+0.007351,236
+0.007657,236
+0.007536,236
+0.007321,236
+0.008096,236
+0.007385,236
+0.007427,236
+0.007215,236
+0.007849,236
+0.007234,236
+0.007367,236
+0.007348,236
+0.007299,236
+0.007194,236
+0.007443,236
+0.007902,236
+0.007590,236
+0.007554,236
+0.007431,236
+0.007748,236
+0.007674,236
+0.007683,236
+0.007500,236
+0.007520,236
+0.007672,236
+0.007701,236
+0.007689,236
+0.007781,236
+0.007872,236
+0.007630,236
+0.007828,236
+0.007667,236
+0.008095,236
+0.008005,236
+0.007886,236
+0.011243,236
+0.008679,236
+0.007297,236
+0.007512,236
+0.007207,236
+0.007647,236
+0.007748,236
+0.007369,236
+0.007605,236
+0.007382,236
+0.008036,236
+0.007378,236
+0.007765,236
+0.007261,236
+0.008214,236
+0.007343,236
+0.008624,238
+0.007429,238
+0.008038,238
+0.007670,238
+0.007491,238
+0.007370,238
+0.007469,238
+0.007570,238
+0.007449,238
+0.007586,238
+0.007496,238
+0.007464,238
+0.007847,238
+0.007520,238
+0.007370,238
+0.007655,238
+0.007782,238
+0.007511,238
+0.007451,238
+0.007444,238
+0.007455,238
+0.007374,238
+0.007449,238
+0.007378,238
+0.007449,238
+0.007370,238
+0.007508,238
+0.007370,238
+0.007410,238
+0.007805,238
+0.007561,238
+0.007425,238
+0.007431,238
+0.007451,238
+0.007467,238
+0.007449,238
+0.007414,238
+0.007432,238
+0.007401,238
+0.007409,238
+0.007371,238
+0.007368,238
+0.007521,238
+0.007874,238
+0.007490,238
+0.007442,238
+0.007476,238
+0.007785,238
+0.007454,238
+0.007751,238
+0.007405,238
+0.007598,238
+0.007370,238
+0.007409,238
+0.007369,238
+0.007427,238
+0.008021,238
+0.007421,238
+0.007365,238
+0.007567,238
+0.008946,238
+0.008478,238
+0.010571,238
+0.009349,238
+0.011127,238
+0.009461,238
+0.008439,238
+0.008230,238
+0.008482,238
+0.009090,238
+0.008313,238
+0.008916,238
+0.009600,238
+0.009170,238
+0.008555,238
+0.008817,238
+0.008428,238
+0.008248,238
+0.008378,238
+0.008190,238
+0.008983,238
+0.010074,238
+0.009864,238
+0.009125,238
+0.008735,238
+0.007859,238
+0.007874,238
+0.007669,238
+0.007687,238
+0.007573,238
+0.008210,238
+0.008295,238
+0.008358,238
+0.007898,238
+0.008410,238
+0.007990,238
+0.007957,238
+0.008097,238
+0.008056,238
+0.007972,238
+0.008653,240
+0.008411,240
+0.009443,240
+0.010387,240
+0.009186,240
+0.009200,240
+0.008355,240
+0.008307,240
+0.008691,240
+0.009048,240
+0.009448,240
+0.008462,240
+0.010544,240
+0.009193,240
+0.010076,240
+0.008931,240
+0.008495,240
+0.008309,240
+0.008280,240
+0.008282,240
+0.008086,240
+0.008305,240
+0.008257,240
+0.008537,240
+0.007775,240
+0.008803,240
+0.008156,240
+0.008703,240
+0.007829,240
+0.009971,240
+0.010236,240
+0.011200,240
+0.008115,240
+0.009301,240
+0.007973,240
+0.008482,240
+0.007937,240
+0.008784,240
+0.013206,240
+0.008126,240
+0.008587,240
+0.008093,240
+0.008492,240
+0.007942,240
+0.008638,240
+0.007867,240
+0.008002,240
+0.007985,240
+0.008097,240
+0.008768,240
+0.008668,240
+0.007959,240
+0.008045,240
+0.007915,240
+0.007964,240
+0.009017,240
+0.010591,240
+0.010042,240
+0.011167,240
+0.010816,240
+0.008555,240
+0.010858,240
+0.009223,240
+0.010121,240
+0.008837,240
+0.008203,240
+0.008618,240
+0.008413,240
+0.008477,240
+0.008723,240
+0.008598,240
+0.008431,240
+0.008652,240
+0.008653,240
+0.008365,240
+0.008711,240
+0.008385,240
+0.008926,240
+0.008361,240
+0.008319,240
+0.008091,240
+0.008054,240
+0.008121,240
+0.008434,240
+0.010000,240
+0.011078,240
+0.009180,240
+0.008554,240
+0.008533,240
+0.008538,240
+0.008345,240
+0.008361,240
+0.009772,240
+0.009039,240
+0.008347,240
+0.010383,240
+0.011302,240
+0.009205,240
+0.012062,240
+0.009639,240
+0.010181,242
+0.009269,242
+0.009006,242
+0.009717,242
+0.008504,242
+0.010585,242
+0.008997,242
+0.011064,242
+0.010893,242
+0.009848,242
+0.010563,242
+0.009299,242
+0.010176,242
+0.009776,242
+0.013347,242
+0.009719,242
+0.009009,242
+0.009491,242
+0.009756,242
+0.008917,242
+0.009300,242
+0.008440,242
+0.009133,242
+0.008241,242
+0.008374,242
+0.008364,242
+0.008505,242
+0.008798,242
+0.008924,242
+0.009366,242
+0.009250,242
+0.008463,242
+0.008386,242
+0.009386,242
+0.008959,242
+0.008696,242
+0.008675,242
+0.009764,242
+0.008470,242
+0.008959,242
+0.008126,242
+0.008964,242
+0.007957,242
+0.008368,242
+0.007936,242
+0.008271,242
+0.007890,242
+0.008236,242
+0.008135,242
+0.008964,242
+0.007986,242
+0.008580,242
+0.008036,242
+0.008817,242
+0.007993,242
+0.008811,242
+0.008000,242
+0.008834,242
+0.007999,242
+0.008670,242
+0.008321,242
+0.008742,242
+0.008018,242
+0.008544,242
+0.007957,242
+0.008447,242
+0.008035,242
+0.008698,242
+0.007998,242
+0.009916,242
+0.008943,242
+0.008820,242
+0.008849,242
+0.008685,242
+0.009261,242
+0.010206,242
+0.009261,242
+0.008096,242
+0.008463,242
+0.007979,242
+0.008195,242
+0.007949,242
+0.008773,242
+0.008035,242
+0.009100,242
+0.008042,242
+0.008596,242
+0.008102,242
+0.008360,242
+0.008007,242
+0.008242,242
+0.007991,242
+0.008185,242
+0.007931,242
+0.008300,242
+0.007946,242
+0.009118,242
+0.008265,242
+0.008771,242
+0.008246,242
+0.008730,244
+0.008402,244
+0.009118,244
+0.008417,244
+0.009298,244
+0.008481,244
+0.009313,244
+0.008668,244
+0.008875,244
+0.008600,244
+0.008772,244
+0.009428,244
+0.008755,244
+0.009235,244
+0.009010,244
+0.010082,244
+0.008771,244
+0.010093,244
+0.008906,244
+0.009613,244
+0.009461,244
+0.009210,244
+0.010194,244
+0.009208,244
+0.011270,244
+0.009555,244
+0.009779,244
+0.010409,244
+0.009468,244
+0.009655,244
+0.008584,244
+0.008506,244
+0.008732,244
+0.008071,244
+0.008374,244
+0.008024,244
+0.008208,244
+0.008216,244
+0.008539,244
+0.008170,244
+0.008311,244
+0.009333,244
+0.010456,244
+0.009038,244
+0.009488,244
+0.008646,244
+0.008772,244
+0.008282,244
+0.008996,244
+0.013515,244
+0.011108,244
+0.009122,244
+0.009141,244
+0.010592,244
+0.012973,244
+0.010900,244
+0.008776,244
+0.008599,244
+0.008271,244
+0.008535,244
+0.008380,244
+0.008547,244
+0.008541,244
+0.009122,244
+0.009425,244
+0.009985,244
+0.008869,244
+0.009671,244
+0.008826,244
+0.009167,244
+0.009475,244
+0.010463,244
+0.008845,244
+0.009068,244
+0.009923,244
+0.008686,244
+0.009351,244
+0.008841,244
+0.009443,244
+0.009230,244
+0.009117,244
+0.009444,244
+0.008598,244
+0.011855,244
+0.013583,244
+0.009072,244
+0.009092,244
+0.009185,244
+0.014677,244
+0.011672,244
+0.009429,244
+0.008713,244
+0.008714,244
+0.009273,244
+0.010116,244
+0.009393,244
+0.010491,244
+0.008408,244
+0.009318,244
+0.008508,244
+0.009858,246
+0.009395,246
+0.008938,246
+0.011050,246
+0.008977,246
+0.009164,246
+0.009213,246
+0.009397,246
+0.009276,246
+0.009221,246
+0.009539,246
+0.008873,246
+0.009992,246
+0.009103,246
+0.009691,246
+0.010062,246
+0.009052,246
+0.009601,246
+0.009269,246
+0.009436,246
+0.008698,246
+0.008780,246
+0.008658,246
+0.008635,246
+0.009383,246
+0.008811,246
+0.009192,246
+0.008760,246
+0.009154,246
+0.008547,246
+0.009660,246
+0.010609,246
+0.009080,246
+0.009131,246
+0.009144,246
+0.009341,246
+0.013315,246
+0.009230,246
+0.009309,246
+0.009871,246
+0.008865,246
+0.008572,246
+0.010704,246
+0.008672,246
+0.009686,246
+0.011265,246
+0.009018,246
+0.009531,246
+0.008655,246
+0.010740,246
+0.008935,246
+0.008863,246
+0.008870,246
+0.009304,246
+0.009020,246
+0.008978,246
+0.009087,246
+0.008751,246
+0.009580,246
+0.008960,246
+0.009217,246
+0.008830,246
+0.009173,246
+0.008646,246
+0.009105,246
+0.009314,246
+0.008384,246
+0.009238,246
+0.008834,246
+0.009322,246
+0.008750,246
+0.009035,246
+0.008676,246
+0.009955,246
+0.008648,246
+0.009108,246
+0.008685,246
+0.008831,246
+0.009185,246
+0.009365,246
+0.009642,246
+0.008500,246
+0.009377,246
+0.008589,246
+0.008932,246
+0.008653,246
+0.008815,246
+0.008795,246
+0.009015,246
+0.008711,246
+0.009558,246
+0.009287,246
+0.008655,246
+0.008782,246
+0.008563,246
+0.010632,246
+0.008627,246
+0.009575,246
+0.008599,246
+0.009215,246
+0.009130,248
+0.009244,248
+0.009282,248
+0.008789,248
+0.009308,248
+0.008727,248
+0.009762,248
+0.008719,248
+0.008883,248
+0.008873,248
+0.008978,248
+0.008867,248
+0.010259,248
+0.009395,248
+0.008633,248
+0.009338,248
+0.008758,248
+0.009328,248
+0.009498,248
+0.008909,248
+0.009063,248
+0.009817,248
+0.009740,248
+0.009207,248
+0.009438,248
+0.012479,248
+0.010154,248
+0.009249,248
+0.009299,248
+0.010087,248
+0.009723,248
+0.009695,248
+0.010362,248
+0.010546,248
+0.010629,248
+0.010528,248
+0.015329,248
+0.012274,248
+0.011152,248
+0.009396,248
+0.009280,248
+0.009034,248
+0.012744,248
+0.015582,248
+0.015658,248
+0.015078,248
+0.010024,248
+0.009239,248
+0.009943,248
+0.009773,248
+0.014537,248
+0.017530,248
+0.015920,248
+0.011957,248
+0.009105,248
+0.009083,248
+0.009202,248
+0.009940,248
+0.010099,248
+0.009476,248
+0.009598,248
+0.010707,248
+0.009195,248
+0.009424,248
+0.008605,248
+0.009276,248
+0.008892,248
+0.009204,248
+0.008877,248
+0.009213,248
+0.011625,248
+0.009214,248
+0.009382,248
+0.009043,248
+0.009214,248
+0.008909,248
+0.010248,248
+0.009246,248
+0.009236,248
+0.009438,248
+0.008784,248
+0.011077,248
+0.010114,248
+0.009304,248
+0.009221,248
+0.008766,248
+0.009307,248
+0.008864,248
+0.009873,248
+0.008852,248
+0.009311,248
+0.008867,248
+0.009239,248
+0.009388,248
+0.009156,248
+0.009197,248
+0.008510,248
+0.009130,248
+0.008669,248
+0.009244,248
+0.009025,250
+0.009350,250
+0.008872,250
+0.009456,250
+0.009317,250
+0.008936,250
+0.009422,250
+0.008982,250
+0.009744,250
+0.008988,250
+0.009696,250
+0.009359,250
+0.009167,250
+0.012349,250
+0.009517,250
+0.009812,250
+0.009119,250
+0.009061,250
+0.009260,250
+0.009456,250
+0.009952,250
+0.008818,250
+0.009474,250
+0.008798,250
+0.009091,250
+0.009133,250
+0.009540,250
+0.009433,250
+0.009249,250
+0.010214,250
+0.008713,250
+0.010148,250
+0.008962,250
+0.009849,250
+0.009456,250
+0.009602,250
+0.009677,250
+0.008792,250
+0.009677,250
+0.008841,250
+0.009685,250
+0.009485,250
+0.008924,250
+0.009592,250
+0.008825,250
+0.009603,250
+0.009132,250
+0.009784,250
+0.009045,250
+0.009499,250
+0.009518,250
+0.009109,250
+0.009879,250
+0.008919,250
+0.009706,250
+0.008915,250
+0.009780,250
+0.009812,250
+0.009038,250
+0.009642,250
+0.009030,250
+0.009746,250
+0.008882,250
+0.009732,250
+0.009126,250
+0.009544,250
+0.009785,250
+0.009096,250
+0.009853,250
+0.008885,250
+0.009660,250
+0.009002,250
+0.009631,250
+0.009679,250
+0.008955,250
+0.009704,250
+0.008887,250
+0.013027,250
+0.010948,250
+0.008987,250
+0.009630,250
+0.008881,250
+0.009727,250
+0.009298,250
+0.009833,250
+0.009567,250
+0.009455,250
+0.010065,250
+0.009454,250
+0.010091,250
+0.009412,250
+0.009077,250
+0.009636,250
+0.009303,250
+0.009526,250
+0.008877,250
+0.009605,250
+0.009191,250
+0.010011,250
+0.009709,250
+0.010231,252
+0.012990,252
+0.009854,252
+0.010859,252
+0.014675,252
+0.015726,252
+0.012810,252
+0.014456,252
+0.009736,252
+0.010464,252
+0.010532,252
+0.012710,252
+0.010361,252
+0.009999,252
+0.009827,252
+0.013812,252
+0.010463,252
+0.010301,252
+0.009966,252
+0.009810,252
+0.009776,252
+0.009550,252
+0.009727,252
+0.009798,252
+0.009014,252
+0.011330,252
+0.010802,252
+0.009600,252
+0.010121,252
+0.011557,252
+0.009966,252
+0.010390,252
+0.009430,252
+0.009848,252
+0.010062,252
+0.012363,252
+0.012036,252
+0.009869,252
+0.009844,252
+0.010969,252
+0.011726,252
+0.011246,252
+0.011567,252
+0.009282,252
+0.010693,252
+0.010142,252
+0.009920,252
+0.012229,252
+0.010075,252
+0.009732,252
+0.010298,252
+0.009082,252
+0.010190,252
+0.009417,252
+0.009715,252
+0.015873,252
+0.016372,252
+0.016583,252
+0.015830,252
+0.016000,252
+0.011421,252
+0.010158,252
+0.010739,252
+0.009456,252
+0.012964,252
+0.012191,252
+0.012941,252
+0.011451,252
+0.011859,252
+0.013485,252
+0.011426,252
+0.011688,252
+0.016568,252
+0.016182,252
+0.016828,252
+0.016195,252
+0.016573,252
+0.016100,252
+0.010000,252
+0.009507,252
+0.010536,252
+0.010492,252
+0.009154,252
+0.013518,252
+0.010619,252
+0.012216,252
+0.010740,252
+0.009764,252
+0.009365,252
+0.009776,252
+0.010528,252
+0.009679,252
+0.009761,252
+0.009547,252
+0.010305,252
+0.012599,252
+0.011673,252
+0.009893,252
+0.010159,252
+0.009324,252
+0.010555,254
+0.009937,254
+0.010597,254
+0.010326,254
+0.009800,254
+0.010106,254
+0.009499,254
+0.010620,254
+0.010066,254
+0.009924,254
+0.011003,254
+0.009747,254
+0.009786,254
+0.009392,254
+0.010399,254
+0.011080,254
+0.009258,254
+0.010474,254
+0.009610,254
+0.010054,254
+0.011508,254
+0.009480,254
+0.009833,254
+0.009961,254
+0.009436,254
+0.012692,254
+0.009641,254
+0.010464,254
+0.011081,254
+0.009649,254
+0.010144,254
+0.010091,254
+0.009405,254
+0.009991,254
+0.010172,254
+0.010449,254
+0.010108,254
+0.010207,254
+0.010032,254
+0.009369,254
+0.010225,254
+0.009678,254
+0.016870,254
+0.016472,254
+0.010452,254
+0.011093,254
+0.010473,254
+0.009599,254
+0.014770,254
+0.016677,254
+0.017813,254
+0.017380,254
+0.016409,254
+0.017041,254
+0.016572,254
+0.016370,254
+0.016605,254
+0.016964,254
+0.017444,254
+0.017205,254
+0.016628,254
+0.013205,254
+0.010322,254
+0.009270,254
+0.009769,254
+0.009492,254
+0.009941,254
+0.010107,254
+0.010101,254
+0.010084,254
+0.010374,254
+0.012121,254
+0.012037,254
+0.009778,254
+0.010571,254
+0.009853,254
+0.009496,254
+0.009743,254
+0.009096,254
+0.009745,254
+0.009021,254
+0.010155,254
+0.010309,254
+0.009889,254
+0.011350,254
+0.010828,254
+0.010240,254
+0.009932,254
+0.009917,254
+0.010543,254
+0.010089,254
+0.013366,254
+0.016995,254
+0.017477,254
+0.016690,254
+0.016894,254
+0.018866,254
+0.014139,254
+0.010406,254
+0.009661,254
+0.009779,256
+0.010680,256
+0.010421,256
+0.010054,256
+0.010939,256
+0.009451,256
+0.013862,256
+0.010243,256
+0.009519,256
+0.010374,256
+0.009982,256
+0.010124,256
+0.011400,256
+0.010499,256
+0.009763,256
+0.010973,256
+0.009887,256
+0.010968,256
+0.011389,256
+0.013785,256
+0.009945,256
+0.010088,256
+0.010515,256
+0.010346,256
+0.010209,256
+0.009981,256
+0.010826,256
+0.009649,256
+0.011957,256
+0.010635,256
+0.009541,256
+0.010679,256
+0.010541,256
+0.009604,256
+0.010616,256
+0.009487,256
+0.010491,256
+0.010836,256
+0.013541,256
+0.017591,256
+0.014169,256
+0.012726,256
+0.013956,256
+0.011220,256
+0.010190,256
+0.011644,256
+0.010571,256
+0.010247,256
+0.010495,256
+0.010289,256
+0.010695,256
+0.010168,256
+0.009805,256
+0.011205,256
+0.010342,256
+0.010553,256
+0.010728,256
+0.009985,256
+0.010386,256
+0.010392,256
+0.010682,256
+0.011283,256
+0.011353,256
+0.010878,256
+0.015319,256
+0.015399,256
+0.010297,256
+0.010587,256
+0.017157,256
+0.017762,256
+0.017091,256
+0.017641,256
+0.013289,256
+0.011448,256
+0.011872,256
+0.011224,256
+0.010420,256
+0.011012,256
+0.011475,256
+0.015462,256
+0.012049,256
+0.011826,256
+0.011497,256
+0.011092,256
+0.011921,256
+0.011552,256
+0.011640,256
+0.010822,256
+0.011117,256
+0.010751,256
+0.010827,256
+0.010403,256
+0.009689,256
+0.011013,256
+0.012598,256
+0.009945,256
+0.010082,256
+0.014993,256
+0.009717,256
+0.009882,256
+0.010107,258
+0.009770,258
+0.009796,258
+0.009472,258
+0.009749,258
+0.009416,258
+0.010430,258
+0.009918,258
+0.009482,258
+0.009579,258
+0.009374,258
+0.009683,258
+0.009468,258
+0.009405,258
+0.009450,258
+0.009404,258
+0.009560,258
+0.009866,258
+0.009767,258
+0.009467,258
+0.009433,258
+0.009574,258
+0.009596,258
+0.009561,258
+0.009546,258
+0.009753,258
+0.009619,258
+0.009744,258
+0.010196,258
+0.010095,258
+0.010383,258
+0.010210,258
+0.010262,258
+0.010389,258
+0.010256,258
+0.009983,258
+0.009761,258
+0.009582,258
+0.010053,258
+0.009413,258
+0.009532,258
+0.009446,258
+0.009426,258
+0.009423,258
+0.009346,258
+0.009422,258
+0.009347,258
+0.009394,258
+0.009674,258
+0.009704,258
+0.009396,258
+0.009351,258
+0.009391,258
+0.009346,258
+0.009475,258
+0.009598,258
+0.010080,258
+0.010452,258
+0.010871,258
+0.010423,258
+0.010513,258
+0.010116,258
+0.010210,258
+0.009958,258
+0.009968,258
+0.010047,258
+0.010058,258
+0.010037,258
+0.010153,258
+0.011575,258
+0.012614,258
+0.010947,258
+0.009669,258
+0.009714,258
+0.009688,258
+0.010026,258
+0.009516,258
+0.009797,258
+0.009955,258
+0.010176,258
+0.009922,258
+0.010324,258
+0.010263,258
+0.009942,258
+0.010075,258
+0.010010,258
+0.010313,258
+0.010602,258
+0.010260,258
+0.010234,258
+0.010394,258
+0.010284,258
+0.013337,258
+0.010676,258
+0.010417,258
+0.010114,258
+0.010350,258
+0.012891,258
+0.013548,258
+0.010766,258
+0.011532,260
+0.010968,260
+0.010756,260
+0.010761,260
+0.010170,260
+0.010459,260
+0.013812,260
+0.011390,260
+0.009759,260
+0.010005,260
+0.009683,260
+0.009912,260
+0.009788,260
+0.009833,260
+0.012760,260
+0.019698,260
+0.018735,260
+0.018137,260
+0.018051,260
+0.018126,260
+0.016454,260
+0.010452,260
+0.009917,260
+0.009712,260
+0.010646,260
+0.010046,260
+0.010721,260
+0.010848,260
+0.010831,260
+0.011017,260
+0.010318,260
+0.010154,260
+0.009890,260
+0.009848,260
+0.010152,260
+0.009949,260
+0.009642,260
+0.009848,260
+0.010376,260
+0.010758,260
+0.011059,260
+0.010853,260
+0.012435,260
+0.010276,260
+0.010300,260
+0.012000,260
+0.013294,260
+0.012111,260
+0.011801,260
+0.010755,260
+0.011994,260
+0.011919,260
+0.010789,260
+0.012048,260
+0.011977,260
+0.012300,260
+0.012509,260
+0.012142,260
+0.010451,260
+0.010635,260
+0.010448,260
+0.010917,260
+0.010891,260
+0.010783,260
+0.010708,260
+0.010749,260
+0.010585,260
+0.010855,260
+0.011117,260
+0.010729,260
+0.010794,260
+0.010692,260
+0.010542,260
+0.010503,260
+0.010549,260
+0.010460,260
+0.010503,260
+0.010593,260
+0.010516,260
+0.010728,260
+0.010585,260
+0.010632,260
+0.010700,260
+0.013832,260
+0.011336,260
+0.010597,260
+0.010557,260
+0.010810,260
+0.011117,260
+0.011006,260
+0.011358,260
+0.010412,260
+0.010276,260
+0.011562,260
+0.012203,260
+0.015970,260
+0.009911,260
+0.011294,260
+0.011579,260
+0.012378,260
+0.011885,262
+0.011688,262
+0.012098,262
+0.017249,262
+0.012328,262
+0.017765,262
+0.022648,262
+0.018523,262
+0.011370,262
+0.012250,262
+0.011140,262
+0.010837,262
+0.010156,262
+0.010665,262
+0.010573,262
+0.012050,262
+0.011725,262
+0.011434,262
+0.011467,262
+0.011308,262
+0.012422,262
+0.010747,262
+0.011455,262
+0.012212,262
+0.010871,262
+0.011883,262
+0.011414,262
+0.011060,262
+0.011012,262
+0.011690,262
+0.013613,262
+0.010994,262
+0.011202,262
+0.013261,262
+0.012546,262
+0.013007,262
+0.011315,262
+0.011240,262
+0.010581,262
+0.012079,262
+0.011860,262
+0.011337,262
+0.011544,262
+0.013034,262
+0.011081,262
+0.010664,262
+0.010906,262
+0.012053,262
+0.010731,262
+0.014121,262
+0.011711,262
+0.013684,262
+0.012036,262
+0.012383,262
+0.011715,262
+0.010776,262
+0.011244,262
+0.011810,262
+0.010253,262
+0.010740,262
+0.010743,262
+0.011492,262
+0.011037,262
+0.011238,262
+0.010825,262
+0.011052,262
+0.011090,262
+0.010108,262
+0.011135,262
+0.011111,262
+0.011944,262
+0.011301,262
+0.011062,262
+0.010266,262
+0.012399,262
+0.011177,262
+0.009959,262
+0.010554,262
+0.010458,262
+0.010451,262
+0.010572,262
+0.010284,262
+0.011125,262
+0.011215,262
+0.010490,262
+0.011294,262
+0.010950,262
+0.010181,262
+0.010554,262
+0.010798,262
+0.010588,262
+0.010938,262
+0.011195,262
+0.010304,262
+0.016095,262
+0.013226,262
+0.010853,262
+0.010454,262
+0.010427,262
+0.010101,262
+0.010794,264
+0.011579,264
+0.011372,264
+0.013671,264
+0.012693,264
+0.012298,264
+0.011387,264
+0.010932,264
+0.012185,264
+0.012093,264
+0.010862,264
+0.013355,264
+0.013758,264
+0.012014,264
+0.010772,264
+0.013846,264
+0.010442,264
+0.010146,264
+0.010189,264
+0.010453,264
+0.010165,264
+0.010202,264
+0.010154,264
+0.010184,264
+0.016234,264
+0.010232,264
+0.010653,264
+0.010957,264
+0.010317,264
+0.010160,264
+0.010207,264
+0.010154,264
+0.010074,264
+0.015739,264
+0.010218,264
+0.010167,264
+0.010198,264
+0.010039,264
+0.011495,264
+0.010973,264
+0.010209,264
+0.010213,264
+0.010392,264
+0.010206,264
+0.010219,264
+0.010150,264
+0.010204,264
+0.010077,264
+0.010029,264
+0.010081,264
+0.010087,264
+0.010062,264
+0.010284,264
+0.010231,264
+0.010156,264
+0.010122,264
+0.010094,264
+0.010179,264
+0.009974,264
+0.010217,264
+0.010331,264
+0.010127,264
+0.010511,264
+0.010212,264
+0.010175,264
+0.010099,264
+0.010354,264
+0.010094,264
+0.010020,264
+0.010053,264
+0.010128,264
+0.010016,264
+0.010424,264
+0.010017,264
+0.010142,264
+0.010322,264
+0.009975,264
+0.011610,264
+0.010608,264
+0.010153,264
+0.010441,264
+0.010130,264
+0.010610,264
+0.010203,264
+0.010101,264
+0.010052,264
+0.010070,264
+0.010221,264
+0.010127,264
+0.010209,264
+0.010113,264
+0.010248,264
+0.010656,264
+0.010227,264
+0.010537,264
+0.010463,264
+0.010206,264
+0.009976,264
+0.010978,264
+0.012841,264
+0.011457,266
+0.011325,266
+0.012660,266
+0.011298,266
+0.010768,266
+0.011054,266
+0.010783,266
+0.010563,266
+0.010470,266
+0.010377,266
+0.010594,266
+0.010372,266
+0.010286,266
+0.010322,266
+0.010281,266
+0.010319,266
+0.010380,266
+0.010277,266
+0.010316,266
+0.010538,266
+0.010632,266
+0.010314,266
+0.010246,266
+0.010298,266
+0.010313,266
+0.010222,266
+0.010392,266
+0.010303,266
+0.010258,266
+0.011083,266
+0.011373,266
+0.011394,266
+0.011423,266
+0.011494,266
+0.011362,266
+0.011225,266
+0.011327,266
+0.011162,266
+0.011533,266
+0.012106,266
+0.011551,266
+0.011496,266
+0.012078,266
+0.010990,266
+0.011217,266
+0.011571,266
+0.011147,266
+0.010625,266
+0.011689,266
+0.012289,266
+0.011349,266
+0.012935,266
+0.012327,266
+0.011804,266
+0.011409,266
+0.011983,266
+0.011368,266
+0.011151,266
+0.011225,266
+0.010653,266
+0.010704,266
+0.011275,266
+0.011230,266
+0.011698,266
+0.013166,266
+0.015349,266
+0.018412,266
+0.017065,266
+0.013121,266
+0.011527,266
+0.010822,266
+0.011982,266
+0.011018,266
+0.010638,266
+0.011363,266
+0.012734,266
+0.010482,266
+0.010728,266
+0.010993,266
+0.011482,266
+0.011666,266
+0.011318,266
+0.011667,266
+0.011474,266
+0.012265,266
+0.012166,266
+0.011736,266
+0.012148,266
+0.012070,266
+0.011598,266
+0.013895,266
+0.012129,266
+0.014653,266
+0.012137,266
+0.014748,266
+0.015828,266
+0.013458,266
+0.014819,266
+0.012846,266
+0.016506,266
+0.012439,268
+0.011157,268
+0.012181,268
+0.012792,268
+0.018302,268
+0.012486,268
+0.011053,268
+0.011819,268
+0.012515,268
+0.014427,268
+0.018408,268
+0.021454,268
+0.012570,268
+0.011423,268
+0.011239,268
+0.011432,268
+0.011399,268
+0.011265,268
+0.012256,268
+0.011688,268
+0.011787,268
+0.011798,268
+0.011951,268
+0.011667,268
+0.011537,268
+0.012007,268
+0.010827,268
+0.011254,268
+0.011534,268
+0.011232,268
+0.010853,268
+0.011462,268
+0.011062,268
+0.010949,268
+0.011541,268
+0.011058,268
+0.011035,268
+0.011518,268
+0.011622,268
+0.010679,268
+0.011386,268
+0.012035,268
+0.014004,268
+0.011193,268
+0.012148,268
+0.011543,268
+0.012519,268
+0.011213,268
+0.014361,268
+0.013364,268
+0.013924,268
+0.012259,268
+0.013628,268
+0.012660,268
+0.012574,268
+0.012317,268
+0.012326,268
+0.011779,268
+0.012059,268
+0.011431,268
+0.011946,268
+0.013517,268
+0.015301,268
+0.014987,268
+0.012013,268
+0.012194,268
+0.011377,268
+0.011686,268
+0.011386,268
+0.012465,268
+0.015420,268
+0.020418,268
+0.015497,268
+0.012483,268
+0.011771,268
+0.013726,268
+0.012621,268
+0.012090,268
+0.010986,268
+0.012368,268
+0.011458,268
+0.011811,268
+0.011334,268
+0.017564,268
+0.014490,268
+0.016207,268
+0.013307,268
+0.012526,268
+0.011412,268
+0.012655,268
+0.011794,268
+0.011151,268
+0.012182,268
+0.012015,268
+0.011588,268
+0.011319,268
+0.011843,268
+0.011518,268
+0.013115,268
+0.011957,268
+0.013827,270
+0.011480,270
+0.011624,270
+0.011960,270
+0.013117,270
+0.013719,270
+0.012665,270
+0.014312,270
+0.018070,270
+0.012840,270
+0.013579,270
+0.013749,270
+0.011697,270
+0.011351,270
+0.012223,270
+0.017580,270
+0.011414,270
+0.011318,270
+0.011599,270
+0.011700,270
+0.012627,270
+0.011451,270
+0.011609,270
+0.011333,270
+0.011392,270
+0.010944,270
+0.010892,270
+0.011558,270
+0.011820,270
+0.011908,270
+0.011294,270
+0.011460,270
+0.013014,270
+0.014360,270
+0.011905,270
+0.011698,270
+0.011326,270
+0.011469,270
+0.011072,270
+0.011061,270
+0.012363,270
+0.011825,270
+0.012339,270
+0.011823,270
+0.014907,270
+0.011328,270
+0.011481,270
+0.011953,270
+0.014402,270
+0.014933,270
+0.011434,270
+0.011730,270
+0.011142,270
+0.011680,270
+0.011440,270
+0.011634,270
+0.011048,270
+0.012270,270
+0.011313,270
+0.011724,270
+0.011649,270
+0.014341,270
+0.017158,270
+0.013464,270
+0.011567,270
+0.011611,270
+0.011913,270
+0.013445,270
+0.011918,270
+0.015169,270
+0.014472,270
+0.011883,270
+0.012696,270
+0.012013,270
+0.011942,270
+0.011916,270
+0.011145,270
+0.013960,270
+0.012014,270
+0.011429,270
+0.011623,270
+0.013834,270
+0.011994,270
+0.011362,270
+0.010976,270
+0.011128,270
+0.010985,270
+0.011327,270
+0.011608,270
+0.013648,270
+0.011881,270
+0.011458,270
+0.011348,270
+0.011615,270
+0.012125,270
+0.011188,270
+0.013129,270
+0.011223,270
+0.011644,270
+0.011201,270
+0.011853,272
+0.012187,272
+0.012305,272
+0.013455,272
+0.012277,272
+0.012017,272
+0.015585,272
+0.012174,272
+0.011242,272
+0.011910,272
+0.011257,272
+0.011207,272
+0.011918,272
+0.011065,272
+0.011464,272
+0.012213,272
+0.011118,272
+0.011124,272
+0.011316,272
+0.011282,272
+0.011464,272
+0.011202,272
+0.011479,272
+0.011615,272
+0.011943,272
+0.011892,272
+0.011300,272
+0.013015,272
+0.011799,272
+0.012453,272
+0.011830,272
+0.015279,272
+0.013138,272
+0.011969,272
+0.012412,272
+0.013635,272
+0.011874,272
+0.012776,272
+0.012803,272
+0.012065,272
+0.012143,272
+0.011485,272
+0.011841,272
+0.012257,272
+0.012161,272
+0.011664,272
+0.012727,272
+0.012390,272
+0.011519,272
+0.012903,272
+0.012968,272
+0.011564,272
+0.011474,272
+0.012503,272
+0.013555,272
+0.011861,272
+0.017892,272
+0.012202,272
+0.011796,272
+0.011900,272
+0.011608,272
+0.011639,272
+0.012110,272
+0.011517,272
+0.011523,272
+0.011379,272
+0.011210,272
+0.011205,272
+0.011195,272
+0.011060,272
+0.011284,272
+0.011000,272
+0.011011,272
+0.011319,272
+0.010966,272
+0.011012,272
+0.011026,272
+0.010966,272
+0.010985,272
+0.011140,272
+0.010966,272
+0.011092,272
+0.011223,272
+0.010995,272
+0.011014,272
+0.010989,272
+0.010997,272
+0.010986,272
+0.011621,272
+0.010976,272
+0.011770,272
+0.011894,272
+0.012049,272
+0.012264,272
+0.012022,272
+0.011747,272
+0.012237,272
+0.012840,272
+0.012496,272
+0.018836,272
+0.012484,274
+0.011528,274
+0.011521,274
+0.011412,274
+0.011490,274
+0.011426,274
+0.011435,274
+0.017460,274
+0.011924,274
+0.011255,274
+0.011323,274
+0.011351,274
+0.011352,274
+0.011390,274
+0.011604,274
+0.014364,274
+0.014529,274
+0.011399,274
+0.011264,274
+0.011219,274
+0.011388,274
+0.011373,274
+0.011226,274
+0.011304,274
+0.017376,274
+0.011361,274
+0.011385,274
+0.011204,274
+0.011264,274
+0.011887,274
+0.011308,274
+0.011339,274
+0.017406,274
+0.013205,274
+0.012187,274
+0.011445,274
+0.011474,274
+0.011793,274
+0.011532,274
+0.011725,274
+0.017909,274
+0.011546,274
+0.012766,274
+0.011466,274
+0.011593,274
+0.011637,274
+0.011641,274
+0.013013,274
+0.018135,274
+0.013629,274
+0.011539,274
+0.012274,274
+0.012491,274
+0.011918,274
+0.012186,274
+0.011985,274
+0.017766,274
+0.011750,274
+0.011517,274
+0.011799,274
+0.011707,274
+0.011869,274
+0.012377,274
+0.012414,274
+0.011907,274
+0.012177,274
+0.011493,274
+0.011761,274
+0.012167,274
+0.012437,274
+0.011576,274
+0.011602,274
+0.012961,274
+0.011365,274
+0.011398,274
+0.011277,274
+0.011328,274
+0.011243,274
+0.011415,274
+0.011370,274
+0.011262,274
+0.013047,274
+0.011328,274
+0.011282,274
+0.011300,274
+0.011189,274
+0.011350,274
+0.011451,274
+0.011256,274
+0.011985,274
+0.012333,274
+0.011306,274
+0.011182,274
+0.011293,274
+0.011283,274
+0.011312,274
+0.011405,274
+0.011258,274
+0.012624,274
+0.011732,274
+0.011626,276
+0.011830,276
+0.011472,276
+0.011444,276
+0.012230,276
+0.011908,276
+0.011449,276
+0.013251,276
+0.011545,276
+0.011906,276
+0.011556,276
+0.011654,276
+0.011653,276
+0.011543,276
+0.011620,276
+0.014764,276
+0.012550,276
+0.011524,276
+0.011551,276
+0.011626,276
+0.011757,276
+0.012318,276
+0.011735,276
+0.012132,276
+0.012866,276
+0.011526,276
+0.011551,276
+0.011645,276
+0.011461,276
+0.011700,276
+0.011646,276
+0.011464,276
+0.013195,276
+0.011691,276
+0.011567,276
+0.011444,276
+0.011548,276
+0.011577,276
+0.011507,276
+0.011613,276
+0.011945,276
+0.013265,276
+0.011492,276
+0.011523,276
+0.011529,276
+0.011488,276
+0.011626,276
+0.011577,276
+0.011430,276
+0.013222,276
+0.011690,276
+0.011585,276
+0.011442,276
+0.011534,276
+0.011572,276
+0.011527,276
+0.011698,276
+0.011460,276
+0.013457,276
+0.011480,276
+0.011521,276
+0.011593,276
+0.011477,276
+0.011625,276
+0.011618,276
+0.011504,276
+0.013268,276
+0.011676,276
+0.011595,276
+0.011449,276
+0.011510,276
+0.011694,276
+0.011560,276
+0.011675,276
+0.011486,276
+0.013421,276
+0.011482,276
+0.011500,276
+0.011549,276
+0.011423,276
+0.011618,276
+0.011554,276
+0.011484,276
+0.013115,276
+0.011791,276
+0.011593,276
+0.011446,276
+0.011472,276
+0.011623,276
+0.011769,276
+0.011809,276
+0.011456,276
+0.013300,276
+0.011511,276
+0.011486,276
+0.011532,276
+0.011444,276
+0.011601,276
+0.011573,276
+0.011466,276
+0.014016,278
+0.012821,278
+0.011816,278
+0.011791,278
+0.011814,278
+0.011808,278
+0.011876,278
+0.011704,278
+0.012423,278
+0.013013,278
+0.011796,278
+0.011863,278
+0.011816,278
+0.012011,278
+0.011901,278
+0.011876,278
+0.011801,278
+0.013614,278
+0.012472,278
+0.011975,278
+0.011879,278
+0.011779,278
+0.011925,278
+0.011799,278
+0.011921,278
+0.013394,278
+0.012003,278
+0.011716,278
+0.011783,278
+0.011709,278
+0.011817,278
+0.011915,278
+0.011706,278
+0.012678,278
+0.012789,278
+0.011801,278
+0.011737,278
+0.011810,278
+0.011883,278
+0.011786,278
+0.011824,278
+0.011753,278
+0.013593,278
+0.011803,278
+0.011789,278
+0.011834,278
+0.011888,278
+0.011825,278
+0.011847,278
+0.011877,278
+0.013396,278
+0.011984,278
+0.011737,278
+0.011921,278
+0.011703,278
+0.011848,278
+0.012008,278
+0.012461,278
+0.013065,278
+0.015012,278
+0.011799,278
+0.011843,278
+0.011725,278
+0.011822,278
+0.011867,278
+0.011685,278
+0.012549,278
+0.017619,278
+0.012041,278
+0.011872,278
+0.011734,278
+0.011846,278
+0.011907,278
+0.011726,278
+0.013490,278
+0.016518,278
+0.012111,278
+0.011972,278
+0.011709,278
+0.011893,278
+0.011847,278
+0.011849,278
+0.013321,278
+0.017125,278
+0.011849,278
+0.012183,278
+0.011838,278
+0.011931,278
+0.011931,278
+0.011880,278
+0.016327,278
+0.013564,278
+0.011901,278
+0.011785,278
+0.012227,278
+0.012016,278
+0.015415,278
+0.012437,278
+0.018601,278
+0.011967,278
+0.012358,280
+0.012528,280
+0.012497,280
+0.012089,280
+0.012103,280
+0.013682,280
+0.016582,280
+0.011985,280
+0.012008,280
+0.012124,280
+0.012076,280
+0.012043,280
+0.012039,280
+0.015314,280
+0.015128,280
+0.011979,280
+0.012000,280
+0.012176,280
+0.012002,280
+0.012048,280
+0.011957,280
+0.017007,280
+0.013269,280
+0.011976,280
+0.012094,280
+0.012067,280
+0.012082,280
+0.012120,280
+0.011987,280
+0.018353,280
+0.012012,280
+0.012067,280
+0.011959,280
+0.012076,280
+0.012149,280
+0.011906,280
+0.012002,280
+0.018332,280
+0.012014,280
+0.012062,280
+0.011926,280
+0.012084,280
+0.012065,280
+0.012078,280
+0.011952,280
+0.018367,280
+0.012072,280
+0.011984,280
+0.012042,280
+0.012131,280
+0.012037,280
+0.012020,280
+0.011885,280
+0.018517,280
+0.012033,280
+0.011994,280
+0.012136,280
+0.012023,280
+0.012108,280
+0.012008,280
+0.012312,280
+0.019490,280
+0.012129,280
+0.012053,280
+0.012023,280
+0.012058,280
+0.011982,280
+0.012002,280
+0.015990,280
+0.014953,280
+0.012328,280
+0.012194,280
+0.012157,280
+0.012081,280
+0.012064,280
+0.011945,280
+0.018334,280
+0.012104,280
+0.011964,280
+0.012029,280
+0.012046,280
+0.012069,280
+0.012067,280
+0.012037,280
+0.018357,280
+0.011993,280
+0.012012,280
+0.012035,280
+0.012176,280
+0.011944,280
+0.011945,280
+0.012023,280
+0.018378,280
+0.012070,280
+0.011964,280
+0.012046,280
+0.012120,280
+0.011925,280
+0.011982,280
+0.012008,280
+0.018777,282
+0.012455,282
+0.012229,282
+0.012423,282
+0.012639,282
+0.012323,282
+0.012197,282
+0.017554,282
+0.013383,282
+0.012235,282
+0.012296,282
+0.012469,282
+0.012245,282
+0.012271,282
+0.012269,282
+0.018619,282
+0.012279,282
+0.012240,282
+0.012295,282
+0.012357,282
+0.012275,282
+0.012292,282
+0.012448,282
+0.018508,282
+0.012233,282
+0.012294,282
+0.012277,282
+0.012265,282
+0.012279,282
+0.012284,282
+0.016910,282
+0.014048,282
+0.012333,282
+0.012298,282
+0.012427,282
+0.012202,282
+0.012237,282
+0.012336,282
+0.019885,282
+0.012457,282
+0.012339,282
+0.012278,282
+0.012321,282
+0.012412,282
+0.012197,282
+0.015114,282
+0.016011,282
+0.012308,282
+0.012356,282
+0.012507,282
+0.012255,282
+0.012235,282
+0.012698,282
+0.019801,282
+0.013296,282
+0.013066,282
+0.012764,282
+0.012640,282
+0.012618,282
+0.012736,282
+0.016990,282
+0.014150,282
+0.012346,282
+0.012283,282
+0.012471,282
+0.012238,282
+0.012256,282
+0.012278,282
+0.018771,282
+0.012374,282
+0.012408,282
+0.012287,282
+0.012941,282
+0.012385,282
+0.012293,282
+0.014701,282
+0.016269,282
+0.012355,282
+0.012353,282
+0.012427,282
+0.012444,282
+0.012636,282
+0.013100,282
+0.020059,282
+0.013754,282
+0.015306,282
+0.013966,282
+0.013118,282
+0.013573,282
+0.013209,282
+0.013211,282
+0.013682,282
+0.013451,282
+0.013830,282
+0.016563,282
+0.014275,282
+0.013191,282
+0.014931,282
+0.013361,282
+0.013060,282
+0.013946,284
+0.013994,284
+0.013735,284
+0.013689,284
+0.015005,284
+0.013579,284
+0.013733,284
+0.013731,284
+0.014022,284
+0.013994,284
+0.013784,284
+0.013775,284
+0.013650,284
+0.013812,284
+0.013409,284
+0.013660,284
+0.013485,284
+0.013261,284
+0.012729,284
+0.013414,284
+0.012799,284
+0.012514,284
+0.012703,284
+0.012598,284
+0.012822,284
+0.012455,284
+0.012624,284
+0.012976,284
+0.012607,284
+0.012557,284
+0.012518,284
+0.012584,284
+0.012541,284
+0.013689,284
+0.013699,284
+0.013100,284
+0.013475,284
+0.012920,284
+0.013383,284
+0.014202,284
+0.014666,284
+0.014012,284
+0.013489,284
+0.013736,284
+0.013426,284
+0.013414,284
+0.013479,284
+0.013610,284
+0.013781,284
+0.013853,284
+0.014394,284
+0.013401,284
+0.013368,284
+0.013851,284
+0.013561,284
+0.013997,284
+0.013764,284
+0.015446,284
+0.013561,284
+0.013659,284
+0.013920,284
+0.013185,284
+0.013524,284
+0.013365,284
+0.015054,284
+0.014309,284
+0.013730,284
+0.013936,284
+0.013663,284
+0.013726,284
+0.013492,284
+0.014247,284
+0.013913,284
+0.013512,284
+0.013265,284
+0.013152,284
+0.012955,284
+0.012899,284
+0.012563,284
+0.012663,284
+0.012529,284
+0.012587,284
+0.012622,284
+0.012544,284
+0.012493,284
+0.012484,284
+0.012470,284
+0.012798,284
+0.012542,284
+0.012523,284
+0.012628,284
+0.012525,284
+0.012440,284
+0.012487,284
+0.012466,284
+0.012660,284
+0.012507,284
+0.012504,284
+0.012633,284
+0.012492,284
+0.012885,286
+0.012740,286
+0.012743,286
+0.012959,286
+0.012753,286
+0.012818,286
+0.012940,286
+0.012742,286
+0.012681,286
+0.012706,286
+0.012818,286
+0.013008,286
+0.012674,286
+0.012738,286
+0.013173,286
+0.012881,286
+0.012797,286
+0.013203,286
+0.013836,286
+0.013470,286
+0.013405,286
+0.013145,286
+0.013560,286
+0.013173,286
+0.012748,286
+0.012981,286
+0.013443,286
+0.013051,286
+0.012730,286
+0.012914,286
+0.012685,286
+0.012631,286
+0.012703,286
+0.012712,286
+0.013049,286
+0.012640,286
+0.012690,286
+0.012926,286
+0.012703,286
+0.012614,286
+0.012685,286
+0.012711,286
+0.013000,286
+0.012728,286
+0.012750,286
+0.012863,286
+0.012725,286
+0.012820,286
+0.012615,286
+0.012768,286
+0.012977,286
+0.012775,286
+0.012779,286
+0.012877,286
+0.012749,286
+0.012727,286
+0.012663,286
+0.012842,286
+0.012997,286
+0.012824,286
+0.012818,286
+0.012674,286
+0.012758,286
+0.012853,286
+0.012863,286
+0.012864,286
+0.012988,286
+0.012823,286
+0.012866,286
+0.012704,286
+0.012687,286
+0.012745,286
+0.012806,286
+0.013069,286
+0.012840,286
+0.012767,286
+0.012968,286
+0.012784,286
+0.012612,286
+0.012711,286
+0.012723,286
+0.013276,286
+0.012728,286
+0.012752,286
+0.012881,286
+0.012702,286
+0.012743,286
+0.012612,286
+0.012753,286
+0.013214,286
+0.012757,286
+0.012776,286
+0.012821,286
+0.012775,286
+0.012750,286
+0.012712,286
+0.012857,286
+0.013142,286
+0.012788,286
+0.012879,286
+0.013201,288
+0.012976,288
+0.013002,288
+0.012988,288
+0.013214,288
+0.013187,288
+0.013072,288
+0.013409,288
+0.013022,288
+0.012897,288
+0.013063,288
+0.012993,288
+0.013472,288
+0.013100,288
+0.012897,288
+0.013178,288
+0.013025,288
+0.013024,288
+0.013205,288
+0.013200,288
+0.013378,288
+0.013053,288
+0.013097,288
+0.014063,288
+0.013531,288
+0.013111,288
+0.012972,288
+0.013326,288
+0.013193,288
+0.013007,288
+0.013126,288
+0.013079,288
+0.013020,288
+0.013074,288
+0.013201,288
+0.013680,288
+0.013155,288
+0.013164,288
+0.013608,288
+0.013087,288
+0.013348,288
+0.013029,288
+0.013178,288
+0.013346,288
+0.013070,288
+0.013138,288
+0.013156,288
+0.013135,288
+0.013054,288
+0.013051,288
+0.013585,288
+0.014019,288
+0.013054,288
+0.013111,288
+0.013063,288
+0.013061,288
+0.013035,288
+0.013075,288
+0.013358,288
+0.013098,288
+0.013045,288
+0.013083,288
+0.012938,288
+0.012982,288
+0.013000,288
+0.013198,288
+0.013349,288
+0.013032,288
+0.013157,288
+0.013035,288
+0.013016,288
+0.012915,288
+0.013047,288
+0.013452,288
+0.013033,288
+0.012995,288
+0.012971,288
+0.013044,288
+0.013024,288
+0.012997,288
+0.013056,288
+0.013446,288
+0.013038,288
+0.013153,288
+0.013140,288
+0.012877,288
+0.012974,288
+0.013012,288
+0.013184,288
+0.013406,288
+0.012904,288
+0.013190,288
+0.013045,288
+0.013018,288
+0.012908,288
+0.012955,288
+0.013446,288
+0.013057,288
+0.013114,288
+0.012941,288
+0.013481,290
+0.013334,290
+0.013320,290
+0.013323,290
+0.013687,290
+0.013270,290
+0.013456,290
+0.013301,290
+0.013286,290
+0.013170,290
+0.013281,290
+0.013732,290
+0.013544,290
+0.013473,290
+0.014077,290
+0.013593,290
+0.013379,290
+0.013369,290
+0.013526,290
+0.013858,290
+0.013238,290
+0.013551,290
+0.013339,290
+0.013329,290
+0.013351,290
+0.013180,290
+0.013894,290
+0.013400,290
+0.013488,290
+0.013460,290
+0.013149,290
+0.013432,290
+0.014937,290
+0.013927,290
+0.013685,290
+0.013380,290
+0.013409,290
+0.013391,290
+0.013376,290
+0.013751,290
+0.013292,290
+0.013819,290
+0.013339,290
+0.013473,290
+0.013314,290
+0.013291,290
+0.013173,290
+0.013790,290
+0.013684,290
+0.013551,290
+0.013448,290
+0.013325,290
+0.013243,290
+0.013352,290
+0.013321,290
+0.013306,290
+0.013955,290
+0.013242,290
+0.013509,290
+0.013295,290
+0.013302,290
+0.013305,290
+0.013144,290
+0.013688,290
+0.013629,290
+0.013456,290
+0.013424,290
+0.013146,290
+0.013349,290
+0.013292,290
+0.013466,290
+0.013820,290
+0.013269,290
+0.013694,290
+0.013465,290
+0.013425,290
+0.013293,290
+0.013317,290
+0.013721,290
+0.013529,290
+0.013479,290
+0.013367,290
+0.013148,290
+0.013268,290
+0.013541,290
+0.013400,290
+0.013686,290
+0.013212,290
+0.013478,290
+0.013329,290
+0.013299,290
+0.013286,290
+0.013170,290
+0.013637,290
+0.013704,290
+0.013489,290
+0.013450,290
+0.013332,290
+0.013141,290
+0.013324,290
+0.014173,292
+0.013964,292
+0.013706,292
+0.013608,292
+0.013528,292
+0.013538,292
+0.013556,292
+0.013539,292
+0.014056,292
+0.013518,292
+0.013774,292
+0.013569,292
+0.013601,292
+0.013535,292
+0.013463,292
+0.013851,292
+0.013804,292
+0.013714,292
+0.013679,292
+0.013573,292
+0.013422,292
+0.013563,292
+0.013673,292
+0.013962,292
+0.013572,292
+0.013598,292
+0.013531,292
+0.013587,292
+0.013540,292
+0.013535,292
+0.013977,292
+0.013441,292
+0.013751,292
+0.013548,292
+0.013621,292
+0.013551,292
+0.013401,292
+0.013880,292
+0.013904,292
+0.013742,292
+0.013665,292
+0.013593,292
+0.013414,292
+0.013546,292
+0.013682,292
+0.014659,292
+0.014596,292
+0.014658,292
+0.013872,292
+0.014497,292
+0.014095,292
+0.014564,292
+0.014594,292
+0.015230,292
+0.014673,292
+0.014149,292
+0.014151,292
+0.014572,292
+0.014287,292
+0.014656,292
+0.014418,292
+0.014275,292
+0.013836,292
+0.013588,292
+0.013943,292
+0.014227,292
+0.014491,292
+0.014003,292
+0.013849,292
+0.013481,292
+0.014047,292
+0.013839,292
+0.013693,292
+0.014099,292
+0.015242,292
+0.014441,292
+0.014667,292
+0.015529,292
+0.016512,292
+0.016460,292
+0.015420,292
+0.016760,292
+0.014867,292
+0.014562,292
+0.014597,292
+0.014859,292
+0.014662,292
+0.014812,292
+0.015283,292
+0.015188,292
+0.014670,292
+0.014191,292
+0.014242,292
+0.014280,292
+0.014270,292
+0.014309,292
+0.013729,292
+0.013819,292
+0.014126,292
+0.013795,292
+0.014795,294
+0.014027,294
+0.013913,294
+0.013824,294
+0.015135,294
+0.016026,294
+0.015641,294
+0.015718,294
+0.015860,294
+0.015509,294
+0.015591,294
+0.014985,294
+0.015005,294
+0.016038,294
+0.016855,294
+0.016140,294
+0.015329,294
+0.015619,294
+0.015057,294
+0.014654,294
+0.015085,294
+0.015368,294
+0.015454,294
+0.015917,294
+0.015275,294
+0.015016,294
+0.015117,294
+0.015881,294
+0.017002,294
+0.016115,294
+0.016410,294
+0.015987,294
+0.014855,294
+0.015974,294
+0.014814,294
+0.015446,294
+0.015848,294
+0.015758,294
+0.014875,294
+0.014658,294
+0.014860,294
+0.015297,294
+0.016768,294
+0.015180,294
+0.014770,294
+0.015168,294
+0.015061,294
+0.015951,294
+0.017409,294
+0.017436,294
+0.017312,294
+0.015754,294
+0.016206,294
+0.016827,294
+0.016502,294
+0.016044,294
+0.015842,294
+0.018897,294
+0.019509,294
+0.018065,294
+0.019213,294
+0.015811,294
+0.015241,294
+0.014296,294
+0.015615,294
+0.017037,294
+0.017171,294
+0.015242,294
+0.015142,294
+0.015733,294
+0.016041,294
+0.015273,294
+0.015189,294
+0.015082,294
+0.015422,294
+0.016060,294
+0.016130,294
+0.016446,294
+0.017918,294
+0.016325,294
+0.016780,294
+0.015085,294
+0.014598,294
+0.015548,294
+0.018661,294
+0.018239,294
+0.015832,294
+0.015122,294
+0.018574,294
+0.017859,294
+0.016707,294
+0.014995,294
+0.015211,294
+0.014929,294
+0.015035,294
+0.014774,294
+0.014655,294
+0.015027,294
+0.015038,294
+0.015198,294
+0.014681,296
+0.014288,296
+0.015142,296
+0.015681,296
+0.015230,296
+0.015222,296
+0.015204,296
+0.015051,296
+0.015135,296
+0.015832,296
+0.016320,296
+0.015317,296
+0.015174,296
+0.014283,296
+0.016614,296
+0.016972,296
+0.014858,296
+0.014459,296
+0.014602,296
+0.014277,296
+0.015539,296
+0.015612,296
+0.016112,296
+0.015737,296
+0.015104,296
+0.014696,296
+0.015561,296
+0.015715,296
+0.015489,296
+0.015198,296
+0.015239,296
+0.015045,296
+0.015285,296
+0.015164,296
+0.014412,296
+0.014795,296
+0.014220,296
+0.014082,296
+0.013997,296
+0.014116,296
+0.014535,296
+0.014673,296
+0.015166,296
+0.015054,296
+0.014801,296
+0.016423,296
+0.019121,296
+0.016707,296
+0.017321,296
+0.015645,296
+0.015656,296
+0.014643,296
+0.014348,296
+0.014928,296
+0.015420,296
+0.015165,296
+0.015154,296
+0.014837,296
+0.015405,296
+0.015458,296
+0.023828,296
+0.024815,296
+0.016970,296
+0.017982,296
+0.015732,296
+0.016239,296
+0.015299,296
+0.014810,296
+0.014520,296
+0.014830,296
+0.015901,296
+0.015074,296
+0.015274,296
+0.016604,296
+0.015285,296
+0.014779,296
+0.015344,296
+0.015064,296
+0.014944,296
+0.016107,296
+0.015013,296
+0.014853,296
+0.014481,296
+0.015386,296
+0.014975,296
+0.015724,296
+0.014866,296
+0.015657,296
+0.014461,296
+0.014291,296
+0.014056,296
+0.014826,296
+0.014428,296
+0.015374,296
+0.014666,296
+0.015026,296
+0.014345,296
+0.014619,296
+0.015102,296
+0.014787,296
+0.015666,298
+0.014854,298
+0.015187,298
+0.015992,298
+0.016170,298
+0.015382,298
+0.016049,298
+0.015758,298
+0.016153,298
+0.015938,298
+0.016403,298
+0.016760,298
+0.016727,298
+0.017336,298
+0.015007,298
+0.015812,298
+0.016600,298
+0.017088,298
+0.021346,298
+0.016721,298
+0.018078,298
+0.016002,298
+0.015634,298
+0.016869,298
+0.015550,298
+0.015720,298
+0.015011,298
+0.015664,298
+0.015481,298
+0.015510,298
+0.018328,298
+0.020421,298
+0.015091,298
+0.014703,298
+0.014954,298
+0.014855,298
+0.016252,298
+0.017516,298
+0.018290,298
+0.017556,298
+0.016717,298
+0.019328,298
+0.018002,298
+0.017207,298
+0.017260,298
+0.016040,298
+0.015982,298
+0.015778,298
+0.016230,298
+0.017668,298
+0.016499,298
+0.017272,298
+0.015800,298
+0.015261,298
+0.015103,298
+0.015956,298
+0.016004,298
+0.016785,298
+0.016497,298
+0.015962,298
+0.015830,298
+0.017555,298
+0.016003,298
+0.016073,298
+0.016233,298
+0.016343,298
+0.015528,298
+0.017081,298
+0.015666,298
+0.015200,298
+0.015575,298
+0.014971,298
+0.015492,298
+0.016195,298
+0.016266,298
+0.015414,298
+0.015653,298
+0.015342,298
+0.015384,298
+0.015154,298
+0.017177,298
+0.016570,298
+0.017330,298
+0.016724,298
+0.018397,298
+0.021554,298
+0.025023,298
+0.016175,298
+0.017001,298
+0.016864,298
+0.016334,298
+0.016042,298
+0.015923,298
+0.017484,298
+0.016283,298
+0.014971,298
+0.015364,298
+0.016135,298
+0.016538,298
+0.015348,298
diff --git a/buch/papers/multiplikation/code/meas/test/winograd.txt b/buch/papers/multiplikation/code/meas/test/winograd.txt
new file mode 100644
index 0000000..d01fefd
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/test/winograd.txt
@@ -0,0 +1,14900 @@
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,2
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000010,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000010,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000000,4
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000010,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000011,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000010,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000001,6
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000012,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000011,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000012,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000011,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000014,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000011,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000015,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000011,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000011,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000011,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000002,8
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000013,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000012,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000013,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000005,10
+0.000005,10
+0.000005,10
+0.000014,10
+0.000004,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000003,10
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000015,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000014,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000005,12
+0.000008,14
+0.000008,14
+0.000018,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000017,14
+0.000012,14
+0.000013,14
+0.000009,14
+0.000011,14
+0.000014,14
+0.000010,14
+0.000008,14
+0.000008,14
+0.000014,14
+0.000013,14
+0.000010,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000015,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000012,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000009,14
+0.000010,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000017,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000008,14
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000022,16
+0.000011,16
+0.000011,16
+0.000020,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000021,16
+0.000011,16
+0.000011,16
+0.000020,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000011,16
+0.000016,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000027,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000015,18
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000026,20
+0.000028,20
+0.000031,20
+0.000031,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000031,20
+0.000052,20
+0.000021,20
+0.000021,20
+0.000030,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000028,20
+0.000025,20
+0.000032,20
+0.000036,20
+0.000031,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000021,20
+0.000031,20
+0.000021,20
+0.000030,20
+0.000031,20
+0.000048,22
+0.000038,22
+0.000028,22
+0.000037,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000035,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000035,22
+0.000037,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000029,22
+0.000042,22
+0.000042,22
+0.000036,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000027,22
+0.000036,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000052,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000047,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000048,24
+0.000070,24
+0.000045,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000046,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000035,24
+0.000043,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000034,24
+0.000044,26
+0.000043,26
+0.000052,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000044,26
+0.000057,26
+0.000045,26
+0.000044,26
+0.000044,26
+0.000052,26
+0.000043,26
+0.000043,26
+0.000084,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000061,26
+0.000062,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000053,26
+0.000053,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000067,26
+0.000073,26
+0.000044,26
+0.000072,26
+0.000074,26
+0.000053,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000061,26
+0.000057,26
+0.000053,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000043,26
+0.000065,26
+0.000091,26
+0.000047,26
+0.000044,26
+0.000044,26
+0.000048,26
+0.000044,26
+0.000044,26
+0.000049,26
+0.000048,26
+0.000053,26
+0.000043,26
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000084,28
+0.000084,28
+0.000098,28
+0.000063,28
+0.000054,28
+0.000054,28
+0.000064,28
+0.000084,28
+0.000064,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000081,28
+0.000063,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000064,28
+0.000074,28
+0.000085,28
+0.000095,28
+0.000063,28
+0.000054,28
+0.000064,28
+0.000073,28
+0.000085,28
+0.000064,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000053,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000062,28
+0.000092,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000054,28
+0.000067,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000066,30
+0.000066,30
+0.000065,30
+0.000098,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000066,30
+0.000065,30
+0.000066,30
+0.000066,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000104,30
+0.000077,30
+0.000127,30
+0.000075,30
+0.000065,30
+0.000066,30
+0.000095,30
+0.000086,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000076,30
+0.000087,30
+0.000140,30
+0.000075,30
+0.000066,30
+0.000085,30
+0.000106,30
+0.000076,30
+0.000066,30
+0.000065,30
+0.000066,30
+0.000101,30
+0.000065,30
+0.000065,30
+0.000066,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000066,30
+0.000065,30
+0.000066,30
+0.000066,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000074,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000067,30
+0.000098,30
+0.000108,30
+0.000075,30
+0.000065,30
+0.000085,30
+0.000106,30
+0.000076,30
+0.000066,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000065,30
+0.000066,30
+0.000066,30
+0.000065,30
+0.000065,30
+0.000066,30
+0.000065,30
+0.000065,30
+0.000076,30
+0.000081,30
+0.000103,30
+0.000096,30
+0.000069,30
+0.000091,30
+0.000080,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000090,32
+0.000089,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000110,32
+0.000138,32
+0.000099,32
+0.000079,32
+0.000099,32
+0.000120,32
+0.000089,32
+0.000079,32
+0.000119,32
+0.000121,32
+0.000081,32
+0.000085,32
+0.000086,32
+0.000093,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000114,32
+0.000110,32
+0.000155,32
+0.000089,32
+0.000079,32
+0.000090,32
+0.000120,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000109,32
+0.000112,32
+0.000132,32
+0.000079,32
+0.000079,32
+0.000121,32
+0.000089,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000105,32
+0.000089,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000079,32
+0.000103,32
+0.000089,32
+0.000096,34
+0.000094,34
+0.000094,34
+0.000125,34
+0.000139,34
+0.000115,34
+0.000114,34
+0.000136,34
+0.000104,34
+0.000094,34
+0.000104,34
+0.000119,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000126,34
+0.000168,34
+0.000104,34
+0.000115,34
+0.000136,34
+0.000105,34
+0.000095,34
+0.000139,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000106,34
+0.000159,34
+0.000134,34
+0.000095,34
+0.000125,34
+0.000116,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000131,34
+0.000095,34
+0.000095,34
+0.000125,34
+0.000165,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000095,34
+0.000125,34
+0.000143,34
+0.000149,34
+0.000095,34
+0.000115,34
+0.000136,34
+0.000104,34
+0.000095,34
+0.000105,34
+0.000133,34
+0.000152,34
+0.000095,34
+0.000105,34
+0.000135,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000094,34
+0.000095,34
+0.000112,36
+0.000123,36
+0.000175,36
+0.000120,36
+0.000146,36
+0.000125,36
+0.000115,36
+0.000115,36
+0.000131,36
+0.000124,36
+0.000124,36
+0.000124,36
+0.000124,36
+0.000140,36
+0.000129,36
+0.000124,36
+0.000159,36
+0.000135,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000114,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000115,36
+0.000150,36
+0.000122,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000133,36
+0.000151,36
+0.000163,36
+0.000153,36
+0.000152,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000145,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000152,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000123,36
+0.000148,36
+0.000127,36
+0.000123,36
+0.000163,36
+0.000121,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000132,36
+0.000111,36
+0.000112,36
+0.000112,36
+0.000112,36
+0.000133,38
+0.000131,38
+0.000131,38
+0.000173,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000141,38
+0.000189,38
+0.000178,38
+0.000140,38
+0.000182,38
+0.000141,38
+0.000131,38
+0.000138,38
+0.000181,38
+0.000175,38
+0.000181,38
+0.000162,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000146,38
+0.000174,38
+0.000230,38
+0.000194,38
+0.000195,38
+0.000222,38
+0.000131,38
+0.000134,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000132,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000132,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000132,38
+0.000131,38
+0.000175,38
+0.000197,38
+0.000144,38
+0.000176,38
+0.000175,38
+0.000134,38
+0.000135,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000182,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000152,38
+0.000131,38
+0.000141,38
+0.000189,38
+0.000179,38
+0.000172,38
+0.000171,38
+0.000131,38
+0.000169,38
+0.000131,38
+0.000141,38
+0.000140,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000131,38
+0.000177,38
+0.000163,38
+0.000161,38
+0.000182,38
+0.000131,38
+0.000131,38
+0.000149,38
+0.000209,40
+0.000172,40
+0.000213,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000192,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000153,40
+0.000217,40
+0.000162,40
+0.000203,40
+0.000209,40
+0.000152,40
+0.000152,40
+0.000152,40
+0.000174,40
+0.000152,40
+0.000152,40
+0.000163,40
+0.000179,40
+0.000210,40
+0.000172,40
+0.000225,40
+0.000160,40
+0.000200,40
+0.000195,40
+0.000184,40
+0.000167,40
+0.000154,40
+0.000174,40
+0.000181,40
+0.000166,40
+0.000162,40
+0.000153,40
+0.000165,40
+0.000165,40
+0.000153,40
+0.000164,40
+0.000157,40
+0.000157,40
+0.000157,40
+0.000157,40
+0.000157,40
+0.000163,40
+0.000153,40
+0.000153,40
+0.000153,40
+0.000164,40
+0.000195,40
+0.000158,40
+0.000153,40
+0.000185,40
+0.000165,40
+0.000153,40
+0.000153,40
+0.000163,40
+0.000165,40
+0.000152,40
+0.000153,40
+0.000153,40
+0.000153,40
+0.000169,40
+0.000272,40
+0.000177,40
+0.000195,40
+0.000196,40
+0.000162,40
+0.000210,40
+0.000177,40
+0.000166,40
+0.000176,40
+0.000258,40
+0.000241,40
+0.000176,40
+0.000166,40
+0.000156,40
+0.000156,40
+0.000156,40
+0.000156,40
+0.000156,40
+0.000156,40
+0.000156,40
+0.000156,40
+0.000184,40
+0.000184,40
+0.000198,40
+0.000158,40
+0.000158,40
+0.000158,40
+0.000158,40
+0.000184,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000238,42
+0.000302,42
+0.000215,42
+0.000192,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000206,42
+0.000199,42
+0.000188,42
+0.000203,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000206,42
+0.000309,42
+0.000182,42
+0.000222,42
+0.000182,42
+0.000219,42
+0.000280,42
+0.000212,42
+0.000225,42
+0.000187,42
+0.000187,42
+0.000187,42
+0.000191,42
+0.000187,42
+0.000187,42
+0.000305,42
+0.000270,42
+0.000180,42
+0.000204,42
+0.000298,42
+0.000289,42
+0.000190,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000201,42
+0.000314,42
+0.000307,42
+0.000314,42
+0.000338,42
+0.000333,42
+0.000327,42
+0.000317,42
+0.000329,42
+0.000328,42
+0.000363,42
+0.000331,42
+0.000323,42
+0.000311,42
+0.000269,42
+0.000233,42
+0.000212,42
+0.000217,42
+0.000272,42
+0.000322,42
+0.000341,42
+0.000225,42
+0.000195,42
+0.000182,42
+0.000182,42
+0.000207,42
+0.000273,42
+0.000187,42
+0.000187,42
+0.000187,42
+0.000187,42
+0.000193,42
+0.000182,42
+0.000182,42
+0.000182,42
+0.000215,42
+0.000220,42
+0.000202,42
+0.000191,42
+0.000208,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000180,42
+0.000209,44
+0.000207,44
+0.000207,44
+0.000285,44
+0.000239,44
+0.000239,44
+0.000247,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000253,44
+0.000235,44
+0.000246,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000221,44
+0.000212,44
+0.000212,44
+0.000263,44
+0.000250,44
+0.000227,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000226,44
+0.000207,44
+0.000207,44
+0.000257,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000246,44
+0.000249,44
+0.000217,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000244,44
+0.000239,44
+0.000207,44
+0.000207,44
+0.000231,44
+0.000240,44
+0.000247,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000273,44
+0.000237,44
+0.000216,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000224,44
+0.000245,44
+0.000262,44
+0.000227,44
+0.000207,44
+0.000207,44
+0.000212,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000226,44
+0.000271,44
+0.000272,44
+0.000212,44
+0.000217,44
+0.000212,44
+0.000212,44
+0.000212,44
+0.000212,44
+0.000212,44
+0.000245,44
+0.000227,44
+0.000207,44
+0.000207,44
+0.000210,44
+0.000249,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000207,44
+0.000237,46
+0.000261,46
+0.000249,46
+0.000236,46
+0.000236,46
+0.000255,46
+0.000240,46
+0.000281,46
+0.000263,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000235,46
+0.000236,46
+0.000274,46
+0.000241,46
+0.000274,46
+0.000230,46
+0.000229,46
+0.000230,46
+0.000259,46
+0.000357,46
+0.000296,46
+0.000256,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000255,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000255,46
+0.000248,46
+0.000269,46
+0.000253,46
+0.000229,46
+0.000324,46
+0.000286,46
+0.000245,46
+0.000240,46
+0.000282,46
+0.000265,46
+0.000230,46
+0.000230,46
+0.000230,46
+0.000230,46
+0.000283,46
+0.000302,46
+0.000239,46
+0.000230,46
+0.000230,46
+0.000230,46
+0.000229,46
+0.000230,46
+0.000229,46
+0.000230,46
+0.000229,46
+0.000230,46
+0.000229,46
+0.000230,46
+0.000230,46
+0.000230,46
+0.000229,46
+0.000230,46
+0.000280,46
+0.000230,46
+0.000230,46
+0.000229,46
+0.000229,46
+0.000322,46
+0.000386,46
+0.000279,46
+0.000242,46
+0.000242,46
+0.000242,46
+0.000267,46
+0.000236,46
+0.000236,46
+0.000235,46
+0.000236,46
+0.000260,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000235,46
+0.000236,46
+0.000236,46
+0.000236,46
+0.000242,46
+0.000265,46
+0.000372,46
+0.000339,48
+0.000281,48
+0.000438,48
+0.000286,48
+0.000281,48
+0.000260,48
+0.000276,48
+0.000333,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000293,48
+0.000363,48
+0.000319,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000299,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000371,48
+0.000476,48
+0.000272,48
+0.000263,48
+0.000304,48
+0.000263,48
+0.000309,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000300,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000352,48
+0.000466,48
+0.000337,48
+0.000263,48
+0.000263,48
+0.000263,48
+0.000378,48
+0.000471,48
+0.000335,48
+0.000260,48
+0.000260,48
+0.000260,48
+0.000358,48
+0.000337,48
+0.000293,48
+0.000260,48
+0.000274,48
+0.000271,48
+0.000274,48
+0.000271,48
+0.000273,48
+0.000271,48
+0.000282,48
+0.000283,48
+0.000260,48
+0.000260,48
+0.000285,48
+0.000260,48
+0.000284,48
+0.000260,48
+0.000272,48
+0.000272,48
+0.000260,48
+0.000331,48
+0.000461,48
+0.000328,48
+0.000291,48
+0.000325,48
+0.000402,48
+0.000333,48
+0.000284,48
+0.000300,50
+0.000316,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000533,50
+0.000402,50
+0.000340,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000400,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000301,50
+0.000506,50
+0.000445,50
+0.000294,50
+0.000309,50
+0.000424,50
+0.000302,50
+0.000304,50
+0.000304,50
+0.000310,50
+0.000294,50
+0.000294,50
+0.000344,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000355,50
+0.000308,50
+0.000333,50
+0.000294,50
+0.000333,50
+0.000465,50
+0.000440,50
+0.000349,50
+0.000508,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000341,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000313,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000374,50
+0.000299,50
+0.000294,50
+0.000344,50
+0.000294,50
+0.000300,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000572,50
+0.000427,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000332,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000297,50
+0.000461,50
+0.000454,50
+0.000376,50
+0.000313,50
+0.000294,50
+0.000294,50
+0.000294,50
+0.000354,50
+0.000294,50
+0.000588,52
+0.000370,52
+0.000333,52
+0.000333,52
+0.000378,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000415,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000655,52
+0.000353,52
+0.000591,52
+0.000396,52
+0.000367,52
+0.000341,52
+0.000375,52
+0.000330,52
+0.000330,52
+0.000378,52
+0.000591,52
+0.000334,52
+0.000333,52
+0.000333,52
+0.000333,52
+0.000333,52
+0.000333,52
+0.000375,52
+0.000330,52
+0.000369,52
+0.000330,52
+0.000330,52
+0.000336,52
+0.000493,52
+0.000479,52
+0.000333,52
+0.000333,52
+0.000333,52
+0.000378,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000494,52
+0.000468,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000376,52
+0.000408,52
+0.000376,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000575,52
+0.000368,52
+0.000330,52
+0.000340,52
+0.000405,52
+0.000378,52
+0.000339,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000600,52
+0.000340,52
+0.000330,52
+0.000330,52
+0.000345,52
+0.000349,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000390,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000382,52
+0.000589,52
+0.000369,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000329,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000330,52
+0.000372,54
+0.000369,54
+0.000369,54
+0.000579,54
+0.000500,54
+0.000471,54
+0.000378,54
+0.000369,54
+0.000379,54
+0.000378,54
+0.000443,54
+0.000369,54
+0.000410,54
+0.000515,54
+0.000437,54
+0.000546,54
+0.000378,54
+0.000377,54
+0.000369,54
+0.000380,54
+0.000588,54
+0.000405,54
+0.000368,54
+0.000369,54
+0.000369,54
+0.000369,54
+0.000369,54
+0.000431,54
+0.000369,54
+0.000369,54
+0.000369,54
+0.000410,54
+0.000413,54
+0.000369,54
+0.000369,54
+0.000651,54
+0.000382,54
+0.000373,54
+0.000373,54
+0.000373,54
+0.000373,54
+0.000373,54
+0.000416,54
+0.000369,54
+0.000369,54
+0.000369,54
+0.000400,54
+0.000459,54
+0.000369,54
+0.000369,54
+0.000381,54
+0.000378,54
+0.000402,54
+0.000379,54
+0.000411,54
+0.000527,54
+0.000369,54
+0.000379,54
+0.000408,54
+0.000369,54
+0.000369,54
+0.000369,54
+0.000404,54
+0.000369,54
+0.000409,54
+0.000369,54
+0.000369,54
+0.000389,54
+0.000369,54
+0.000459,54
+0.000376,54
+0.000438,54
+0.000442,54
+0.000378,54
+0.000369,54
+0.000369,54
+0.000541,54
+0.000588,54
+0.000392,54
+0.000389,54
+0.000389,54
+0.000403,54
+0.000378,54
+0.000378,54
+0.000378,54
+0.000379,54
+0.000378,54
+0.000378,54
+0.000434,54
+0.000369,54
+0.000369,54
+0.000369,54
+0.000406,54
+0.000368,54
+0.000369,54
+0.000369,54
+0.000454,54
+0.000443,54
+0.000395,54
+0.000369,54
+0.000412,56
+0.000410,56
+0.000452,56
+0.000410,56
+0.000411,56
+0.000410,56
+0.000411,56
+0.000411,56
+0.000410,56
+0.000411,56
+0.000451,56
+0.000455,56
+0.000490,56
+0.000466,56
+0.000411,56
+0.000410,56
+0.000411,56
+0.000411,56
+0.000410,56
+0.000410,56
+0.000411,56
+0.000447,56
+0.000410,56
+0.000410,56
+0.000411,56
+0.000411,56
+0.000411,56
+0.000430,56
+0.000486,56
+0.000467,56
+0.000448,56
+0.000411,56
+0.000410,56
+0.000498,56
+0.000450,56
+0.000491,56
+0.000471,56
+0.000411,56
+0.000410,56
+0.000443,56
+0.000410,56
+0.000410,56
+0.000411,56
+0.000411,56
+0.000410,56
+0.000410,56
+0.000411,56
+0.000410,56
+0.000412,56
+0.000528,56
+0.000454,56
+0.000411,56
+0.000451,56
+0.000411,56
+0.000410,56
+0.000410,56
+0.000517,56
+0.000489,56
+0.000410,56
+0.000410,56
+0.000498,56
+0.000450,56
+0.000410,56
+0.000410,56
+0.000411,56
+0.000431,56
+0.000437,56
+0.000479,56
+0.000411,56
+0.000411,56
+0.000430,56
+0.000442,56
+0.000662,56
+0.000483,56
+0.000445,56
+0.000454,56
+0.000410,56
+0.000410,56
+0.000410,56
+0.000410,56
+0.000597,56
+0.000603,56
+0.000460,56
+0.000458,56
+0.000709,56
+0.000501,56
+0.000462,56
+0.000453,56
+0.000433,56
+0.000421,56
+0.000421,56
+0.000421,56
+0.000449,56
+0.000411,56
+0.000411,56
+0.000679,56
+0.000441,56
+0.000421,56
+0.000421,56
+0.000421,56
+0.000469,58
+0.000832,58
+0.000624,58
+0.000507,58
+0.000506,58
+0.000455,58
+0.000455,58
+0.000538,58
+0.000739,58
+0.000536,58
+0.000467,58
+0.000467,58
+0.000468,58
+0.000487,58
+0.000554,58
+0.000495,58
+0.000467,58
+0.000467,58
+0.000559,58
+0.000508,58
+0.000480,58
+0.000480,58
+0.000582,58
+0.000483,58
+0.000480,58
+0.000480,58
+0.000480,58
+0.000480,58
+0.000506,58
+0.000477,58
+0.000467,58
+0.000467,58
+0.000499,58
+0.000455,58
+0.000697,58
+0.000636,58
+0.000502,58
+0.000472,58
+0.000514,58
+0.000506,58
+0.000566,58
+0.000465,58
+0.000455,58
+0.000515,58
+0.000707,58
+0.000478,58
+0.000487,58
+0.000519,58
+0.000490,58
+0.000467,58
+0.000467,58
+0.000522,58
+0.000483,58
+0.000467,58
+0.000488,58
+0.000477,58
+0.000467,58
+0.000467,58
+0.000467,58
+0.000478,58
+0.000642,58
+0.000498,58
+0.000483,58
+0.000472,58
+0.000467,58
+0.000467,58
+0.000467,58
+0.000502,58
+0.000533,58
+0.000473,58
+0.000467,58
+0.000480,58
+0.000455,58
+0.000498,58
+0.000544,58
+0.000455,58
+0.000632,58
+0.000488,58
+0.000500,58
+0.000507,58
+0.000468,58
+0.000486,58
+0.000499,58
+0.000455,58
+0.000480,58
+0.000493,58
+0.000467,58
+0.000530,58
+0.000557,58
+0.000495,58
+0.000518,58
+0.000539,58
+0.000572,58
+0.000487,58
+0.000467,58
+0.000495,58
+0.000467,58
+0.000498,58
+0.000613,58
+0.000513,58
+0.000605,60
+0.000517,60
+0.000526,60
+0.000540,60
+0.000503,60
+0.000504,60
+0.000648,60
+0.000701,60
+0.000610,60
+0.000554,60
+0.000532,60
+0.000517,60
+0.000645,60
+0.000517,60
+0.000516,60
+0.000517,60
+0.000531,60
+0.000638,60
+0.000557,60
+0.000517,60
+0.000517,60
+0.000517,60
+0.000517,60
+0.000517,60
+0.000563,60
+0.000653,60
+0.000517,60
+0.000517,60
+0.000565,60
+0.000560,60
+0.000555,60
+0.000548,60
+0.000517,60
+0.000525,60
+0.000650,60
+0.000613,60
+0.000596,60
+0.000517,60
+0.000547,60
+0.000614,60
+0.000526,60
+0.000517,60
+0.000556,60
+0.000551,60
+0.000517,60
+0.000517,60
+0.000670,60
+0.000537,60
+0.000517,60
+0.000531,60
+0.000517,60
+0.000517,60
+0.000613,60
+0.000547,60
+0.000517,60
+0.000585,60
+0.000543,60
+0.000517,60
+0.000517,60
+0.000552,60
+0.000550,60
+0.000553,60
+0.000528,60
+0.000559,60
+0.000517,60
+0.000517,60
+0.000684,60
+0.000583,60
+0.000526,60
+0.000517,60
+0.000604,60
+0.000517,60
+0.000517,60
+0.000517,60
+0.000517,60
+0.000588,60
+0.000538,60
+0.000610,60
+0.000534,60
+0.000622,60
+0.000517,60
+0.000517,60
+0.000596,60
+0.000558,60
+0.000544,60
+0.000564,60
+0.000545,60
+0.000537,60
+0.000517,60
+0.000542,60
+0.000586,60
+0.000582,60
+0.000579,60
+0.000522,60
+0.000517,60
+0.000554,60
+0.000558,60
+0.000604,60
+0.000526,60
+0.000563,60
+0.000599,62
+0.000611,62
+0.000569,62
+0.000601,62
+0.000648,62
+0.000579,62
+0.000605,62
+0.000607,62
+0.000613,62
+0.000570,62
+0.000654,62
+0.000610,62
+0.000637,62
+0.000569,62
+0.000569,62
+0.000596,62
+0.000611,62
+0.000664,62
+0.000569,62
+0.000598,62
+0.000570,62
+0.000575,62
+0.000639,62
+0.000654,62
+0.000661,62
+0.000570,62
+0.000569,62
+0.000671,62
+0.000625,62
+0.000630,62
+0.000595,62
+0.000580,62
+0.000695,62
+0.000584,62
+0.000569,62
+0.000719,62
+0.000616,62
+0.000569,62
+0.000644,62
+0.000610,62
+0.000615,62
+0.000605,62
+0.000626,62
+0.000580,62
+0.000580,62
+0.000659,62
+0.000601,62
+0.000570,62
+0.000675,62
+0.000597,62
+0.000570,62
+0.000735,62
+0.000596,62
+0.000570,62
+0.000569,62
+0.000609,62
+0.000749,62
+0.000793,62
+0.000687,62
+0.000570,62
+0.000785,62
+0.000754,62
+0.000608,62
+0.000626,62
+0.000628,62
+0.000734,62
+0.000564,62
+0.000593,62
+0.000564,62
+0.000598,62
+0.000848,62
+0.000569,62
+0.000602,62
+0.000569,62
+0.000781,62
+0.000628,62
+0.000621,62
+0.000570,62
+0.000569,62
+0.000689,62
+0.000595,62
+0.000598,62
+0.000650,62
+0.000576,62
+0.000569,62
+0.000627,62
+0.000617,62
+0.000649,62
+0.000590,62
+0.000579,62
+0.000569,62
+0.000569,62
+0.000569,62
+0.000587,62
+0.000582,62
+0.000569,62
+0.000570,62
+0.000570,62
+0.000555,62
+0.000779,62
+0.000785,64
+0.000667,64
+0.000626,64
+0.000672,64
+0.000706,64
+0.000632,64
+0.000670,64
+0.000610,64
+0.000609,64
+0.000704,64
+0.000675,64
+0.000625,64
+0.000799,64
+0.000684,64
+0.000636,64
+0.000636,64
+0.000610,64
+0.000610,64
+0.000652,64
+0.000610,64
+0.000609,64
+0.000621,64
+0.000832,64
+0.000626,64
+0.000740,64
+0.000707,64
+0.000636,64
+0.000626,64
+0.000626,64
+0.000677,64
+0.000675,64
+0.000680,64
+0.000849,64
+0.000617,64
+0.000616,64
+0.000617,64
+0.000655,64
+0.000617,64
+0.000894,64
+0.000675,64
+0.000660,64
+0.000877,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000630,64
+0.000630,64
+0.000610,64
+0.000822,64
+0.000718,64
+0.000626,64
+0.000816,64
+0.000610,64
+0.000732,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000803,64
+0.000667,64
+0.000646,64
+0.000626,64
+0.000640,64
+0.000626,64
+0.000650,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000646,64
+0.000610,64
+0.000610,64
+0.000755,64
+0.000610,64
+0.000610,64
+0.000630,64
+0.000767,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000653,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000650,64
+0.000610,64
+0.000658,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000610,64
+0.000643,64
+0.000610,64
+0.000701,66
+0.000736,66
+0.000701,66
+0.000695,66
+0.000757,66
+0.000892,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000794,66
+0.000719,66
+0.000730,66
+0.000720,66
+0.000768,66
+0.000752,66
+0.000803,66
+0.000695,66
+0.000803,66
+0.000817,66
+0.000695,66
+0.000730,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000730,66
+0.000695,66
+0.000695,66
+0.000714,66
+0.000695,66
+0.000695,66
+0.000733,66
+0.000735,66
+0.000877,66
+0.000695,66
+0.000695,66
+0.000788,66
+0.000696,66
+0.000707,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000736,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000696,66
+0.000695,66
+0.000730,66
+0.000830,66
+0.001033,66
+0.000793,66
+0.000776,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000695,66
+0.000734,66
+0.000734,66
+0.000695,66
+0.000705,66
+0.000695,66
+0.000695,66
+0.000723,66
+0.000735,66
+0.000887,66
+0.000839,66
+0.001128,66
+0.000973,66
+0.000763,66
+0.000749,66
+0.000970,66
+0.000838,66
+0.000749,66
+0.000845,66
+0.000848,66
+0.000736,66
+0.001027,66
+0.001168,66
+0.001270,66
+0.000751,66
+0.000812,66
+0.000766,66
+0.000714,66
+0.000796,66
+0.000723,66
+0.000749,66
+0.000777,66
+0.000744,66
+0.000703,66
+0.000795,66
+0.000938,66
+0.000951,66
+0.001383,66
+0.000888,66
+0.000774,66
+0.000845,66
+0.001012,66
+0.000972,66
+0.000907,68
+0.001312,68
+0.001344,68
+0.001450,68
+0.001564,68
+0.001454,68
+0.001484,68
+0.001321,68
+0.001172,68
+0.000795,68
+0.000780,68
+0.000896,68
+0.000932,68
+0.000758,68
+0.000793,68
+0.000760,68
+0.000781,68
+0.000796,68
+0.000750,68
+0.000798,68
+0.000770,68
+0.000750,68
+0.000815,68
+0.000750,68
+0.000768,68
+0.000752,68
+0.000890,68
+0.000791,68
+0.000766,68
+0.000730,68
+0.000794,68
+0.000783,68
+0.000771,68
+0.000731,68
+0.000795,68
+0.000825,68
+0.000740,68
+0.000731,68
+0.000730,68
+0.000730,68
+0.000773,68
+0.000730,68
+0.000749,68
+0.000730,68
+0.000829,68
+0.000801,68
+0.000730,68
+0.000872,68
+0.000770,68
+0.000843,68
+0.000796,68
+0.000978,68
+0.000765,68
+0.000857,68
+0.000780,68
+0.000829,68
+0.000744,68
+0.000778,68
+0.000767,68
+0.000777,68
+0.000798,68
+0.000741,68
+0.000730,68
+0.000799,68
+0.000816,68
+0.000816,68
+0.000731,68
+0.000730,68
+0.000800,68
+0.000808,68
+0.000837,68
+0.000731,68
+0.000770,68
+0.000770,68
+0.000832,68
+0.000751,68
+0.000831,68
+0.000730,68
+0.000792,68
+0.000730,68
+0.000751,68
+0.000774,68
+0.000730,68
+0.000730,68
+0.000730,68
+0.000730,68
+0.000830,68
+0.000773,68
+0.000881,68
+0.000797,68
+0.000875,68
+0.000819,68
+0.000830,68
+0.000844,68
+0.000806,68
+0.000879,68
+0.000793,68
+0.000781,68
+0.000763,68
+0.000952,68
+0.000825,70
+0.000867,70
+0.000921,70
+0.000877,70
+0.000817,70
+0.000908,70
+0.000816,70
+0.000816,70
+0.000816,70
+0.000817,70
+0.000928,70
+0.000842,70
+0.000823,70
+0.000836,70
+0.000795,70
+0.000836,70
+0.000795,70
+0.000834,70
+0.000795,70
+0.000835,70
+0.000830,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000841,70
+0.000815,70
+0.000795,70
+0.000795,70
+0.000889,70
+0.000954,70
+0.000795,70
+0.000795,70
+0.000820,70
+0.000839,70
+0.000795,70
+0.000795,70
+0.000835,70
+0.000795,70
+0.000842,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000818,70
+0.000795,70
+0.000795,70
+0.000796,70
+0.000795,70
+0.000822,70
+0.000835,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000840,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000835,70
+0.000804,70
+0.000835,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000797,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000797,70
+0.000795,70
+0.000835,70
+0.000795,70
+0.000795,70
+0.000842,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000819,70
+0.000835,70
+0.000795,70
+0.000795,70
+0.000795,70
+0.000801,70
+0.000795,70
+0.000819,70
+0.000814,70
+0.000795,70
+0.000797,70
+0.000984,70
+0.000963,70
+0.000832,70
+0.000852,70
+0.000813,70
+0.000854,70
+0.000875,70
+0.000834,70
+0.001028,70
+0.000839,70
+0.000928,72
+0.000914,72
+0.000922,72
+0.000943,72
+0.001004,72
+0.000911,72
+0.000916,72
+0.000949,72
+0.000974,72
+0.001009,72
+0.001021,72
+0.000943,72
+0.000939,72
+0.001050,72
+0.001369,72
+0.000906,72
+0.000931,72
+0.000939,72
+0.001310,72
+0.001418,72
+0.001016,72
+0.000865,72
+0.000924,72
+0.000993,72
+0.000865,72
+0.001087,72
+0.001341,72
+0.000912,72
+0.000969,72
+0.000912,72
+0.000910,72
+0.000887,72
+0.001002,72
+0.000927,72
+0.000911,72
+0.000972,72
+0.001009,72
+0.000945,72
+0.000917,72
+0.000887,72
+0.000948,72
+0.001074,72
+0.000913,72
+0.001173,72
+0.000888,72
+0.001074,72
+0.000951,72
+0.001027,72
+0.000887,72
+0.000908,72
+0.000988,72
+0.000917,72
+0.000887,72
+0.000888,72
+0.000888,72
+0.000912,72
+0.001002,72
+0.000969,72
+0.000928,72
+0.000915,72
+0.001005,72
+0.001022,72
+0.000888,72
+0.000914,72
+0.001134,72
+0.000888,72
+0.000888,72
+0.000908,72
+0.000944,72
+0.001175,72
+0.000911,72
+0.000897,72
+0.000915,72
+0.000887,72
+0.000887,72
+0.000951,72
+0.000912,72
+0.000887,72
+0.000907,72
+0.000887,72
+0.001062,72
+0.000899,72
+0.000865,72
+0.000865,72
+0.000865,72
+0.000925,72
+0.000875,72
+0.000894,72
+0.000865,72
+0.000900,72
+0.000865,72
+0.001257,72
+0.000972,72
+0.000991,72
+0.001001,72
+0.000906,72
+0.000978,72
+0.000865,72
+0.000907,72
+0.000898,72
+0.000985,74
+0.001021,74
+0.000988,74
+0.001000,74
+0.001000,74
+0.001176,74
+0.000992,74
+0.000938,74
+0.000938,74
+0.000938,74
+0.001051,74
+0.000978,74
+0.001045,74
+0.000988,74
+0.001011,74
+0.001138,74
+0.001130,74
+0.001041,74
+0.000939,74
+0.001171,74
+0.001081,74
+0.001145,74
+0.001003,74
+0.000959,74
+0.000938,74
+0.000974,74
+0.001038,74
+0.001237,74
+0.001027,74
+0.001068,74
+0.000938,74
+0.000938,74
+0.000938,74
+0.000975,74
+0.000938,74
+0.000978,74
+0.000965,74
+0.001030,74
+0.000938,74
+0.000938,74
+0.001065,74
+0.001153,74
+0.000963,74
+0.000998,74
+0.000958,74
+0.001040,74
+0.000952,74
+0.000938,74
+0.000999,74
+0.001004,74
+0.000938,74
+0.000938,74
+0.000977,74
+0.001011,74
+0.000938,74
+0.000978,74
+0.001126,74
+0.001096,74
+0.001035,74
+0.000964,74
+0.000978,74
+0.000970,74
+0.001084,74
+0.000958,74
+0.000958,74
+0.001020,74
+0.000938,74
+0.000938,74
+0.000939,74
+0.001004,74
+0.000978,74
+0.000938,74
+0.000938,74
+0.000938,74
+0.000961,74
+0.000938,74
+0.000938,74
+0.000958,74
+0.000963,74
+0.000938,74
+0.001061,74
+0.000938,74
+0.000966,74
+0.000938,74
+0.000938,74
+0.000938,74
+0.000988,74
+0.000938,74
+0.000978,74
+0.000938,74
+0.000961,74
+0.000938,74
+0.000938,74
+0.000938,74
+0.000943,74
+0.000938,74
+0.000938,74
+0.000959,74
+0.000938,74
+0.000963,74
+0.001054,76
+0.001051,76
+0.001090,76
+0.001150,76
+0.001072,76
+0.001172,76
+0.001086,76
+0.001111,76
+0.001071,76
+0.001152,76
+0.001089,76
+0.001051,76
+0.001051,76
+0.001086,76
+0.001061,76
+0.001051,76
+0.001051,76
+0.001075,76
+0.001051,76
+0.001091,76
+0.001112,76
+0.001086,76
+0.001051,76
+0.001071,76
+0.001051,76
+0.001055,76
+0.001051,76
+0.001051,76
+0.001055,76
+0.001051,76
+0.001051,76
+0.001051,76
+0.001053,76
+0.001051,76
+0.001091,76
+0.001051,76
+0.001094,76
+0.001051,76
+0.001051,76
+0.001090,76
+0.001055,76
+0.001052,76
+0.001051,76
+0.001051,76
+0.001118,76
+0.001051,76
+0.001051,76
+0.001183,76
+0.001303,76
+0.001051,76
+0.001112,76
+0.001124,76
+0.001051,76
+0.001051,76
+0.001075,76
+0.001051,76
+0.001553,76
+0.001176,76
+0.001095,76
+0.001416,76
+0.001071,76
+0.001087,76
+0.001051,76
+0.001051,76
+0.001091,76
+0.001083,76
+0.001102,76
+0.001051,76
+0.001092,76
+0.001051,76
+0.001051,76
+0.001071,76
+0.001075,76
+0.001051,76
+0.001216,76
+0.001051,76
+0.001080,76
+0.001051,76
+0.001051,76
+0.001051,76
+0.001114,76
+0.001090,76
+0.001051,76
+0.001053,76
+0.001051,76
+0.001051,76
+0.001051,76
+0.001055,76
+0.001052,76
+0.001094,76
+0.001051,76
+0.001053,76
+0.001051,76
+0.001051,76
+0.001051,76
+0.001115,76
+0.001051,76
+0.001091,76
+0.001053,76
+0.001051,76
+0.001100,78
+0.001097,78
+0.001101,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001099,78
+0.001097,78
+0.001097,78
+0.001122,78
+0.001097,78
+0.001136,78
+0.001156,78
+0.001120,78
+0.001097,78
+0.001097,78
+0.001125,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001099,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001101,78
+0.001097,78
+0.001136,78
+0.001138,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001101,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001119,78
+0.001147,78
+0.001097,78
+0.001167,78
+0.001097,78
+0.001097,78
+0.001136,78
+0.001140,78
+0.001097,78
+0.001097,78
+0.001099,78
+0.001097,78
+0.001097,78
+0.001141,78
+0.001167,78
+0.001148,78
+0.001130,78
+0.001170,78
+0.001122,78
+0.001332,78
+0.001157,78
+0.001139,78
+0.001136,78
+0.001097,78
+0.001121,78
+0.001196,78
+0.001097,78
+0.001096,78
+0.001127,78
+0.001097,78
+0.001097,78
+0.001119,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001160,78
+0.001117,78
+0.001116,78
+0.001097,78
+0.001125,78
+0.001097,78
+0.001097,78
+0.001119,78
+0.001097,78
+0.001097,78
+0.001096,78
+0.001122,78
+0.001097,78
+0.001097,78
+0.001121,78
+0.001136,78
+0.001097,78
+0.001136,78
+0.001128,78
+0.001097,78
+0.001171,78
+0.001097,78
+0.001103,78
+0.001097,78
+0.001117,78
+0.001106,78
+0.001097,78
+0.001097,78
+0.001097,78
+0.001100,78
+0.001264,80
+0.001262,80
+0.001225,80
+0.001223,80
+0.001223,80
+0.001227,80
+0.001223,80
+0.001223,80
+0.001223,80
+0.001225,80
+0.001223,80
+0.001223,80
+0.001227,80
+0.001223,80
+0.001262,80
+0.001283,80
+0.001223,80
+0.001223,80
+0.001227,80
+0.001223,80
+0.001223,80
+0.001223,80
+0.001225,80
+0.001282,80
+0.001223,80
+0.001227,80
+0.001223,80
+0.001712,80
+0.001329,80
+0.001264,80
+0.001255,80
+0.001251,80
+0.001223,80
+0.001599,80
+0.001299,80
+0.001271,80
+0.001335,80
+0.001309,80
+0.001575,80
+0.001408,80
+0.001299,80
+0.001467,80
+0.001480,80
+0.001317,80
+0.001264,80
+0.001394,80
+0.001587,80
+0.001334,80
+0.001425,80
+0.001378,80
+0.001411,80
+0.001429,80
+0.001355,80
+0.001371,80
+0.001385,80
+0.001368,80
+0.001379,80
+0.001418,80
+0.001370,80
+0.001374,80
+0.001350,80
+0.001364,80
+0.001342,80
+0.001407,80
+0.001450,80
+0.001360,80
+0.001466,80
+0.001275,80
+0.001433,80
+0.001438,80
+0.001355,80
+0.001501,80
+0.001334,80
+0.001378,80
+0.001397,80
+0.001461,80
+0.001453,80
+0.001389,80
+0.001323,80
+0.001326,80
+0.001358,80
+0.001449,80
+0.001381,80
+0.001467,80
+0.001347,80
+0.001351,80
+0.001440,80
+0.001414,80
+0.001330,80
+0.001410,80
+0.001383,80
+0.001459,80
+0.001375,80
+0.001542,80
+0.001452,80
+0.001452,80
+0.001384,80
+0.001366,80
+0.001429,80
+0.001353,80
+0.001473,82
+0.001418,82
+0.001347,82
+0.001387,82
+0.001345,82
+0.001437,82
+0.001763,82
+0.001388,82
+0.001389,82
+0.001345,82
+0.001426,82
+0.001455,82
+0.001466,82
+0.001407,82
+0.001468,82
+0.001408,82
+0.001475,82
+0.001458,82
+0.001405,82
+0.001397,82
+0.001423,82
+0.001519,82
+0.001587,82
+0.001440,82
+0.001367,82
+0.001421,82
+0.001491,82
+0.001387,82
+0.002170,82
+0.001483,82
+0.001421,82
+0.001546,82
+0.001426,82
+0.001630,82
+0.001557,82
+0.001396,82
+0.001408,82
+0.001490,82
+0.001365,82
+0.001479,82
+0.001402,82
+0.001574,82
+0.001383,82
+0.001400,82
+0.001366,82
+0.001451,82
+0.001437,82
+0.001522,82
+0.001670,82
+0.001963,82
+0.002133,82
+0.001533,82
+0.001973,82
+0.001660,82
+0.001853,82
+0.001586,82
+0.001375,82
+0.001368,82
+0.001519,82
+0.001350,82
+0.001552,82
+0.001479,82
+0.001522,82
+0.001393,82
+0.001417,82
+0.001377,82
+0.001486,82
+0.001379,82
+0.001348,82
+0.001396,82
+0.001349,82
+0.001388,82
+0.001407,82
+0.001410,82
+0.001679,82
+0.001334,82
+0.001647,82
+0.001530,82
+0.001803,82
+0.001343,82
+0.001370,82
+0.001336,82
+0.001697,82
+0.001429,82
+0.001737,82
+0.001503,82
+0.001345,82
+0.001364,82
+0.001308,82
+0.001612,82
+0.001366,82
+0.001341,82
+0.001347,82
+0.001424,82
+0.001590,82
+0.001366,82
+0.001375,82
+0.001321,82
+0.001353,82
+0.001294,82
+0.001669,84
+0.001526,84
+0.001538,84
+0.001411,84
+0.001462,84
+0.001597,84
+0.001472,84
+0.001640,84
+0.001412,84
+0.001575,84
+0.001458,84
+0.001693,84
+0.001625,84
+0.001592,84
+0.001543,84
+0.001544,84
+0.001556,84
+0.001714,84
+0.001522,84
+0.001623,84
+0.001591,84
+0.001423,84
+0.001478,84
+0.001554,84
+0.001472,84
+0.001471,84
+0.001495,84
+0.001573,84
+0.001593,84
+0.001494,84
+0.001552,84
+0.001578,84
+0.001505,84
+0.001621,84
+0.001543,84
+0.001499,84
+0.001560,84
+0.001557,84
+0.001518,84
+0.001988,84
+0.001971,84
+0.001965,84
+0.001966,84
+0.001569,84
+0.001649,84
+0.001778,84
+0.001657,84
+0.001753,84
+0.001536,84
+0.001505,84
+0.001472,84
+0.001468,84
+0.001448,84
+0.001509,84
+0.001477,84
+0.001544,84
+0.001528,84
+0.001538,84
+0.001554,84
+0.001537,84
+0.001515,84
+0.001594,84
+0.001543,84
+0.001528,84
+0.001484,84
+0.001527,84
+0.001571,84
+0.001508,84
+0.001607,84
+0.001540,84
+0.001538,84
+0.001628,84
+0.001552,84
+0.001569,84
+0.001489,84
+0.001556,84
+0.001618,84
+0.001560,84
+0.001519,84
+0.001590,84
+0.001533,84
+0.001639,84
+0.001880,84
+0.001776,84
+0.001651,84
+0.001795,84
+0.001832,84
+0.001781,84
+0.001668,84
+0.001819,84
+0.001829,84
+0.001789,84
+0.001550,84
+0.001519,84
+0.001526,84
+0.001636,84
+0.001549,84
+0.001489,84
+0.001573,84
+0.001508,84
+0.001689,86
+0.001727,86
+0.001814,86
+0.001746,86
+0.001651,86
+0.001581,86
+0.002784,86
+0.002020,86
+0.001751,86
+0.001838,86
+0.001704,86
+0.001713,86
+0.002233,86
+0.001671,86
+0.001552,86
+0.001590,86
+0.001488,86
+0.001489,86
+0.001621,86
+0.001542,86
+0.001672,86
+0.002154,86
+0.001683,86
+0.001518,86
+0.001719,86
+0.001589,86
+0.001469,86
+0.001469,86
+0.001507,86
+0.001609,86
+0.001761,86
+0.001685,86
+0.001559,86
+0.001546,86
+0.001493,86
+0.001549,86
+0.001502,86
+0.001508,86
+0.001536,86
+0.001624,86
+0.001597,86
+0.001576,86
+0.001566,86
+0.001572,86
+0.001469,86
+0.001510,86
+0.001543,86
+0.001469,86
+0.001513,86
+0.001469,86
+0.001572,86
+0.001678,86
+0.001723,86
+0.001591,86
+0.001565,86
+0.001511,86
+0.001586,86
+0.001469,86
+0.001469,86
+0.001552,86
+0.001868,86
+0.002483,86
+0.002891,86
+0.002797,86
+0.002861,86
+0.002462,86
+0.001964,86
+0.001836,86
+0.001599,86
+0.001622,86
+0.001578,86
+0.001706,86
+0.001705,86
+0.001788,86
+0.001986,86
+0.001600,86
+0.001528,86
+0.001697,86
+0.001970,86
+0.002888,86
+0.002401,86
+0.001572,86
+0.001520,86
+0.001580,86
+0.001508,86
+0.001532,86
+0.001548,86
+0.001624,86
+0.001765,86
+0.001488,86
+0.001627,86
+0.001469,86
+0.001530,86
+0.001525,86
+0.001469,86
+0.001469,86
+0.001512,86
+0.001666,86
+0.001702,86
+0.001659,86
+0.001687,88
+0.001593,88
+0.001635,88
+0.001608,88
+0.001574,88
+0.001612,88
+0.001613,88
+0.001802,88
+0.001868,88
+0.001818,88
+0.001712,88
+0.001593,88
+0.001653,88
+0.001897,88
+0.001593,88
+0.001613,88
+0.001574,88
+0.001771,88
+0.001871,88
+0.001981,88
+0.001962,88
+0.001625,88
+0.001635,88
+0.002564,88
+0.002989,88
+0.002923,88
+0.002775,88
+0.001774,88
+0.001841,88
+0.001674,88
+0.001592,88
+0.001612,88
+0.001573,88
+0.001729,88
+0.001627,88
+0.001949,88
+0.001631,88
+0.001706,88
+0.001599,88
+0.001656,88
+0.001611,88
+0.001573,88
+0.001574,88
+0.001757,88
+0.001927,88
+0.001673,88
+0.001680,88
+0.001703,88
+0.001627,88
+0.001689,88
+0.001610,88
+0.001880,88
+0.001652,88
+0.001959,88
+0.001833,88
+0.001758,88
+0.001791,88
+0.001764,88
+0.001767,88
+0.001668,88
+0.001744,88
+0.001651,88
+0.001574,88
+0.002012,88
+0.001927,88
+0.001750,88
+0.001866,88
+0.001627,88
+0.001799,88
+0.001638,88
+0.001658,88
+0.001789,88
+0.001902,88
+0.001845,88
+0.001852,88
+0.001896,88
+0.001632,88
+0.001619,88
+0.001929,88
+0.002279,88
+0.001912,88
+0.001828,88
+0.001703,88
+0.001683,88
+0.001792,88
+0.001699,88
+0.001671,88
+0.001785,88
+0.001695,88
+0.001674,88
+0.001746,88
+0.001835,88
+0.001816,88
+0.002181,88
+0.002106,88
+0.001822,88
+0.002063,88
+0.001751,88
+0.002060,88
+0.001953,88
+0.002506,90
+0.002729,90
+0.002557,90
+0.002289,90
+0.002198,90
+0.002215,90
+0.002222,90
+0.002952,90
+0.002940,90
+0.002199,90
+0.002351,90
+0.002141,90
+0.001943,90
+0.002165,90
+0.002890,90
+0.002427,90
+0.002257,90
+0.002644,90
+0.002190,90
+0.002735,90
+0.002083,90
+0.002364,90
+0.002731,90
+0.003146,90
+0.002302,90
+0.002487,90
+0.002181,90
+0.002008,90
+0.002087,90
+0.001829,90
+0.001937,90
+0.002182,90
+0.002111,90
+0.002008,90
+0.001927,90
+0.001947,90
+0.002299,90
+0.002398,90
+0.001884,90
+0.001889,90
+0.002031,90
+0.001808,90
+0.001882,90
+0.001899,90
+0.002200,90
+0.002058,90
+0.001909,90
+0.001916,90
+0.001905,90
+0.001876,90
+0.001885,90
+0.001819,90
+0.002004,90
+0.002309,90
+0.002066,90
+0.001904,90
+0.001882,90
+0.001827,90
+0.001815,90
+0.001880,90
+0.001880,90
+0.002356,90
+0.002548,90
+0.001877,90
+0.001901,90
+0.001806,90
+0.001802,90
+0.001874,90
+0.001893,90
+0.002230,90
+0.002034,90
+0.002065,90
+0.001932,90
+0.001997,90
+0.001898,90
+0.002424,90
+0.003206,90
+0.003277,90
+0.003128,90
+0.002408,90
+0.002066,90
+0.002048,90
+0.002269,90
+0.002389,90
+0.002295,90
+0.002206,90
+0.002143,90
+0.002052,90
+0.002010,90
+0.001989,90
+0.002045,90
+0.002232,90
+0.002216,90
+0.002354,90
+0.002202,90
+0.002418,90
+0.002099,90
+0.002110,90
+0.002142,90
+0.002166,90
+0.002204,92
+0.002298,92
+0.002207,92
+0.002173,92
+0.002178,92
+0.002327,92
+0.002337,92
+0.002156,92
+0.002237,92
+0.002421,92
+0.002156,92
+0.002213,92
+0.002182,92
+0.002491,92
+0.002323,92
+0.002225,92
+0.002425,92
+0.002284,92
+0.002338,92
+0.003061,92
+0.003377,92
+0.003534,92
+0.003016,92
+0.002268,92
+0.002223,92
+0.002220,92
+0.002490,92
+0.002097,92
+0.002016,92
+0.002111,92
+0.002131,92
+0.002017,92
+0.001990,92
+0.002122,92
+0.001988,92
+0.001986,92
+0.002012,92
+0.002017,92
+0.001991,92
+0.002005,92
+0.001974,92
+0.002031,92
+0.002031,92
+0.002045,92
+0.002075,92
+0.002085,92
+0.002380,92
+0.002281,92
+0.002188,92
+0.002187,92
+0.002204,92
+0.002148,92
+0.002144,92
+0.002126,92
+0.002146,92
+0.002135,92
+0.002182,92
+0.002274,92
+0.002168,92
+0.002217,92
+0.002235,92
+0.002338,92
+0.002226,92
+0.002195,92
+0.003377,92
+0.003636,92
+0.003556,92
+0.002944,92
+0.002353,92
+0.002290,92
+0.002484,92
+0.002277,92
+0.002147,92
+0.002483,92
+0.002218,92
+0.002122,92
+0.002113,92
+0.002255,92
+0.002275,92
+0.002155,92
+0.002152,92
+0.002163,92
+0.002218,92
+0.002204,92
+0.002177,92
+0.002174,92
+0.002196,92
+0.002190,92
+0.002202,92
+0.002230,92
+0.002163,92
+0.002154,92
+0.002150,92
+0.002293,92
+0.002182,92
+0.002219,92
+0.002143,92
+0.002209,92
+0.002253,92
+0.002173,92
+0.002319,94
+0.002370,94
+0.002364,94
+0.002271,94
+0.002365,94
+0.002355,94
+0.002271,94
+0.003291,94
+0.003712,94
+0.003714,94
+0.003034,94
+0.002388,94
+0.002673,94
+0.002384,94
+0.002423,94
+0.002168,94
+0.002159,94
+0.002336,94
+0.002190,94
+0.002172,94
+0.002268,94
+0.002195,94
+0.002355,94
+0.002301,94
+0.002343,94
+0.002207,94
+0.002375,94
+0.002346,94
+0.002500,94
+0.002342,94
+0.002345,94
+0.002385,94
+0.002242,94
+0.002254,94
+0.002465,94
+0.002337,94
+0.002118,94
+0.002088,94
+0.002141,94
+0.002053,94
+0.002127,94
+0.002154,94
+0.002742,94
+0.002204,94
+0.002145,94
+0.002119,94
+0.002109,94
+0.002133,94
+0.002150,94
+0.002110,94
+0.002025,94
+0.002053,94
+0.002768,94
+0.002178,94
+0.002147,94
+0.002126,94
+0.002086,94
+0.002378,94
+0.002387,94
+0.002090,94
+0.002102,94
+0.002120,94
+0.002158,94
+0.002133,94
+0.002197,94
+0.002690,94
+0.002092,94
+0.002132,94
+0.002095,94
+0.002105,94
+0.002079,94
+0.002148,94
+0.002127,94
+0.002543,94
+0.002073,94
+0.002065,94
+0.002016,94
+0.002084,94
+0.002091,94
+0.001971,94
+0.002219,94
+0.002043,94
+0.002093,94
+0.002011,94
+0.002007,94
+0.001957,94
+0.001953,94
+0.001918,94
+0.002061,94
+0.002174,94
+0.001999,94
+0.001918,94
+0.002002,94
+0.001957,94
+0.001952,94
+0.001918,94
+0.001996,94
+0.002121,94
+0.002045,94
+0.001991,94
+0.002271,96
+0.002186,96
+0.002124,96
+0.002056,96
+0.002083,96
+0.002061,96
+0.002075,96
+0.002041,96
+0.002082,96
+0.002100,96
+0.002065,96
+0.002071,96
+0.002041,96
+0.002045,96
+0.002042,96
+0.002046,96
+0.002042,96
+0.002122,96
+0.002041,96
+0.002087,96
+0.002101,96
+0.002043,96
+0.002041,96
+0.002043,96
+0.002041,96
+0.002128,96
+0.002041,96
+0.002063,96
+0.002041,96
+0.002045,96
+0.002372,96
+0.002088,96
+0.002136,96
+0.002389,96
+0.002162,96
+0.002095,96
+0.002505,96
+0.002663,96
+0.002072,96
+0.002533,96
+0.002530,96
+0.002976,96
+0.003597,96
+0.002478,96
+0.002308,96
+0.002326,96
+0.002289,96
+0.002277,96
+0.002227,96
+0.002305,96
+0.002198,96
+0.002152,96
+0.002522,96
+0.002326,96
+0.002328,96
+0.002126,96
+0.002330,96
+0.002453,96
+0.002437,96
+0.002298,96
+0.002287,96
+0.002595,96
+0.002550,96
+0.002598,96
+0.002488,96
+0.002446,96
+0.002734,96
+0.002717,96
+0.002524,96
+0.002335,96
+0.002321,96
+0.002189,96
+0.002176,96
+0.002150,96
+0.002250,96
+0.002277,96
+0.002221,96
+0.002236,96
+0.002231,96
+0.002248,96
+0.002288,96
+0.002260,96
+0.002340,96
+0.002302,96
+0.002257,96
+0.002349,96
+0.002321,96
+0.002243,96
+0.002259,96
+0.002285,96
+0.002158,96
+0.002152,96
+0.002160,96
+0.002265,96
+0.002317,96
+0.002278,96
+0.002304,96
+0.002213,96
+0.002157,96
+0.002183,96
+0.002445,98
+0.002454,98
+0.002461,98
+0.002463,98
+0.002556,98
+0.002383,98
+0.002484,98
+0.002539,98
+0.002351,98
+0.002377,98
+0.002374,98
+0.002373,98
+0.002304,98
+0.002409,98
+0.002439,98
+0.002416,98
+0.002296,98
+0.002313,98
+0.002352,98
+0.002399,98
+0.002295,98
+0.002355,98
+0.002379,98
+0.002352,98
+0.002363,98
+0.002364,98
+0.002298,98
+0.002357,98
+0.002371,98
+0.002279,98
+0.002246,98
+0.002735,98
+0.002591,98
+0.002416,98
+0.002642,98
+0.002502,98
+0.002411,98
+0.002420,98
+0.002512,98
+0.002377,98
+0.002522,98
+0.002426,98
+0.002718,98
+0.002724,98
+0.002641,98
+0.002545,98
+0.002366,98
+0.002431,98
+0.002570,98
+0.002433,98
+0.002428,98
+0.002452,98
+0.002455,98
+0.002421,98
+0.002828,98
+0.002920,98
+0.003138,98
+0.003385,98
+0.003285,98
+0.002902,98
+0.003023,98
+0.002947,98
+0.002916,98
+0.002957,98
+0.002793,98
+0.003201,98
+0.002843,98
+0.002986,98
+0.002336,98
+0.003146,98
+0.002695,98
+0.002431,98
+0.002494,98
+0.002348,98
+0.002304,98
+0.002355,98
+0.002373,98
+0.002362,98
+0.002358,98
+0.002454,98
+0.002325,98
+0.002288,98
+0.002278,98
+0.002257,98
+0.002223,98
+0.002179,98
+0.002391,98
+0.002197,98
+0.002214,98
+0.002179,98
+0.002314,98
+0.002227,98
+0.002189,98
+0.002274,98
+0.002424,98
+0.002317,98
+0.002325,98
+0.002287,98
+0.002440,98
+0.002235,98
+0.002631,100
+0.003587,100
+0.003203,100
+0.002856,100
+0.002599,100
+0.002795,100
+0.003222,100
+0.002630,100
+0.002563,100
+0.002547,100
+0.002723,100
+0.002813,100
+0.002615,100
+0.002694,100
+0.002470,100
+0.002390,100
+0.002378,100
+0.002357,100
+0.002366,100
+0.002859,100
+0.002374,100
+0.002423,100
+0.002399,100
+0.002359,100
+0.002351,100
+0.002440,100
+0.002509,100
+0.002368,100
+0.002309,100
+0.002358,100
+0.002390,100
+0.002361,100
+0.002445,100
+0.002447,100
+0.002343,100
+0.002413,100
+0.002403,100
+0.002494,100
+0.002308,100
+0.002389,100
+0.002390,100
+0.002425,100
+0.002337,100
+0.002404,100
+0.002424,100
+0.002375,100
+0.002355,100
+0.003358,100
+0.004333,100
+0.004395,100
+0.002452,100
+0.002391,100
+0.002436,100
+0.002365,100
+0.002428,100
+0.002455,100
+0.002320,100
+0.002347,100
+0.002438,100
+0.002372,100
+0.002368,100
+0.002329,100
+0.002793,100
+0.002615,100
+0.002933,100
+0.003123,100
+0.002914,100
+0.002838,100
+0.003154,100
+0.002967,100
+0.003166,100
+0.003947,100
+0.003279,100
+0.003344,100
+0.002560,100
+0.002644,100
+0.003361,100
+0.002568,100
+0.002543,100
+0.002499,100
+0.002502,100
+0.002419,100
+0.002838,100
+0.004438,100
+0.004333,100
+0.003139,100
+0.002395,100
+0.002680,100
+0.002382,100
+0.002357,100
+0.002347,100
+0.002398,100
+0.002343,100
+0.002342,100
+0.002576,100
+0.002307,100
+0.002332,100
+0.002468,100
+0.002346,100
+0.002337,100
+0.002496,102
+0.002542,102
+0.002490,102
+0.002453,102
+0.002558,102
+0.002461,102
+0.002476,102
+0.002542,102
+0.002453,102
+0.002459,102
+0.002561,102
+0.002531,102
+0.002735,102
+0.002487,102
+0.002580,102
+0.002558,102
+0.002536,102
+0.002528,102
+0.002747,102
+0.002652,102
+0.002880,102
+0.002657,102
+0.002634,102
+0.002690,102
+0.002908,102
+0.002496,102
+0.002894,102
+0.002579,102
+0.002784,102
+0.002583,102
+0.002614,102
+0.002550,102
+0.002555,102
+0.002724,102
+0.002518,102
+0.002594,102
+0.002585,102
+0.002763,102
+0.002479,102
+0.002635,102
+0.002453,102
+0.002732,102
+0.002579,102
+0.002501,102
+0.002537,102
+0.002552,102
+0.002534,102
+0.002491,102
+0.002521,102
+0.002630,102
+0.002478,102
+0.002453,102
+0.002599,102
+0.002474,102
+0.002485,102
+0.002490,102
+0.002544,102
+0.002462,102
+0.002457,102
+0.002535,102
+0.002597,102
+0.002591,102
+0.002620,102
+0.002619,102
+0.002475,102
+0.002493,102
+0.002487,102
+0.002495,102
+0.002473,102
+0.002588,102
+0.002487,102
+0.002486,102
+0.002559,102
+0.002453,102
+0.002496,102
+0.002492,102
+0.002496,102
+0.002455,102
+0.002453,102
+0.002457,102
+0.002455,102
+0.002454,102
+0.002496,102
+0.002492,102
+0.002455,102
+0.002457,102
+0.002452,102
+0.002455,102
+0.002617,102
+0.002530,102
+0.002455,102
+0.002492,102
+0.002455,102
+0.002458,102
+0.002453,102
+0.002455,102
+0.002530,102
+0.002486,102
+0.002476,102
+0.002453,102
+0.002644,104
+0.002914,104
+0.002769,104
+0.002818,104
+0.003162,104
+0.002768,104
+0.002623,104
+0.002629,104
+0.002696,104
+0.002602,104
+0.002633,104
+0.002769,104
+0.002594,104
+0.002641,104
+0.002669,104
+0.002631,104
+0.002635,104
+0.002638,104
+0.002594,104
+0.002596,104
+0.002593,104
+0.002675,104
+0.002601,104
+0.002594,104
+0.002599,104
+0.002614,104
+0.002682,104
+0.002697,104
+0.002606,104
+0.002593,104
+0.002598,104
+0.002596,104
+0.002827,104
+0.002739,104
+0.002733,104
+0.002605,104
+0.002660,104
+0.002610,104
+0.002770,104
+0.002754,104
+0.002903,104
+0.002616,104
+0.002653,104
+0.002636,104
+0.002594,104
+0.002617,104
+0.002683,104
+0.002593,104
+0.002621,104
+0.002694,104
+0.002593,104
+0.002931,104
+0.002687,104
+0.002611,104
+0.002615,104
+0.002731,104
+0.002594,104
+0.002599,104
+0.002743,104
+0.002827,104
+0.002593,104
+0.002853,104
+0.002641,104
+0.002677,104
+0.002846,104
+0.002660,104
+0.002593,104
+0.002880,104
+0.002618,104
+0.002593,104
+0.002888,104
+0.002700,104
+0.002593,104
+0.002697,104
+0.002763,104
+0.002742,104
+0.002744,104
+0.002944,104
+0.002612,104
+0.002875,104
+0.002688,104
+0.002594,104
+0.002825,104
+0.002811,104
+0.002790,104
+0.002676,104
+0.002923,104
+0.002650,104
+0.002593,104
+0.002882,104
+0.002773,104
+0.002749,104
+0.002754,104
+0.002698,104
+0.002613,104
+0.002846,104
+0.002832,104
+0.002777,104
+0.002671,104
+0.002618,104
+0.002861,106
+0.002804,106
+0.002767,106
+0.002771,106
+0.002765,106
+0.002768,106
+0.002816,106
+0.003076,106
+0.002747,106
+0.002774,106
+0.002827,106
+0.002822,106
+0.002887,106
+0.003106,106
+0.002937,106
+0.002827,106
+0.002802,106
+0.002752,106
+0.002786,106
+0.002772,106
+0.002751,106
+0.002766,106
+0.002749,106
+0.002751,106
+0.002757,106
+0.002778,106
+0.002750,106
+0.002749,106
+0.002746,106
+0.002751,106
+0.002749,106
+0.002808,106
+0.002755,106
+0.002766,106
+0.002747,106
+0.002748,106
+0.002812,106
+0.003042,106
+0.002754,106
+0.002816,106
+0.002796,106
+0.002796,106
+0.002974,106
+0.002886,106
+0.002746,106
+0.002830,106
+0.002770,106
+0.002814,106
+0.002845,106
+0.002852,106
+0.002921,106
+0.002764,106
+0.002799,106
+0.002937,106
+0.002828,106
+0.002919,106
+0.002782,106
+0.002887,106
+0.002747,106
+0.002781,106
+0.002797,106
+0.002784,106
+0.002768,106
+0.002771,106
+0.002777,106
+0.002746,106
+0.002824,106
+0.002789,106
+0.002930,106
+0.003093,106
+0.002806,106
+0.002859,106
+0.002835,106
+0.002773,106
+0.003069,106
+0.002904,106
+0.002781,106
+0.002778,106
+0.003197,106
+0.002853,106
+0.002909,106
+0.002748,106
+0.003053,106
+0.003029,106
+0.002944,106
+0.003028,106
+0.002922,106
+0.002943,106
+0.002805,106
+0.002842,106
+0.003043,106
+0.002790,106
+0.002891,106
+0.003061,106
+0.002766,106
+0.002845,106
+0.003088,106
+0.002893,106
+0.002975,106
+0.002841,106
+0.003258,108
+0.003219,108
+0.003353,108
+0.003234,108
+0.003371,108
+0.003265,108
+0.003275,108
+0.003025,108
+0.003320,108
+0.003132,108
+0.003040,108
+0.003275,108
+0.003107,108
+0.003192,108
+0.002982,108
+0.002944,108
+0.003102,108
+0.003042,108
+0.003119,108
+0.003389,108
+0.002972,108
+0.002947,108
+0.002959,108
+0.002946,108
+0.003023,108
+0.003080,108
+0.002959,108
+0.003009,108
+0.002963,108
+0.002908,108
+0.003800,108
+0.002959,108
+0.002980,108
+0.002962,108
+0.002907,108
+0.003076,108
+0.003053,108
+0.003043,108
+0.002974,108
+0.002942,108
+0.002948,108
+0.003255,108
+0.003202,108
+0.002996,108
+0.002961,108
+0.002941,108
+0.003798,108
+0.003248,108
+0.003472,108
+0.003765,108
+0.003114,108
+0.003797,108
+0.003137,108
+0.002941,108
+0.003015,108
+0.002948,108
+0.003830,108
+0.003539,108
+0.003319,108
+0.003370,108
+0.003390,108
+0.003863,108
+0.003414,108
+0.003166,108
+0.003177,108
+0.002997,108
+0.004755,108
+0.003511,108
+0.003067,108
+0.003015,108
+0.003014,108
+0.004106,108
+0.003278,108
+0.002963,108
+0.003018,108
+0.003021,108
+0.003756,108
+0.003218,108
+0.004016,108
+0.003551,108
+0.003735,108
+0.003652,108
+0.002973,108
+0.003049,108
+0.003021,108
+0.003233,108
+0.003566,108
+0.003014,108
+0.002982,108
+0.003015,108
+0.002909,108
+0.003506,108
+0.003099,108
+0.003016,108
+0.002987,108
+0.003012,108
+0.003344,108
+0.003108,108
+0.003036,108
+0.002986,108
+0.003121,110
+0.003308,110
+0.003645,110
+0.003130,110
+0.003139,110
+0.003119,110
+0.003193,110
+0.003599,110
+0.003218,110
+0.003943,110
+0.003833,110
+0.004163,110
+0.003342,110
+0.003072,110
+0.003193,110
+0.003109,110
+0.003806,110
+0.003317,110
+0.003172,110
+0.003261,110
+0.003104,110
+0.004003,110
+0.003298,110
+0.003116,110
+0.003148,110
+0.003104,110
+0.003832,110
+0.003439,110
+0.003874,110
+0.003440,110
+0.005118,110
+0.004115,110
+0.003377,110
+0.003371,110
+0.003585,110
+0.004081,110
+0.003263,110
+0.003363,110
+0.005218,110
+0.004327,110
+0.003541,110
+0.003458,110
+0.003406,110
+0.003481,110
+0.004168,110
+0.003612,110
+0.004007,110
+0.003247,110
+0.003406,110
+0.003569,110
+0.003616,110
+0.003771,110
+0.003692,110
+0.003914,110
+0.004257,110
+0.003764,110
+0.003408,110
+0.003849,110
+0.004592,110
+0.003795,110
+0.003294,110
+0.004595,110
+0.005149,110
+0.004321,110
+0.003406,110
+0.004178,110
+0.005475,110
+0.005511,110
+0.003782,110
+0.003560,110
+0.004343,110
+0.003608,110
+0.003263,110
+0.004953,110
+0.004977,110
+0.006301,110
+0.005646,110
+0.004369,110
+0.004527,110
+0.005416,110
+0.004751,110
+0.003676,110
+0.003736,110
+0.003644,110
+0.005144,110
+0.004847,110
+0.005405,110
+0.003992,110
+0.003676,110
+0.004584,110
+0.003187,110
+0.003931,110
+0.004963,110
+0.004742,110
+0.004872,110
+0.003628,110
+0.003541,110
+0.003228,110
+0.003850,110
+0.005009,110
+0.005836,112
+0.006242,112
+0.006106,112
+0.003673,112
+0.003781,112
+0.003425,112
+0.003692,112
+0.004829,112
+0.003334,112
+0.004316,112
+0.004068,112
+0.006432,112
+0.004738,112
+0.003701,112
+0.003584,112
+0.003472,112
+0.003439,112
+0.004773,112
+0.004372,112
+0.004500,112
+0.003843,112
+0.003317,112
+0.004180,112
+0.003587,112
+0.004891,112
+0.003355,112
+0.004367,112
+0.005543,112
+0.004212,112
+0.003753,112
+0.005279,112
+0.006208,112
+0.006200,112
+0.005718,112
+0.004388,112
+0.003853,112
+0.004592,112
+0.005675,112
+0.005520,112
+0.004401,112
+0.004859,112
+0.006026,112
+0.005075,112
+0.004250,112
+0.004091,112
+0.003717,112
+0.003554,112
+0.003785,112
+0.003421,112
+0.003694,112
+0.003385,112
+0.003369,112
+0.003600,112
+0.003460,112
+0.003418,112
+0.005473,112
+0.006749,112
+0.004214,112
+0.003674,112
+0.004082,112
+0.003621,112
+0.003577,112
+0.003567,112
+0.003612,112
+0.004367,112
+0.003855,112
+0.004755,112
+0.004980,112
+0.004530,112
+0.004115,112
+0.004447,112
+0.003744,112
+0.003871,112
+0.003347,112
+0.003526,112
+0.004476,112
+0.005915,112
+0.006213,112
+0.005642,112
+0.003939,112
+0.004915,112
+0.003862,112
+0.003666,112
+0.005661,112
+0.004728,112
+0.004609,112
+0.004075,112
+0.003584,112
+0.003461,112
+0.003718,112
+0.003806,112
+0.004843,112
+0.003594,112
+0.003614,112
+0.003549,112
+0.004039,112
+0.003723,112
+0.003414,112
+0.003796,112
+0.003973,112
+0.004787,114
+0.004136,114
+0.003698,114
+0.003936,114
+0.004186,114
+0.003469,114
+0.003586,114
+0.003563,114
+0.004120,114
+0.003981,114
+0.003613,114
+0.003603,114
+0.004202,114
+0.003610,114
+0.003615,114
+0.003970,114
+0.003713,114
+0.004594,114
+0.003967,114
+0.003705,114
+0.003533,114
+0.005343,114
+0.003616,114
+0.003937,114
+0.003666,114
+0.004701,114
+0.004117,114
+0.003791,114
+0.003927,114
+0.004133,114
+0.003919,114
+0.003650,114
+0.003989,114
+0.005745,114
+0.004907,114
+0.004419,114
+0.006310,114
+0.004878,114
+0.005730,114
+0.004555,114
+0.004293,114
+0.004167,114
+0.003760,114
+0.003707,114
+0.004708,114
+0.004830,114
+0.004394,114
+0.004506,114
+0.004576,114
+0.003709,114
+0.003710,114
+0.003735,114
+0.003963,114
+0.003603,114
+0.003639,114
+0.003622,114
+0.003918,114
+0.003500,114
+0.003536,114
+0.003496,114
+0.003747,114
+0.004614,114
+0.003626,114
+0.003560,114
+0.004132,114
+0.003929,114
+0.003513,114
+0.003639,114
+0.003501,114
+0.004693,114
+0.003638,114
+0.003510,114
+0.003523,114
+0.005249,114
+0.003929,114
+0.003533,114
+0.003540,114
+0.003679,114
+0.004028,114
+0.003837,114
+0.004211,114
+0.004641,114
+0.003909,114
+0.003980,114
+0.003944,114
+0.003978,114
+0.003950,114
+0.003711,114
+0.004290,114
+0.004783,114
+0.003931,114
+0.003651,114
+0.003681,114
+0.003937,114
+0.004409,114
+0.004043,114
+0.004928,114
+0.004647,114
+0.004604,114
+0.004061,114
+0.003837,116
+0.003813,116
+0.003887,116
+0.004217,116
+0.003743,116
+0.003736,116
+0.004412,116
+0.003754,116
+0.003727,116
+0.003773,116
+0.004102,116
+0.004182,116
+0.003631,116
+0.003809,116
+0.003794,116
+0.004108,116
+0.003639,116
+0.003756,116
+0.003689,116
+0.004026,116
+0.003754,116
+0.003671,116
+0.003682,116
+0.003978,116
+0.003798,116
+0.003636,116
+0.003711,116
+0.004586,116
+0.004441,116
+0.004037,116
+0.003830,116
+0.003782,116
+0.004104,116
+0.003632,116
+0.003748,116
+0.003665,116
+0.004122,116
+0.003719,116
+0.003682,116
+0.003697,116
+0.003930,116
+0.003940,116
+0.003639,116
+0.003774,116
+0.003674,116
+0.004208,116
+0.003627,116
+0.003687,116
+0.003675,116
+0.004086,116
+0.003825,116
+0.003594,116
+0.003723,116
+0.004457,116
+0.004397,116
+0.003899,116
+0.003694,116
+0.003790,116
+0.004091,116
+0.003629,116
+0.004212,116
+0.003711,116
+0.004105,116
+0.003695,116
+0.003939,116
+0.003718,116
+0.004045,116
+0.004201,116
+0.003629,116
+0.003789,116
+0.003828,116
+0.004067,116
+0.003635,116
+0.003762,116
+0.003638,116
+0.004158,116
+0.003709,116
+0.003672,116
+0.003669,116
+0.003834,116
+0.003983,116
+0.004511,116
+0.003747,116
+0.003918,116
+0.003984,116
+0.003632,116
+0.003687,116
+0.003700,116
+0.004324,116
+0.003912,116
+0.004117,116
+0.004163,116
+0.004294,116
+0.003923,116
+0.003681,116
+0.003711,116
+0.004289,116
+0.004412,116
+0.003677,116
+0.003650,116
+0.004346,118
+0.003991,118
+0.003824,118
+0.003865,118
+0.003964,118
+0.004073,118
+0.004120,118
+0.003890,118
+0.003943,118
+0.004015,118
+0.003822,118
+0.003899,118
+0.003838,118
+0.004025,118
+0.003836,118
+0.003853,118
+0.003892,118
+0.003903,118
+0.003821,118
+0.003811,118
+0.003981,118
+0.003875,118
+0.003817,118
+0.003806,118
+0.003877,118
+0.003795,118
+0.003856,118
+0.003790,118
+0.003831,118
+0.003843,118
+0.004057,118
+0.004039,118
+0.003847,118
+0.003866,118
+0.003882,118
+0.003810,118
+0.003817,118
+0.003938,118
+0.003862,118
+0.003835,118
+0.003787,118
+0.003868,118
+0.003877,118
+0.003898,118
+0.003814,118
+0.003827,118
+0.003906,118
+0.003855,118
+0.003836,118
+0.003836,118
+0.003881,118
+0.003875,118
+0.003795,118
+0.003789,118
+0.003846,118
+0.003810,118
+0.004143,118
+0.004031,118
+0.003871,118
+0.003842,118
+0.003850,118
+0.003794,118
+0.003790,118
+0.003881,118
+0.003891,118
+0.003850,118
+0.003791,118
+0.003886,118
+0.004017,118
+0.003790,118
+0.003787,118
+0.003825,118
+0.003930,118
+0.003822,118
+0.003789,118
+0.003793,118
+0.003874,118
+0.003793,118
+0.003789,118
+0.003789,118
+0.003855,118
+0.003809,118
+0.004019,118
+0.004125,118
+0.003866,118
+0.003863,118
+0.003847,118
+0.003883,118
+0.003818,118
+0.003886,118
+0.003990,118
+0.003835,118
+0.003814,118
+0.003876,118
+0.003837,118
+0.003814,118
+0.003791,118
+0.003847,118
+0.003900,118
+0.003798,118
+0.004000,120
+0.004003,120
+0.004077,120
+0.003994,120
+0.003974,120
+0.003978,120
+0.004037,120
+0.003980,120
+0.004235,120
+0.004179,120
+0.004089,120
+0.003979,120
+0.003974,120
+0.004010,120
+0.004069,120
+0.003998,120
+0.003995,120
+0.003976,120
+0.004063,120
+0.004007,120
+0.004009,120
+0.003985,120
+0.004014,120
+0.004230,120
+0.003977,120
+0.003984,120
+0.004036,120
+0.004071,120
+0.003974,120
+0.004011,120
+0.004010,120
+0.004069,120
+0.003974,120
+0.004183,120
+0.004231,120
+0.004194,120
+0.003994,120
+0.004074,120
+0.004010,120
+0.004118,120
+0.004167,120
+0.004004,120
+0.003977,120
+0.004067,120
+0.003977,120
+0.003979,120
+0.003978,120
+0.004116,120
+0.004197,120
+0.003985,120
+0.003974,120
+0.004189,120
+0.004266,120
+0.004054,120
+0.004065,120
+0.004118,120
+0.004036,120
+0.004116,120
+0.004106,120
+0.004314,120
+0.003997,120
+0.004074,120
+0.004018,120
+0.004176,120
+0.004099,120
+0.004020,120
+0.004015,120
+0.004070,120
+0.004088,120
+0.004059,120
+0.003995,120
+0.004057,120
+0.004145,120
+0.004015,120
+0.003982,120
+0.004031,120
+0.004070,120
+0.004034,120
+0.003996,120
+0.003981,120
+0.004161,120
+0.004040,120
+0.004191,120
+0.004170,120
+0.004290,120
+0.004079,120
+0.004132,120
+0.004137,120
+0.004106,120
+0.004235,120
+0.004068,120
+0.004007,120
+0.004126,120
+0.004024,120
+0.004011,120
+0.003998,120
+0.004253,120
+0.004004,120
+0.003992,120
+0.003978,120
+0.004298,122
+0.004239,122
+0.004193,122
+0.004273,122
+0.004511,122
+0.004250,122
+0.004320,122
+0.004322,122
+0.004460,122
+0.004300,122
+0.004190,122
+0.004215,122
+0.004357,122
+0.004246,122
+0.004205,122
+0.004235,122
+0.004389,122
+0.004201,122
+0.004194,122
+0.004306,122
+0.004595,122
+0.004326,122
+0.004256,122
+0.004449,122
+0.004713,122
+0.004423,122
+0.004446,122
+0.006128,122
+0.004411,122
+0.004457,122
+0.004512,122
+0.004526,122
+0.004402,122
+0.004343,122
+0.004366,122
+0.004230,122
+0.004355,122
+0.004229,122
+0.004364,122
+0.004227,122
+0.004440,122
+0.004216,122
+0.004329,122
+0.004527,122
+0.004341,122
+0.004345,122
+0.004381,122
+0.004347,122
+0.004344,122
+0.004340,122
+0.004348,122
+0.004345,122
+0.004357,122
+0.004451,122
+0.004466,122
+0.004447,122
+0.004343,122
+0.004389,122
+0.004335,122
+0.004316,122
+0.004315,122
+0.004398,122
+0.004329,122
+0.004331,122
+0.004306,122
+0.004485,122
+0.004364,122
+0.004366,122
+0.004397,122
+0.004434,122
+0.004343,122
+0.004308,122
+0.004346,122
+0.004389,122
+0.004326,122
+0.004366,122
+0.004459,122
+0.004491,122
+0.004347,122
+0.004341,122
+0.004427,122
+0.004351,122
+0.004329,122
+0.004334,122
+0.004406,122
+0.004350,122
+0.004357,122
+0.004361,122
+0.004495,122
+0.004339,122
+0.004342,122
+0.004354,122
+0.004483,122
+0.004325,122
+0.004302,122
+0.004377,122
+0.004309,122
+0.004324,122
+0.004372,122
+0.004457,122
+0.004703,124
+0.004598,124
+0.004443,124
+0.004476,124
+0.004466,124
+0.004408,124
+0.004476,124
+0.004529,124
+0.004481,124
+0.004412,124
+0.004553,124
+0.004512,124
+0.004408,124
+0.004450,124
+0.004573,124
+0.004461,124
+0.007765,124
+0.005173,124
+0.004744,124
+0.004438,124
+0.004704,124
+0.004726,124
+0.004482,124
+0.004423,124
+0.004644,124
+0.004437,124
+0.004417,124
+0.004424,124
+0.004531,124
+0.004459,124
+0.004431,124
+0.004436,124
+0.004615,124
+0.004449,124
+0.004406,124
+0.004666,124
+0.004435,124
+0.004412,124
+0.004413,124
+0.004490,124
+0.004397,124
+0.004397,124
+0.004487,124
+0.004666,124
+0.004561,124
+0.004433,124
+0.004493,124
+0.004520,124
+0.004441,124
+0.004409,124
+0.004517,124
+0.004419,124
+0.004487,124
+0.004420,124
+0.004562,124
+0.004588,124
+0.004433,124
+0.004631,124
+0.004484,124
+0.004458,124
+0.004426,124
+0.004541,124
+0.004425,124
+0.004432,124
+0.004439,124
+0.004638,124
+0.004596,124
+0.004526,124
+0.004487,124
+0.004598,124
+0.004609,124
+0.004424,124
+0.004537,124
+0.004436,124
+0.004412,124
+0.004425,124
+0.004503,124
+0.004560,124
+0.004420,124
+0.004558,124
+0.004533,124
+0.004439,124
+0.004428,124
+0.004719,124
+0.004512,124
+0.004412,124
+0.004443,124
+0.004649,124
+0.004616,124
+0.004498,124
+0.004453,124
+0.004595,124
+0.004456,124
+0.004447,124
+0.004518,124
+0.004489,124
+0.004441,124
+0.004410,124
+0.004513,124
+0.004580,124
+0.004662,126
+0.004719,126
+0.004843,126
+0.004653,126
+0.004644,126
+0.004688,126
+0.004709,126
+0.004654,126
+0.004646,126
+0.004866,126
+0.004883,126
+0.004728,126
+0.004737,126
+0.004719,126
+0.004731,126
+0.004628,126
+0.004735,126
+0.004633,126
+0.004650,126
+0.004696,126
+0.004805,126
+0.004666,126
+0.004765,126
+0.004727,126
+0.004697,126
+0.004747,126
+0.004852,126
+0.004697,126
+0.004709,126
+0.004681,126
+0.004790,126
+0.004838,126
+0.004740,126
+0.004898,126
+0.004784,126
+0.004648,126
+0.004651,126
+0.004750,126
+0.004659,126
+0.004632,126
+0.004671,126
+0.004750,126
+0.004914,126
+0.004887,126
+0.004847,126
+0.004825,126
+0.004675,126
+0.004664,126
+0.004737,126
+0.004657,126
+0.004647,126
+0.004924,126
+0.004950,126
+0.004737,126
+0.004776,126
+0.004728,126
+0.004695,126
+0.004665,126
+0.004781,126
+0.004666,126
+0.004647,126
+0.004690,126
+0.004912,126
+0.004696,126
+0.004686,126
+0.004803,126
+0.004740,126
+0.004676,126
+0.004654,126
+0.004776,126
+0.004657,126
+0.004629,126
+0.004816,126
+0.005045,126
+0.004844,126
+0.004628,126
+0.004776,126
+0.004704,126
+0.004647,126
+0.004736,126
+0.004655,126
+0.004628,126
+0.004640,126
+0.004790,126
+0.004961,126
+0.004783,126
+0.004804,126
+0.004800,126
+0.004720,126
+0.004644,126
+0.004755,126
+0.004661,126
+0.004621,126
+0.004692,126
+0.005043,126
+0.004882,126
+0.004638,126
+0.004839,126
+0.004672,126
+0.004690,126
+0.005225,128
+0.005116,128
+0.005117,128
+0.005175,128
+0.005454,128
+0.005123,128
+0.005107,128
+0.005244,128
+0.005112,128
+0.005123,128
+0.005198,128
+0.005114,128
+0.005077,128
+0.005257,128
+0.005528,128
+0.005315,128
+0.005355,128
+0.005147,128
+0.005106,128
+0.005195,128
+0.005178,128
+0.005105,128
+0.005101,128
+0.005230,128
+0.005409,128
+0.005327,128
+0.005247,128
+0.005288,128
+0.005124,128
+0.005236,128
+0.005127,128
+0.005086,128
+0.005232,128
+0.005578,128
+0.005388,128
+0.005298,128
+0.005190,128
+0.005099,128
+0.005194,128
+0.005261,128
+0.005117,128
+0.005080,128
+0.005250,128
+0.005435,128
+0.005136,128
+0.005334,128
+0.005132,128
+0.005104,128
+0.005230,128
+0.005121,128
+0.005105,128
+0.005130,128
+0.005415,128
+0.005546,128
+0.005168,128
+0.005223,128
+0.005133,128
+0.005122,128
+0.005209,128
+0.005182,128
+0.005085,128
+0.005205,128
+0.005457,128
+0.005141,128
+0.005219,128
+0.005170,128
+0.005112,128
+0.005161,128
+0.005167,128
+0.005112,128
+0.005090,128
+0.005313,128
+0.005500,128
+0.005229,128
+0.005250,128
+0.005178,128
+0.005094,128
+0.005220,128
+0.005137,128
+0.005098,128
+0.005203,128
+0.005323,128
+0.005221,128
+0.005148,128
+0.005209,128
+0.005150,128
+0.005138,128
+0.005215,128
+0.005138,128
+0.005098,128
+0.005285,128
+0.005508,128
+0.005329,128
+0.005309,128
+0.005242,128
+0.005208,128
+0.005242,128
+0.005098,128
+0.005136,128
+0.005154,128
+0.005345,130
+0.005109,130
+0.005101,130
+0.005213,130
+0.005168,130
+0.005101,130
+0.005221,130
+0.005093,130
+0.005125,130
+0.005204,130
+0.005441,130
+0.005309,130
+0.005259,130
+0.005137,130
+0.005116,130
+0.005168,130
+0.005155,130
+0.005108,130
+0.005112,130
+0.005368,130
+0.005092,130
+0.005176,130
+0.005233,130
+0.005154,130
+0.005104,130
+0.005250,130
+0.005092,130
+0.005104,130
+0.005175,130
+0.005286,130
+0.005459,130
+0.005212,130
+0.005176,130
+0.005118,130
+0.005108,130
+0.005281,130
+0.005082,130
+0.005103,130
+0.005340,130
+0.005336,130
+0.005093,130
+0.005294,130
+0.005209,130
+0.005164,130
+0.005152,130
+0.005189,130
+0.005329,130
+0.005140,130
+0.005263,130
+0.005501,130
+0.005242,130
+0.005252,130
+0.005155,130
+0.005076,130
+0.005336,130
+0.005101,130
+0.005096,130
+0.005204,130
+0.005323,130
+0.005099,130
+0.005217,130
+0.005142,130
+0.005118,130
+0.005215,130
+0.005208,130
+0.005089,130
+0.005125,130
+0.005244,130
+0.005430,130
+0.005506,130
+0.005299,130
+0.005211,130
+0.005093,130
+0.005205,130
+0.005145,130
+0.005165,130
+0.005192,130
+0.005181,130
+0.005061,130
+0.005089,130
+0.005094,130
+0.005067,130
+0.005056,130
+0.005117,130
+0.005075,130
+0.005056,130
+0.005119,130
+0.005140,130
+0.005332,130
+0.005271,130
+0.005136,130
+0.005077,130
+0.005105,130
+0.005112,130
+0.005063,130
+0.005056,130
+0.005156,130
+0.005151,130
+0.005054,130
+0.005122,130
+0.005310,132
+0.005291,132
+0.005352,132
+0.005298,132
+0.005291,132
+0.005321,132
+0.005322,132
+0.005535,132
+0.005626,132
+0.005791,132
+0.005476,132
+0.005464,132
+0.005361,132
+0.005298,132
+0.005315,132
+0.005324,132
+0.005383,132
+0.005287,132
+0.005357,132
+0.005293,132
+0.005288,132
+0.005351,132
+0.005338,132
+0.005285,132
+0.005348,132
+0.005316,132
+0.005635,132
+0.005557,132
+0.005343,132
+0.005305,132
+0.005344,132
+0.005322,132
+0.005313,132
+0.005343,132
+0.005423,132
+0.005314,132
+0.005394,132
+0.005388,132
+0.005292,132
+0.005315,132
+0.005354,132
+0.005294,132
+0.005286,132
+0.005360,132
+0.005639,132
+0.005569,132
+0.006009,132
+0.005312,132
+0.005299,132
+0.005374,132
+0.005315,132
+0.005288,132
+0.005413,132
+0.005389,132
+0.005398,132
+0.005396,132
+0.005329,132
+0.005370,132
+0.005364,132
+0.005331,132
+0.005289,132
+0.005350,132
+0.005295,132
+0.005458,132
+0.005831,132
+0.005349,132
+0.005310,132
+0.005362,132
+0.005319,132
+0.005291,132
+0.005315,132
+0.005331,132
+0.005644,132
+0.005542,132
+0.005394,132
+0.005322,132
+0.005315,132
+0.005354,132
+0.005291,132
+0.005286,132
+0.005589,132
+0.005461,132
+0.005522,132
+0.005612,132
+0.005323,132
+0.005350,132
+0.005379,132
+0.005328,132
+0.005358,132
+0.005373,132
+0.005383,132
+0.005312,132
+0.005371,132
+0.005300,132
+0.005297,132
+0.005343,132
+0.005318,132
+0.005354,132
+0.005344,132
+0.005297,132
+0.005727,134
+0.006001,134
+0.005604,134
+0.005544,134
+0.005591,134
+0.005575,134
+0.005543,134
+0.005602,134
+0.005628,134
+0.005538,134
+0.005601,134
+0.005582,134
+0.005604,134
+0.005593,134
+0.005555,134
+0.005542,134
+0.005612,134
+0.005551,134
+0.005696,134
+0.005928,134
+0.005598,134
+0.005536,134
+0.005602,134
+0.005548,134
+0.005540,134
+0.005598,134
+0.005626,134
+0.005551,134
+0.005602,134
+0.005581,134
+0.005547,134
+0.005591,134
+0.005553,134
+0.005532,134
+0.005735,134
+0.006111,134
+0.006117,134
+0.006362,134
+0.006082,134
+0.006000,134
+0.006281,134
+0.006361,134
+0.006285,134
+0.006281,134
+0.005964,134
+0.006317,134
+0.005929,134
+0.006001,134
+0.006070,134
+0.006045,134
+0.006063,134
+0.006067,134
+0.006021,134
+0.006119,134
+0.006383,134
+0.006022,134
+0.006130,134
+0.006054,134
+0.006025,134
+0.006338,134
+0.006325,134
+0.006297,134
+0.006315,134
+0.005940,134
+0.006068,134
+0.006203,134
+0.006115,134
+0.006111,134
+0.006095,134
+0.006063,134
+0.006335,134
+0.006279,134
+0.006346,134
+0.006127,134
+0.006091,134
+0.006185,134
+0.006060,134
+0.005912,134
+0.006329,134
+0.006379,134
+0.006502,134
+0.006095,134
+0.005933,134
+0.006228,134
+0.005815,134
+0.005759,134
+0.005961,134
+0.005614,134
+0.005607,134
+0.005765,134
+0.005981,134
+0.005591,134
+0.005644,134
+0.005614,134
+0.005600,134
+0.005722,134
+0.005538,134
+0.005589,134
+0.005558,134
+0.005544,134
+0.005834,136
+0.005784,136
+0.005778,136
+0.006098,136
+0.006070,136
+0.005775,136
+0.005948,136
+0.006690,136
+0.005806,136
+0.006403,136
+0.006005,136
+0.006340,136
+0.006973,136
+0.006158,136
+0.006490,136
+0.006354,136
+0.005946,136
+0.006281,136
+0.006280,136
+0.006033,136
+0.006958,136
+0.005882,136
+0.006158,136
+0.006321,136
+0.005967,136
+0.006395,136
+0.006145,136
+0.005931,136
+0.006476,136
+0.006284,136
+0.006077,136
+0.006248,136
+0.006011,136
+0.006106,136
+0.006188,136
+0.005986,136
+0.006076,136
+0.006000,136
+0.005937,136
+0.005843,136
+0.005895,136
+0.005877,136
+0.005874,136
+0.005772,136
+0.005883,136
+0.005784,136
+0.005777,136
+0.005908,136
+0.005777,136
+0.005814,136
+0.005822,136
+0.005816,136
+0.005897,136
+0.006165,136
+0.005819,136
+0.005870,136
+0.005808,136
+0.005839,136
+0.005863,136
+0.005844,136
+0.005773,136
+0.005864,136
+0.005783,136
+0.005776,136
+0.005863,136
+0.005780,136
+0.005784,136
+0.005877,136
+0.005782,136
+0.005913,136
+0.006143,136
+0.005873,136
+0.005858,136
+0.005805,136
+0.005825,136
+0.005900,136
+0.005794,136
+0.005851,136
+0.005868,136
+0.005780,136
+0.005806,136
+0.005853,136
+0.005777,136
+0.005772,136
+0.005847,136
+0.005780,136
+0.005777,136
+0.006138,136
+0.005983,136
+0.005805,136
+0.005818,136
+0.005781,136
+0.005883,136
+0.005782,136
+0.005879,136
+0.005866,136
+0.005825,136
+0.005798,136
+0.005845,136
+0.005789,136
+0.006144,138
+0.006206,138
+0.006050,138
+0.006082,138
+0.006384,138
+0.006272,138
+0.006127,138
+0.006058,138
+0.006054,138
+0.006137,138
+0.006182,138
+0.006050,138
+0.006651,138
+0.006438,138
+0.006146,138
+0.006533,138
+0.006085,138
+0.006288,138
+0.006086,138
+0.006083,138
+0.006998,138
+0.006314,138
+0.006406,138
+0.006107,138
+0.006110,138
+0.006393,138
+0.006200,138
+0.006092,138
+0.006353,138
+0.006054,138
+0.006401,138
+0.006207,138
+0.006265,138
+0.006150,138
+0.006073,138
+0.006086,138
+0.006353,138
+0.006384,138
+0.006190,138
+0.006075,138
+0.006109,138
+0.006160,138
+0.006171,138
+0.006062,138
+0.006181,138
+0.006079,138
+0.006195,138
+0.006082,138
+0.006056,138
+0.006119,138
+0.006057,138
+0.006043,138
+0.006311,138
+0.006433,138
+0.006132,138
+0.006261,138
+0.006091,138
+0.006167,138
+0.006054,138
+0.006126,138
+0.006143,138
+0.006052,138
+0.006045,138
+0.006127,138
+0.006047,138
+0.006085,138
+0.006126,138
+0.006050,138
+0.006128,138
+0.006386,138
+0.006225,138
+0.006126,138
+0.006080,138
+0.006061,138
+0.006171,138
+0.006165,138
+0.006168,138
+0.006123,138
+0.006081,138
+0.006128,138
+0.006048,138
+0.006047,138
+0.006126,138
+0.006076,138
+0.006082,138
+0.006268,138
+0.006333,138
+0.006179,138
+0.006075,138
+0.006054,138
+0.006144,138
+0.006149,138
+0.006059,138
+0.006157,138
+0.006082,138
+0.006094,138
+0.006091,138
+0.006047,138
+0.006129,138
+0.006050,138
+0.006337,140
+0.006400,140
+0.006574,140
+0.006676,140
+0.006315,140
+0.006319,140
+0.006404,140
+0.006336,140
+0.006425,140
+0.006379,140
+0.006310,140
+0.006384,140
+0.006309,140
+0.006344,140
+0.006387,140
+0.006314,140
+0.006349,140
+0.006525,140
+0.006626,140
+0.006451,140
+0.006317,140
+0.006307,140
+0.006405,140
+0.006402,140
+0.006386,140
+0.006310,140
+0.006303,140
+0.006385,140
+0.006305,140
+0.006345,140
+0.006347,140
+0.006308,140
+0.006397,140
+0.006469,140
+0.006585,140
+0.006423,140
+0.006313,140
+0.006412,140
+0.006308,140
+0.006395,140
+0.006382,140
+0.006307,140
+0.006343,140
+0.006368,140
+0.006309,140
+0.006386,140
+0.006307,140
+0.006304,140
+0.006382,140
+0.006535,140
+0.006571,140
+0.006345,140
+0.006319,140
+0.006407,140
+0.006317,140
+0.006471,140
+0.006446,140
+0.006339,140
+0.006411,140
+0.006311,140
+0.006303,140
+0.006465,140
+0.006307,140
+0.006342,140
+0.006347,140
+0.006552,140
+0.006571,140
+0.006321,140
+0.006361,140
+0.006429,140
+0.006384,140
+0.006402,140
+0.006311,140
+0.006303,140
+0.006386,140
+0.006306,140
+0.006354,140
+0.006357,140
+0.006309,140
+0.006384,140
+0.006307,140
+0.006558,140
+0.006513,140
+0.006311,140
+0.006354,140
+0.006346,140
+0.006407,140
+0.006385,140
+0.006308,140
+0.006305,140
+0.006381,140
+0.006309,140
+0.006383,140
+0.006312,140
+0.006313,140
+0.006383,140
+0.006480,140
+0.006622,140
+0.006399,140
+0.006320,140
+0.006685,142
+0.006591,142
+0.006702,142
+0.006625,142
+0.006589,142
+0.006665,142
+0.006586,142
+0.006584,142
+0.006666,142
+0.006587,142
+0.006679,142
+0.006590,142
+0.006811,142
+0.006806,142
+0.006596,142
+0.006669,142
+0.006599,142
+0.006663,142
+0.006728,142
+0.006585,142
+0.007004,142
+0.007236,142
+0.007073,142
+0.007474,142
+0.006630,142
+0.006928,142
+0.006732,142
+0.007071,142
+0.006601,142
+0.006587,142
+0.006673,142
+0.006685,142
+0.006709,142
+0.006656,142
+0.006584,142
+0.006663,142
+0.006588,142
+0.006665,142
+0.006650,142
+0.006594,142
+0.006675,142
+0.006671,142
+0.007029,142
+0.006622,142
+0.006624,142
+0.006750,142
+0.007873,142
+0.006733,142
+0.006849,142
+0.006880,142
+0.006839,142
+0.006767,142
+0.006828,142
+0.006757,142
+0.006806,142
+0.006630,142
+0.006778,142
+0.007067,142
+0.006704,142
+0.006746,142
+0.006644,142
+0.006692,142
+0.006747,142
+0.006707,142
+0.006716,142
+0.006660,142
+0.006632,142
+0.006743,142
+0.007173,142
+0.006932,142
+0.006678,142
+0.006988,142
+0.006903,142
+0.006596,142
+0.006914,142
+0.006590,142
+0.007036,142
+0.006830,142
+0.006713,142
+0.006756,142
+0.006656,142
+0.006650,142
+0.006702,142
+0.006673,142
+0.006853,142
+0.006643,142
+0.006941,142
+0.006973,142
+0.006675,142
+0.006820,142
+0.006726,142
+0.006739,142
+0.006694,142
+0.006696,142
+0.006955,142
+0.006669,142
+0.006780,142
+0.006669,142
+0.006774,142
+0.006784,142
+0.006946,144
+0.007180,144
+0.007175,144
+0.006981,144
+0.007011,144
+0.006981,144
+0.007058,144
+0.006979,144
+0.007020,144
+0.006891,144
+0.006974,144
+0.007013,144
+0.007064,144
+0.007010,144
+0.006935,144
+0.007171,144
+0.007264,144
+0.006881,144
+0.007101,144
+0.007048,144
+0.007135,144
+0.006928,144
+0.006969,144
+0.006954,144
+0.006935,144
+0.007018,144
+0.007033,144
+0.007058,144
+0.006911,144
+0.006959,144
+0.007164,144
+0.007034,144
+0.007004,144
+0.006925,144
+0.007048,144
+0.006911,144
+0.006925,144
+0.006982,144
+0.007009,144
+0.006980,144
+0.007044,144
+0.006942,144
+0.007042,144
+0.007044,144
+0.007140,144
+0.007128,144
+0.006992,144
+0.006979,144
+0.006992,144
+0.007026,144
+0.006894,144
+0.006992,144
+0.006908,144
+0.006913,144
+0.007092,144
+0.006903,144
+0.007016,144
+0.006961,144
+0.007095,144
+0.007097,144
+0.007115,144
+0.007031,144
+0.006934,144
+0.007039,144
+0.006954,144
+0.007028,144
+0.006887,144
+0.006999,144
+0.007085,144
+0.006888,144
+0.007021,144
+0.006992,144
+0.007038,144
+0.007296,144
+0.007040,144
+0.007109,144
+0.006944,144
+0.007045,144
+0.006961,144
+0.006940,144
+0.006953,144
+0.006940,144
+0.007063,144
+0.006913,144
+0.007011,144
+0.006932,144
+0.006881,144
+0.007184,144
+0.007128,144
+0.007072,144
+0.006937,144
+0.007065,144
+0.006980,144
+0.006957,144
+0.007054,144
+0.006988,144
+0.007102,144
+0.006926,144
+0.006940,144
+0.007007,144
+0.007310,146
+0.007503,146
+0.007518,146
+0.007639,146
+0.007285,146
+0.007494,146
+0.007291,146
+0.007312,146
+0.007408,146
+0.007292,146
+0.007390,146
+0.007326,146
+0.007384,146
+0.007387,146
+0.007313,146
+0.007532,146
+0.007562,146
+0.007357,146
+0.007306,146
+0.007373,146
+0.007276,146
+0.007394,146
+0.007270,146
+0.007294,146
+0.007332,146
+0.007257,146
+0.007375,146
+0.007292,146
+0.007418,146
+0.007439,146
+0.007513,146
+0.007323,146
+0.007384,146
+0.007416,146
+0.007336,146
+0.007373,146
+0.007230,146
+0.007855,146
+0.007391,146
+0.007525,146
+0.007321,146
+0.007766,146
+0.007705,146
+0.008125,146
+0.007839,146
+0.008005,146
+0.008066,146
+0.007611,146
+0.007603,146
+0.007924,146
+0.007917,146
+0.008697,146
+0.007902,146
+0.008156,146
+0.007777,146
+0.007991,146
+0.007792,146
+0.007690,146
+0.008070,146
+0.007532,146
+0.007425,146
+0.007711,146
+0.007342,146
+0.007745,146
+0.007388,146
+0.007762,146
+0.007380,146
+0.007572,146
+0.008872,146
+0.007442,146
+0.007244,146
+0.007486,146
+0.007478,146
+0.007317,146
+0.007404,146
+0.007255,146
+0.007393,146
+0.007261,146
+0.007373,146
+0.007560,146
+0.007425,146
+0.008690,146
+0.007781,146
+0.007627,146
+0.007529,146
+0.007442,146
+0.007458,146
+0.007404,146
+0.007270,146
+0.007425,146
+0.007276,146
+0.007546,146
+0.007440,146
+0.007283,146
+0.007965,146
+0.008321,146
+0.007419,146
+0.007291,146
+0.007481,146
+0.007402,146
+0.007778,148
+0.007615,148
+0.007758,148
+0.007670,148
+0.007914,148
+0.007726,148
+0.007688,148
+0.008380,148
+0.008756,148
+0.007832,148
+0.007708,148
+0.007808,148
+0.007701,148
+0.007684,148
+0.007601,148
+0.007729,148
+0.007646,148
+0.010019,148
+0.010566,148
+0.008456,148
+0.008756,148
+0.008002,148
+0.007720,148
+0.008182,148
+0.007676,148
+0.007769,148
+0.007617,148
+0.007762,148
+0.007616,148
+0.007896,148
+0.007661,148
+0.008434,148
+0.007774,148
+0.007898,148
+0.007938,148
+0.007794,148
+0.007770,148
+0.007682,148
+0.007740,148
+0.007658,148
+0.007811,148
+0.007639,148
+0.007765,148
+0.008333,148
+0.007766,148
+0.007792,148
+0.008049,148
+0.007656,148
+0.007810,148
+0.007844,148
+0.007735,148
+0.007690,148
+0.007637,148
+0.007724,148
+0.007651,148
+0.007805,148
+0.007719,148
+0.007757,148
+0.007824,148
+0.008019,148
+0.007648,148
+0.007793,148
+0.007652,148
+0.007700,148
+0.007683,148
+0.007605,148
+0.007735,148
+0.007639,148
+0.007750,148
+0.007703,148
+0.007735,148
+0.007821,148
+0.008072,148
+0.007652,148
+0.007801,148
+0.007742,148
+0.007765,148
+0.007639,148
+0.008044,148
+0.008433,148
+0.007989,148
+0.008329,148
+0.008245,148
+0.008221,148
+0.008322,148
+0.008063,148
+0.007857,148
+0.007852,148
+0.007735,148
+0.008152,148
+0.008043,148
+0.008220,148
+0.007921,148
+0.008088,148
+0.008168,148
+0.008056,148
+0.008000,148
+0.008362,148
+0.007909,148
+0.009064,148
+0.008346,150
+0.008128,150
+0.007978,150
+0.007981,150
+0.007997,150
+0.008024,150
+0.008138,150
+0.008056,150
+0.008012,150
+0.008554,150
+0.007982,150
+0.008079,150
+0.008173,150
+0.008247,150
+0.007963,150
+0.007973,150
+0.007973,150
+0.007978,150
+0.007963,150
+0.007982,150
+0.007996,150
+0.008331,150
+0.008317,150
+0.008052,150
+0.008038,150
+0.007984,150
+0.008001,150
+0.008107,150
+0.007991,150
+0.007992,150
+0.008025,150
+0.007979,150
+0.008018,150
+0.008062,150
+0.008459,150
+0.008003,150
+0.008107,150
+0.008063,150
+0.007981,150
+0.007958,150
+0.008063,150
+0.007984,150
+0.008013,150
+0.007974,150
+0.008009,150
+0.008056,150
+0.008926,150
+0.008235,150
+0.008700,150
+0.008811,150
+0.008310,150
+0.008023,150
+0.008036,150
+0.007984,150
+0.008003,150
+0.008007,150
+0.008060,150
+0.007973,150
+0.008231,150
+0.008441,150
+0.008058,150
+0.008011,150
+0.007978,150
+0.008027,150
+0.007937,150
+0.008053,150
+0.007993,150
+0.008003,150
+0.008118,150
+0.008002,150
+0.007976,150
+0.008652,150
+0.008004,150
+0.008149,150
+0.008675,150
+0.008305,150
+0.008023,150
+0.008031,150
+0.007990,150
+0.007980,150
+0.007962,150
+0.008021,150
+0.007980,150
+0.008286,150
+0.008263,150
+0.008098,150
+0.008096,150
+0.008071,150
+0.007968,150
+0.007976,150
+0.007980,150
+0.008035,150
+0.007977,150
+0.008001,150
+0.007974,150
+0.008073,150
+0.008516,150
+0.007981,150
+0.008411,150
+0.008241,150
+0.008650,152
+0.008546,152
+0.008398,152
+0.008301,152
+0.008325,152
+0.008319,152
+0.008371,152
+0.008372,152
+0.008826,152
+0.008335,152
+0.008408,152
+0.008364,152
+0.008326,152
+0.008344,152
+0.008336,152
+0.008302,152
+0.008316,152
+0.008305,152
+0.008350,152
+0.008368,152
+0.008856,152
+0.008355,152
+0.008551,152
+0.008376,152
+0.008291,152
+0.008303,152
+0.008329,152
+0.008321,152
+0.008396,152
+0.008476,152
+0.008333,152
+0.008421,152
+0.009212,152
+0.008451,152
+0.008314,152
+0.008375,152
+0.008240,152
+0.008306,152
+0.008367,152
+0.008485,152
+0.008341,152
+0.008528,152
+0.008268,152
+0.008497,152
+0.008824,152
+0.008429,152
+0.008309,152
+0.008354,152
+0.008250,152
+0.008309,152
+0.008308,152
+0.008352,152
+0.008268,152
+0.008575,152
+0.008266,152
+0.008708,152
+0.008738,152
+0.008758,152
+0.008415,152
+0.008447,152
+0.008256,152
+0.008588,152
+0.008314,152
+0.008504,152
+0.008304,152
+0.008422,152
+0.008275,152
+0.008529,152
+0.008792,152
+0.008401,152
+0.008369,152
+0.008584,152
+0.008314,152
+0.008303,152
+0.008326,152
+0.008382,152
+0.008319,152
+0.008334,152
+0.008260,152
+0.008533,152
+0.008883,152
+0.008571,152
+0.008472,152
+0.008538,152
+0.008479,152
+0.008707,152
+0.008450,152
+0.008625,152
+0.008442,152
+0.008723,152
+0.009167,152
+0.009004,152
+0.009271,152
+0.009005,152
+0.010127,152
+0.010188,152
+0.011063,152
+0.009559,152
+0.009838,152
+0.009961,152
+0.009792,154
+0.009499,154
+0.009653,154
+0.009494,154
+0.009772,154
+0.009646,154
+0.009619,154
+0.009178,154
+0.009863,154
+0.009757,154
+0.009511,154
+0.009677,154
+0.009544,154
+0.009983,154
+0.009500,154
+0.009243,154
+0.009506,154
+0.009279,154
+0.009287,154
+0.009049,154
+0.008765,154
+0.008746,154
+0.008860,154
+0.008931,154
+0.008970,154
+0.008748,154
+0.008955,154
+0.009060,154
+0.009114,154
+0.009070,154
+0.009268,154
+0.009261,154
+0.009288,154
+0.009213,154
+0.009292,154
+0.009037,154
+0.009542,154
+0.009994,154
+0.009146,154
+0.009390,154
+0.009094,154
+0.008783,154
+0.008926,154
+0.008703,154
+0.008679,154
+0.009198,154
+0.008700,154
+0.008618,154
+0.008616,154
+0.008538,154
+0.008603,154
+0.008568,154
+0.008587,154
+0.008565,154
+0.008594,154
+0.008616,154
+0.008779,154
+0.008935,154
+0.008574,154
+0.008673,154
+0.008572,154
+0.008687,154
+0.008556,154
+0.008651,154
+0.008531,154
+0.008601,154
+0.008538,154
+0.008599,154
+0.009100,154
+0.008690,154
+0.008595,154
+0.008651,154
+0.008587,154
+0.008598,154
+0.008538,154
+0.008612,154
+0.008553,154
+0.008637,154
+0.008539,154
+0.008770,154
+0.010257,154
+0.008723,154
+0.008869,154
+0.008579,154
+0.008621,154
+0.008552,154
+0.008607,154
+0.008537,154
+0.008603,154
+0.008534,154
+0.008603,154
+0.008690,154
+0.009026,154
+0.008675,154
+0.009593,154
+0.008742,154
+0.008727,154
+0.008825,154
+0.008665,154
+0.008692,154
+0.008984,156
+0.008931,156
+0.011467,156
+0.011223,156
+0.009128,156
+0.008904,156
+0.008958,156
+0.008882,156
+0.008937,156
+0.009507,156
+0.010447,156
+0.009244,156
+0.009419,156
+0.009403,156
+0.009228,156
+0.009477,156
+0.009392,156
+0.009371,156
+0.009207,156
+0.009178,156
+0.009348,156
+0.009250,156
+0.009315,156
+0.009246,156
+0.009537,156
+0.009041,156
+0.009492,156
+0.009271,156
+0.009272,156
+0.009327,156
+0.009955,156
+0.011658,156
+0.009964,156
+0.011695,156
+0.012714,156
+0.011539,156
+0.010104,156
+0.011475,156
+0.009902,156
+0.009919,156
+0.011891,156
+0.011584,156
+0.010316,156
+0.010424,156
+0.009976,156
+0.011155,156
+0.009782,156
+0.010686,156
+0.013995,156
+0.011084,156
+0.009411,156
+0.010324,156
+0.015872,156
+0.011228,156
+0.009864,156
+0.010520,156
+0.009239,156
+0.010670,156
+0.009977,156
+0.009525,156
+0.009844,156
+0.009151,156
+0.009747,156
+0.009790,156
+0.009815,156
+0.010218,156
+0.010520,156
+0.012190,156
+0.015521,156
+0.009509,156
+0.009140,156
+0.012884,156
+0.009942,156
+0.009681,156
+0.009923,156
+0.009139,156
+0.009531,156
+0.008975,156
+0.009821,156
+0.009291,156
+0.010210,156
+0.009505,156
+0.010075,156
+0.009369,156
+0.008945,156
+0.010025,156
+0.009424,156
+0.009071,156
+0.009673,156
+0.009162,156
+0.009764,156
+0.009041,156
+0.011949,156
+0.009617,156
+0.009074,156
+0.009598,156
+0.009052,156
+0.009570,156
+0.009098,156
+0.010041,156
+0.009708,158
+0.010064,158
+0.009928,158
+0.009806,158
+0.010372,158
+0.009740,158
+0.010422,158
+0.009990,158
+0.012470,158
+0.011446,158
+0.011016,158
+0.013338,158
+0.014195,158
+0.011668,158
+0.011490,158
+0.012130,158
+0.019081,158
+0.015487,158
+0.009681,158
+0.012794,158
+0.010850,158
+0.011093,158
+0.010817,158
+0.011067,158
+0.010525,158
+0.012347,158
+0.013523,158
+0.015113,158
+0.011413,158
+0.011253,158
+0.010759,158
+0.015331,158
+0.016442,158
+0.015369,158
+0.018370,158
+0.018265,158
+0.011872,158
+0.009907,158
+0.011238,158
+0.010150,158
+0.010105,158
+0.010182,158
+0.010156,158
+0.010646,158
+0.010022,158
+0.011163,158
+0.011613,158
+0.012204,158
+0.010184,158
+0.010941,158
+0.009729,158
+0.010241,158
+0.011784,158
+0.012669,158
+0.010926,158
+0.010744,158
+0.009868,158
+0.010450,158
+0.010083,158
+0.009632,158
+0.011187,158
+0.010271,158
+0.010291,158
+0.010722,158
+0.010145,158
+0.010388,158
+0.010175,158
+0.009634,158
+0.010690,158
+0.010194,158
+0.010933,158
+0.010413,158
+0.010111,158
+0.009954,158
+0.009935,158
+0.009513,158
+0.010208,158
+0.009461,158
+0.010033,158
+0.009768,158
+0.009675,158
+0.009992,158
+0.015378,158
+0.009805,158
+0.009962,158
+0.009615,158
+0.009814,158
+0.009782,158
+0.009562,158
+0.009641,158
+0.009396,158
+0.009651,158
+0.009703,158
+0.009545,158
+0.009404,158
+0.009308,158
+0.009399,158
+0.009599,158
+0.009542,158
+0.009624,158
+0.009764,160
+0.009766,160
+0.010419,160
+0.009815,160
+0.009659,160
+0.009766,160
+0.009896,160
+0.009800,160
+0.009621,160
+0.009634,160
+0.009769,160
+0.009709,160
+0.010182,160
+0.010103,160
+0.009729,160
+0.016327,160
+0.018110,160
+0.009952,160
+0.009734,160
+0.009748,160
+0.009848,160
+0.010281,160
+0.009908,160
+0.009824,160
+0.009719,160
+0.009832,160
+0.009633,160
+0.009759,160
+0.009556,160
+0.009787,160
+0.009659,160
+0.010176,160
+0.010140,160
+0.009638,160
+0.010102,160
+0.009776,160
+0.009687,160
+0.009705,160
+0.009597,160
+0.009634,160
+0.009557,160
+0.009941,160
+0.015949,160
+0.018097,160
+0.018372,160
+0.017274,160
+0.017383,160
+0.017845,160
+0.017787,160
+0.017123,160
+0.009852,160
+0.009752,160
+0.009764,160
+0.009808,160
+0.009696,160
+0.009943,160
+0.010198,160
+0.009885,160
+0.009826,160
+0.009636,160
+0.009895,160
+0.009603,160
+0.012460,160
+0.009786,160
+0.009703,160
+0.009974,160
+0.010484,160
+0.009772,160
+0.009750,160
+0.009698,160
+0.009840,160
+0.009727,160
+0.009810,160
+0.009745,160
+0.009768,160
+0.009757,160
+0.012811,160
+0.009725,160
+0.009802,160
+0.009732,160
+0.009781,160
+0.009819,160
+0.009776,160
+0.009768,160
+0.009759,160
+0.009821,160
+0.011373,160
+0.009787,160
+0.009738,160
+0.009744,160
+0.009732,160
+0.009770,160
+0.009758,160
+0.009691,160
+0.009695,160
+0.009737,160
+0.011340,160
+0.009818,160
+0.009742,160
+0.009665,160
+0.010148,162
+0.010251,162
+0.010111,162
+0.010181,162
+0.010023,162
+0.010160,162
+0.011832,162
+0.010147,162
+0.010344,162
+0.009981,162
+0.010106,162
+0.010133,162
+0.010074,162
+0.010133,162
+0.010118,162
+0.010709,162
+0.011354,162
+0.010097,162
+0.010123,162
+0.010064,162
+0.010051,162
+0.010191,162
+0.009993,162
+0.010145,162
+0.010079,162
+0.011254,162
+0.010817,162
+0.010116,162
+0.010152,162
+0.010225,162
+0.010111,162
+0.010227,162
+0.010041,162
+0.010084,162
+0.010101,162
+0.011673,162
+0.010321,162
+0.010229,162
+0.010453,162
+0.010441,162
+0.010382,162
+0.010084,162
+0.010164,162
+0.010015,162
+0.010080,162
+0.011790,162
+0.010053,162
+0.010139,162
+0.010015,162
+0.010101,162
+0.010225,162
+0.009966,162
+0.010188,162
+0.010130,162
+0.010811,162
+0.011149,162
+0.010074,162
+0.010151,162
+0.010192,162
+0.009983,162
+0.010172,162
+0.010086,162
+0.010313,162
+0.010065,162
+0.011288,162
+0.010595,162
+0.010108,162
+0.010117,162
+0.010081,162
+0.010025,162
+0.010051,162
+0.010062,162
+0.009960,162
+0.010127,162
+0.012434,162
+0.010552,162
+0.010108,162
+0.010048,162
+0.010067,162
+0.010161,162
+0.010022,162
+0.010066,162
+0.009953,162
+0.010138,162
+0.011683,162
+0.010006,162
+0.010122,162
+0.010041,162
+0.010038,162
+0.010052,162
+0.009980,162
+0.010051,162
+0.010021,162
+0.010381,162
+0.011370,162
+0.010045,162
+0.010075,162
+0.010103,162
+0.010161,162
+0.010138,162
+0.010413,164
+0.010478,164
+0.010468,164
+0.011700,164
+0.011035,164
+0.010514,164
+0.010441,164
+0.010456,164
+0.010483,164
+0.010397,164
+0.010585,164
+0.010424,164
+0.010495,164
+0.012097,164
+0.010512,164
+0.010464,164
+0.010491,164
+0.010400,164
+0.010487,164
+0.010544,164
+0.010423,164
+0.010437,164
+0.012053,164
+0.010544,164
+0.010522,164
+0.010433,164
+0.010460,164
+0.010495,164
+0.010396,164
+0.010457,164
+0.010480,164
+0.010995,164
+0.011689,164
+0.010565,164
+0.010388,164
+0.010465,164
+0.010401,164
+0.010423,164
+0.010470,164
+0.010378,164
+0.010484,164
+0.012143,164
+0.010831,164
+0.010480,164
+0.010462,164
+0.010407,164
+0.010435,164
+0.010439,164
+0.010430,164
+0.010510,164
+0.011330,164
+0.011362,164
+0.010723,164
+0.010432,164
+0.010464,164
+0.010741,164
+0.010533,164
+0.010585,164
+0.010826,164
+0.010397,164
+0.011904,164
+0.010379,164
+0.010397,164
+0.010446,164
+0.010295,164
+0.010390,164
+0.010363,164
+0.010311,164
+0.010359,164
+0.012203,164
+0.011248,164
+0.010458,164
+0.010732,164
+0.010783,164
+0.010587,164
+0.010392,164
+0.010336,164
+0.010346,164
+0.010453,164
+0.011919,164
+0.010390,164
+0.010326,164
+0.010369,164
+0.010723,164
+0.010331,164
+0.010576,164
+0.010334,164
+0.010446,164
+0.011779,164
+0.010543,164
+0.010437,164
+0.010399,164
+0.010404,164
+0.010340,164
+0.010328,164
+0.010594,164
+0.010360,164
+0.010354,164
+0.012024,164
+0.010405,164
+0.010744,166
+0.010745,166
+0.010723,166
+0.010712,166
+0.010866,166
+0.010727,166
+0.010759,166
+0.012288,166
+0.010952,166
+0.010841,166
+0.010858,166
+0.010729,166
+0.010668,166
+0.010714,166
+0.010732,166
+0.010707,166
+0.012446,166
+0.010702,166
+0.010806,166
+0.010861,166
+0.010752,166
+0.010744,166
+0.010715,166
+0.010670,166
+0.010739,166
+0.011991,166
+0.010997,166
+0.010792,166
+0.010768,166
+0.010704,166
+0.010760,166
+0.010717,166
+0.010701,166
+0.010783,166
+0.011691,166
+0.011293,166
+0.010739,166
+0.010756,166
+0.010708,166
+0.010774,166
+0.010693,166
+0.010799,166
+0.010777,166
+0.010820,166
+0.012218,166
+0.010780,166
+0.010711,166
+0.010703,166
+0.010750,166
+0.010693,166
+0.012657,166
+0.010827,166
+0.011021,166
+0.012073,166
+0.010826,166
+0.010750,166
+0.010721,166
+0.010735,166
+0.010689,166
+0.010798,166
+0.010740,166
+0.010746,166
+0.013313,166
+0.010825,166
+0.010754,166
+0.010796,166
+0.010818,166
+0.010668,166
+0.010738,166
+0.010805,166
+0.010845,166
+0.012153,166
+0.010795,166
+0.010743,166
+0.010758,166
+0.010742,166
+0.010670,166
+0.010774,166
+0.010884,166
+0.010697,166
+0.012186,166
+0.010813,166
+0.010782,166
+0.010716,166
+0.010772,166
+0.010932,166
+0.010732,166
+0.010799,166
+0.010905,166
+0.012334,166
+0.011287,166
+0.010728,166
+0.010781,166
+0.010719,166
+0.010703,166
+0.010891,166
+0.010675,166
+0.010746,166
+0.011915,166
+0.011197,166
+0.011188,168
+0.011176,168
+0.011134,168
+0.011091,168
+0.011122,168
+0.011091,168
+0.011333,168
+0.012676,168
+0.011323,168
+0.011132,168
+0.011158,168
+0.011182,168
+0.011040,168
+0.011103,168
+0.011119,168
+0.011032,168
+0.012494,168
+0.011247,168
+0.011090,168
+0.011127,168
+0.011116,168
+0.011033,168
+0.011132,168
+0.011111,168
+0.011323,168
+0.012560,168
+0.011198,168
+0.011052,168
+0.011112,168
+0.011170,168
+0.011056,168
+0.011182,168
+0.011106,168
+0.011096,168
+0.012608,168
+0.011202,168
+0.011168,168
+0.011096,168
+0.011665,168
+0.011273,168
+0.011239,168
+0.011162,168
+0.011810,168
+0.013018,168
+0.011296,168
+0.013346,168
+0.011301,168
+0.011328,168
+0.011371,168
+0.011118,168
+0.011642,168
+0.013363,168
+0.012294,168
+0.011239,168
+0.011365,168
+0.011286,168
+0.011206,168
+0.011182,168
+0.011193,168
+0.011358,168
+0.012980,168
+0.011323,168
+0.011290,168
+0.011096,168
+0.011324,168
+0.011231,168
+0.011120,168
+0.011345,168
+0.011328,168
+0.013012,168
+0.011295,168
+0.011217,168
+0.011203,168
+0.011287,168
+0.011296,168
+0.011253,168
+0.011104,168
+0.012233,168
+0.012366,168
+0.011131,168
+0.011286,168
+0.011339,168
+0.011209,168
+0.011334,168
+0.011235,168
+0.011186,168
+0.012163,168
+0.011562,168
+0.011245,168
+0.011236,168
+0.011327,168
+0.011180,168
+0.011227,168
+0.011246,168
+0.011389,168
+0.011467,168
+0.011451,168
+0.011252,168
+0.011184,168
+0.011440,168
+0.011803,170
+0.011633,170
+0.011754,170
+0.011733,170
+0.012118,170
+0.011671,170
+0.011704,170
+0.011708,170
+0.011543,170
+0.011757,170
+0.011879,170
+0.012707,170
+0.012234,170
+0.012154,170
+0.012029,170
+0.011819,170
+0.011794,170
+0.011707,170
+0.011739,170
+0.011616,170
+0.011782,170
+0.011894,170
+0.011620,170
+0.011676,170
+0.011737,170
+0.011665,170
+0.013483,170
+0.011864,170
+0.011862,170
+0.011783,170
+0.011887,170
+0.011690,170
+0.011598,170
+0.011614,170
+0.011786,170
+0.011668,170
+0.011574,170
+0.011753,170
+0.012154,170
+0.011741,170
+0.011661,170
+0.011731,170
+0.011587,170
+0.011728,170
+0.011885,170
+0.012014,170
+0.011749,170
+0.012165,170
+0.011731,170
+0.011691,170
+0.011632,170
+0.011787,170
+0.011654,170
+0.011534,170
+0.011671,170
+0.012229,170
+0.011720,170
+0.011710,170
+0.011681,170
+0.011628,170
+0.011850,170
+0.012076,170
+0.012006,170
+0.011998,170
+0.012166,170
+0.011650,170
+0.011619,170
+0.013339,170
+0.011921,170
+0.011944,170
+0.011613,170
+0.012039,170
+0.012333,170
+0.011874,170
+0.011528,170
+0.011718,170
+0.012276,170
+0.011680,170
+0.011720,170
+0.011750,170
+0.011871,170
+0.011891,170
+0.011765,170
+0.011748,170
+0.012251,170
+0.012336,170
+0.011824,170
+0.011639,170
+0.011552,170
+0.012302,170
+0.011869,170
+0.011699,170
+0.011653,170
+0.011691,170
+0.011702,170
+0.011613,170
+0.011693,170
+0.011867,170
+0.011884,170
+0.011810,170
+0.012074,172
+0.011974,172
+0.012033,172
+0.012139,172
+0.012091,172
+0.012195,172
+0.012515,172
+0.012144,172
+0.012095,172
+0.011989,172
+0.012052,172
+0.012197,172
+0.011944,172
+0.012017,172
+0.012634,172
+0.012185,172
+0.012032,172
+0.011984,172
+0.011944,172
+0.011948,172
+0.012013,172
+0.012059,172
+0.012414,172
+0.012556,172
+0.012083,172
+0.012123,172
+0.012035,172
+0.011958,172
+0.012100,172
+0.012146,172
+0.012187,172
+0.012415,172
+0.012021,172
+0.012361,172
+0.012271,172
+0.012159,172
+0.012322,172
+0.012592,172
+0.012602,172
+0.017974,172
+0.012685,172
+0.012590,172
+0.012584,172
+0.013232,172
+0.012474,172
+0.013220,172
+0.012502,172
+0.013119,172
+0.014392,172
+0.013448,172
+0.013295,172
+0.012219,172
+0.013097,172
+0.012303,172
+0.012687,172
+0.012114,172
+0.012033,172
+0.012130,172
+0.012114,172
+0.012187,172
+0.012298,172
+0.012147,172
+0.013105,172
+0.012013,172
+0.012057,172
+0.011979,172
+0.011942,172
+0.011856,172
+0.011861,172
+0.011924,172
+0.012072,172
+0.012259,172
+0.011844,172
+0.011881,172
+0.011843,172
+0.011926,172
+0.011862,172
+0.012586,172
+0.012893,172
+0.012599,172
+0.012343,172
+0.012339,172
+0.012494,172
+0.013816,172
+0.013387,172
+0.012774,172
+0.012310,172
+0.012798,172
+0.012672,172
+0.012516,172
+0.013154,172
+0.013189,172
+0.013596,172
+0.013207,172
+0.012189,172
+0.012599,172
+0.012129,172
+0.011997,172
+0.011920,172
+0.011909,172
+0.012384,174
+0.012414,174
+0.012323,174
+0.012920,174
+0.012416,174
+0.012512,174
+0.012308,174
+0.012340,174
+0.012355,174
+0.012403,174
+0.012300,174
+0.012744,174
+0.012276,174
+0.012355,174
+0.012279,174
+0.012386,174
+0.012333,174
+0.012360,174
+0.012270,174
+0.012730,174
+0.012328,174
+0.012354,174
+0.012453,174
+0.012383,174
+0.012623,174
+0.012689,174
+0.012315,174
+0.012723,174
+0.012302,174
+0.012564,174
+0.012282,174
+0.012302,174
+0.012277,174
+0.012412,174
+0.012272,174
+0.012768,174
+0.012377,174
+0.012371,174
+0.012361,174
+0.013034,174
+0.012987,174
+0.012628,174
+0.013998,174
+0.013698,174
+0.014008,174
+0.013889,174
+0.013980,174
+0.013791,174
+0.013426,174
+0.013223,174
+0.013151,174
+0.013028,174
+0.012541,174
+0.012331,174
+0.012293,174
+0.012333,174
+0.012407,174
+0.012313,174
+0.012564,174
+0.012576,174
+0.012471,174
+0.012335,174
+0.012304,174
+0.012388,174
+0.012524,174
+0.012404,174
+0.012559,174
+0.012668,174
+0.012388,174
+0.012343,174
+0.012292,174
+0.012377,174
+0.012352,174
+0.012424,174
+0.012519,174
+0.012774,174
+0.012341,174
+0.012310,174
+0.012281,174
+0.012314,174
+0.012306,174
+0.012409,174
+0.012421,174
+0.012911,174
+0.012366,174
+0.012398,174
+0.012284,174
+0.012317,174
+0.012333,174
+0.012430,174
+0.012790,174
+0.012808,174
+0.012425,174
+0.012461,174
+0.012323,174
+0.012311,174
+0.012329,174
+0.012341,174
+0.012318,174
+0.012892,174
+0.012960,176
+0.012683,176
+0.012958,176
+0.012756,176
+0.012903,176
+0.015272,176
+0.013608,176
+0.013179,176
+0.012783,176
+0.012762,176
+0.012756,176
+0.013141,176
+0.012996,176
+0.012790,176
+0.013298,176
+0.012712,176
+0.012703,176
+0.012714,176
+0.012706,176
+0.012737,176
+0.012772,176
+0.012755,176
+0.013546,176
+0.013366,176
+0.013516,176
+0.012994,176
+0.012751,176
+0.013049,176
+0.013413,176
+0.012935,176
+0.013297,176
+0.012956,176
+0.012993,176
+0.012823,176
+0.012865,176
+0.012933,176
+0.012857,176
+0.013186,176
+0.013147,176
+0.012913,176
+0.012906,176
+0.012921,176
+0.013084,176
+0.012999,176
+0.012901,176
+0.013274,176
+0.013093,176
+0.013013,176
+0.013214,176
+0.013072,176
+0.013100,176
+0.012980,176
+0.012936,176
+0.013306,176
+0.012931,176
+0.012915,176
+0.012792,176
+0.012953,176
+0.013011,176
+0.012916,176
+0.013064,176
+0.013292,176
+0.013001,176
+0.012893,176
+0.013025,176
+0.015394,176
+0.012886,176
+0.013035,176
+0.013505,176
+0.012926,176
+0.012864,176
+0.012822,176
+0.012955,176
+0.013117,176
+0.013025,176
+0.012799,176
+0.013449,176
+0.012980,176
+0.012970,176
+0.013047,176
+0.013065,176
+0.014701,176
+0.014472,176
+0.013191,176
+0.012983,176
+0.012964,176
+0.012861,176
+0.012866,176
+0.012829,176
+0.012984,176
+0.012747,176
+0.013213,176
+0.012899,176
+0.013713,176
+0.024383,176
+0.023947,176
+0.023787,176
+0.024533,176
+0.020622,176
+0.012850,176
+0.013423,178
+0.013214,178
+0.013369,178
+0.013415,178
+0.013215,178
+0.013210,178
+0.013217,178
+0.013262,178
+0.013397,178
+0.013134,178
+0.013471,178
+0.013426,178
+0.013207,178
+0.013239,178
+0.013152,178
+0.013520,178
+0.013238,178
+0.013340,178
+0.013517,178
+0.013335,178
+0.013132,178
+0.013216,178
+0.013238,178
+0.013494,178
+0.013076,178
+0.013547,178
+0.013249,178
+0.013361,178
+0.013213,178
+0.013097,178
+0.013363,178
+0.013336,178
+0.013284,178
+0.013659,178
+0.013276,178
+0.013364,178
+0.013297,178
+0.013291,178
+0.013249,178
+0.013256,178
+0.013445,178
+0.013561,178
+0.013437,178
+0.013181,178
+0.013125,178
+0.013279,178
+0.013336,178
+0.013215,178
+0.014821,178
+0.013188,178
+0.013328,178
+0.013293,178
+0.013606,178
+0.013379,178
+0.013260,178
+0.014431,178
+0.013638,178
+0.013395,178
+0.013212,178
+0.013191,178
+0.013361,178
+0.013519,178
+0.013701,178
+0.014332,178
+0.013212,178
+0.013294,178
+0.013222,178
+0.013290,178
+0.013266,178
+0.013418,178
+0.014835,178
+0.013408,178
+0.013361,178
+0.013201,178
+0.013219,178
+0.013530,178
+0.013478,178
+0.014482,178
+0.014100,178
+0.013266,178
+0.013233,178
+0.013167,178
+0.013363,178
+0.013241,178
+0.013262,178
+0.014768,178
+0.013224,178
+0.013219,178
+0.013202,178
+0.013827,178
+0.013347,178
+0.013195,178
+0.014322,178
+0.013850,178
+0.013280,178
+0.013235,178
+0.013249,178
+0.013219,178
+0.013212,178
+0.013230,178
+0.015233,180
+0.013626,180
+0.013766,180
+0.013514,180
+0.013690,180
+0.013639,180
+0.013634,180
+0.016223,180
+0.014035,180
+0.013553,180
+0.013603,180
+0.013822,180
+0.013851,180
+0.013732,180
+0.015221,180
+0.013563,180
+0.013429,180
+0.013443,180
+0.013436,180
+0.013512,180
+0.013390,180
+0.014203,180
+0.014348,180
+0.013512,180
+0.013476,180
+0.013443,180
+0.013712,180
+0.013452,180
+0.013452,180
+0.015234,180
+0.013533,180
+0.013496,180
+0.013369,180
+0.013502,180
+0.013443,180
+0.013460,180
+0.014897,180
+0.013679,180
+0.013442,180
+0.013460,180
+0.013442,180
+0.013522,180
+0.013461,180
+0.013933,180
+0.014692,180
+0.013510,180
+0.013534,180
+0.013457,180
+0.013455,180
+0.013410,180
+0.013439,180
+0.015126,180
+0.013476,180
+0.013476,180
+0.013371,180
+0.013891,180
+0.013455,180
+0.013458,180
+0.014949,180
+0.013609,180
+0.013448,180
+0.013444,180
+0.013600,180
+0.013514,180
+0.013525,180
+0.013936,180
+0.014586,180
+0.013585,180
+0.013459,180
+0.013418,180
+0.013584,180
+0.013392,180
+0.013459,180
+0.015049,180
+0.013426,180
+0.013406,180
+0.013403,180
+0.013465,180
+0.013494,180
+0.013467,180
+0.015478,180
+0.014293,180
+0.013425,180
+0.013365,180
+0.013495,180
+0.013476,180
+0.013442,180
+0.013944,180
+0.014480,180
+0.013447,180
+0.013480,180
+0.013425,180
+0.013722,180
+0.013414,180
+0.013474,180
+0.015276,180
+0.013472,180
+0.013435,180
+0.013424,180
+0.013643,180
+0.013902,182
+0.013907,182
+0.015443,182
+0.014029,182
+0.013959,182
+0.013974,182
+0.014015,182
+0.013872,182
+0.013870,182
+0.015263,182
+0.014036,182
+0.013872,182
+0.013946,182
+0.013903,182
+0.014017,182
+0.013900,182
+0.015056,182
+0.017820,182
+0.014901,182
+0.013865,182
+0.013997,182
+0.013866,182
+0.014549,182
+0.019217,182
+0.013981,182
+0.013916,182
+0.013907,182
+0.013986,182
+0.013927,182
+0.013883,182
+0.019150,182
+0.013907,182
+0.013926,182
+0.013915,182
+0.013980,182
+0.013910,182
+0.013977,182
+0.020017,182
+0.014346,182
+0.013972,182
+0.013997,182
+0.013899,182
+0.013899,182
+0.014963,182
+0.018291,182
+0.013958,182
+0.013986,182
+0.013974,182
+0.013918,182
+0.013935,182
+0.016002,182
+0.017890,182
+0.014267,182
+0.014013,182
+0.014023,182
+0.013904,182
+0.013822,182
+0.019177,182
+0.014132,182
+0.013980,182
+0.014011,182
+0.014188,182
+0.013923,182
+0.013921,182
+0.020269,182
+0.014097,182
+0.014227,182
+0.014711,182
+0.014058,182
+0.013927,182
+0.014158,182
+0.019033,182
+0.013974,182
+0.013980,182
+0.013983,182
+0.013825,182
+0.013902,182
+0.016214,182
+0.017030,182
+0.013948,182
+0.013924,182
+0.014053,182
+0.013955,182
+0.013969,182
+0.018330,182
+0.014625,182
+0.013950,182
+0.013899,182
+0.013992,182
+0.013903,182
+0.013896,182
+0.019139,182
+0.014123,182
+0.013892,182
+0.014028,182
+0.013953,182
+0.013911,182
+0.013905,182
+0.019032,182
+0.013962,182
+0.014479,184
+0.014455,184
+0.014369,184
+0.014412,184
+0.014929,184
+0.019210,184
+0.014443,184
+0.014334,184
+0.014386,184
+0.014356,184
+0.014315,184
+0.019437,184
+0.014461,184
+0.014292,184
+0.014367,184
+0.014483,184
+0.014369,184
+0.014329,184
+0.020059,184
+0.014497,184
+0.014341,184
+0.014386,184
+0.014289,184
+0.014306,184
+0.016362,184
+0.017521,184
+0.014389,184
+0.014344,184
+0.014387,184
+0.014368,184
+0.014352,184
+0.019472,184
+0.014474,184
+0.014347,184
+0.015075,184
+0.014360,184
+0.014348,184
+0.014399,184
+0.019423,184
+0.014507,184
+0.014438,184
+0.014416,184
+0.014332,184
+0.015185,184
+0.019410,184
+0.016408,184
+0.015864,184
+0.015536,184
+0.014972,184
+0.015582,184
+0.027270,184
+0.018104,184
+0.015220,184
+0.016124,184
+0.014965,184
+0.014821,184
+0.014793,184
+0.014504,184
+0.014466,184
+0.014458,184
+0.014914,184
+0.014509,184
+0.014484,184
+0.014877,184
+0.014463,184
+0.014389,184
+0.014486,184
+0.014340,184
+0.014570,184
+0.014492,184
+0.014879,184
+0.014335,184
+0.014371,184
+0.014412,184
+0.014258,184
+0.015139,184
+0.014796,184
+0.015086,184
+0.015209,184
+0.014670,184
+0.014514,184
+0.014402,184
+0.014345,184
+0.014389,184
+0.015136,184
+0.014319,184
+0.014330,184
+0.014358,184
+0.014303,184
+0.014298,184
+0.014372,184
+0.014798,184
+0.014356,184
+0.014343,184
+0.014388,184
+0.014325,184
+0.014326,184
+0.014415,184
+0.014743,184
+0.014389,184
+0.015259,186
+0.015109,186
+0.014963,186
+0.015024,186
+0.015551,186
+0.015172,186
+0.015104,186
+0.015000,186
+0.014967,186
+0.014994,186
+0.015068,186
+0.025382,186
+0.029037,186
+0.015744,186
+0.022137,186
+0.015311,186
+0.015295,186
+0.014945,186
+0.014972,186
+0.015185,186
+0.015195,186
+0.014981,186
+0.015459,186
+0.014972,186
+0.014958,186
+0.015054,186
+0.014974,186
+0.014953,186
+0.014940,186
+0.015495,186
+0.015012,186
+0.015054,186
+0.015140,186
+0.015008,186
+0.015085,186
+0.015402,186
+0.015411,186
+0.015059,186
+0.015014,186
+0.015397,186
+0.015012,186
+0.014989,186
+0.015490,186
+0.015117,186
+0.015029,186
+0.015152,186
+0.015804,186
+0.014965,186
+0.015016,186
+0.015574,186
+0.014951,186
+0.014957,186
+0.015062,186
+0.015000,186
+0.015073,186
+0.015221,186
+0.015300,186
+0.014961,186
+0.015027,186
+0.014961,186
+0.014952,186
+0.014975,186
+0.015491,186
+0.015028,186
+0.015032,186
+0.015069,186
+0.014967,186
+0.014969,186
+0.015113,186
+0.015516,186
+0.014974,186
+0.014906,186
+0.015022,186
+0.014984,186
+0.014992,186
+0.015205,186
+0.015358,186
+0.014973,186
+0.015069,186
+0.015046,186
+0.014976,186
+0.015026,186
+0.015461,186
+0.014995,186
+0.014958,186
+0.015029,186
+0.015035,186
+0.014989,186
+0.014946,186
+0.015537,186
+0.018234,186
+0.016711,186
+0.015068,186
+0.015017,186
+0.015000,186
+0.015504,186
+0.014981,186
+0.015016,186
+0.015108,186
+0.015070,186
+0.015702,188
+0.015573,188
+0.016011,188
+0.015475,188
+0.015665,188
+0.015472,188
+0.015559,188
+0.015475,188
+0.015965,188
+0.015482,188
+0.015496,188
+0.015608,188
+0.015600,188
+0.015478,188
+0.015600,188
+0.016119,188
+0.015570,188
+0.015585,188
+0.015472,188
+0.015473,188
+0.015478,188
+0.016057,188
+0.015521,188
+0.015449,188
+0.015591,188
+0.015474,188
+0.015849,188
+0.021293,188
+0.029933,188
+0.029273,188
+0.029209,188
+0.029517,188
+0.029054,188
+0.029225,188
+0.029937,188
+0.029164,188
+0.028743,188
+0.028933,188
+0.029663,188
+0.028790,188
+0.029312,188
+0.029178,188
+0.029934,188
+0.029684,188
+0.029071,188
+0.029666,188
+0.029133,188
+0.029237,188
+0.029800,188
+0.029108,188
+0.029052,188
+0.029270,188
+0.029256,188
+0.029173,188
+0.029406,188
+0.029462,188
+0.029302,188
+0.029582,188
+0.032099,188
+0.029381,188
+0.029352,188
+0.030201,188
+0.025227,188
+0.017845,188
+0.016191,188
+0.016249,188
+0.016641,188
+0.017521,188
+0.016085,188
+0.016326,188
+0.016309,188
+0.016209,188
+0.016283,188
+0.021234,188
+0.015879,188
+0.015915,188
+0.015630,188
+0.015712,188
+0.015935,188
+0.020878,188
+0.016506,188
+0.015879,188
+0.015805,188
+0.015917,188
+0.015749,188
+0.020783,188
+0.015975,188
+0.015752,188
+0.015739,188
+0.015889,188
+0.015739,188
+0.020795,188
+0.015937,188
+0.015899,188
+0.015682,188
+0.017630,188
+0.015786,188
+0.016189,188
+0.015989,188
+0.015832,188
+0.016330,190
+0.016433,190
+0.016326,190
+0.016356,190
+0.016731,190
+0.016684,190
+0.016410,190
+0.016675,190
+0.016609,190
+0.016545,190
+0.016663,190
+0.016281,190
+0.016178,190
+0.016171,190
+0.016348,190
+0.016273,190
+0.016541,190
+0.016366,190
+0.016309,190
+0.016257,190
+0.016565,190
+0.016389,190
+0.016721,190
+0.016352,190
+0.016311,190
+0.016366,190
+0.016356,190
+0.016395,190
+0.016891,190
+0.016458,190
+0.016458,190
+0.016651,190
+0.016730,190
+0.016754,190
+0.017093,190
+0.016874,190
+0.016853,190
+0.017064,190
+0.017028,190
+0.023721,190
+0.018242,190
+0.017103,190
+0.017085,190
+0.016747,190
+0.016366,190
+0.016701,190
+0.016568,190
+0.016367,190
+0.016247,190
+0.016355,190
+0.016363,190
+0.016749,190
+0.016560,190
+0.016463,190
+0.016335,190
+0.016366,190
+0.016223,190
+0.016496,190
+0.016825,190
+0.016327,190
+0.016257,190
+0.016236,190
+0.016298,190
+0.016230,190
+0.016841,190
+0.016357,190
+0.016425,190
+0.016208,190
+0.016314,190
+0.016231,190
+0.016985,190
+0.016357,190
+0.016317,190
+0.016216,190
+0.016243,190
+0.016221,190
+0.016878,190
+0.016325,190
+0.016272,190
+0.016287,190
+0.016271,190
+0.016204,190
+0.017171,190
+0.016317,190
+0.016377,190
+0.016395,190
+0.016442,190
+0.016784,190
+0.017779,190
+0.016077,190
+0.016126,190
+0.016031,190
+0.015989,190
+0.016613,190
+0.016412,190
+0.016562,190
+0.016252,190
+0.016061,190
+0.016037,190
+0.016055,190
+0.017758,192
+0.018130,192
+0.017835,192
+0.017625,192
+0.017569,192
+0.017560,192
+0.018093,192
+0.017590,192
+0.017646,192
+0.017595,192
+0.017589,192
+0.017593,192
+0.018053,192
+0.017857,192
+0.017576,192
+0.018595,192
+0.018000,192
+0.017856,192
+0.017902,192
+0.017668,192
+0.017556,192
+0.017600,192
+0.017589,192
+0.018096,192
+0.017726,192
+0.017848,192
+0.018263,192
+0.018465,192
+0.018469,192
+0.019493,192
+0.019087,192
+0.018881,192
+0.019300,192
+0.018882,192
+0.020475,192
+0.018907,192
+0.018425,192
+0.018675,192
+0.018796,192
+0.019180,192
+0.018455,192
+0.018796,192
+0.019406,192
+0.018863,192
+0.019209,192
+0.019241,192
+0.018335,192
+0.018386,192
+0.018598,192
+0.021133,192
+0.019768,192
+0.019792,192
+0.019381,192
+0.019887,192
+0.019157,192
+0.019405,192
+0.019352,192
+0.018494,192
+0.018213,192
+0.018221,192
+0.018205,192
+0.018568,192
+0.018134,192
+0.017751,192
+0.017784,192
+0.017656,192
+0.018212,192
+0.017853,192
+0.017730,192
+0.017663,192
+0.017586,192
+0.017701,192
+0.017985,192
+0.017648,192
+0.017545,192
+0.017614,192
+0.017532,192
+0.018059,192
+0.017754,192
+0.017547,192
+0.018010,192
+0.017615,192
+0.017596,192
+0.018172,192
+0.017703,192
+0.017613,192
+0.017505,192
+0.017577,192
+0.017640,192
+0.018077,192
+0.017675,192
+0.017876,192
+0.017800,192
+0.017545,192
+0.018172,192
+0.017663,192
+0.017645,192
+0.017551,192
+0.017570,192
+0.017639,192
+0.017723,194
+0.017201,194
+0.017217,194
+0.017284,194
+0.017187,194
+0.017117,194
+0.017673,194
+0.017179,194
+0.017058,194
+0.017121,194
+0.017032,194
+0.017173,194
+0.017470,194
+0.017173,194
+0.017038,194
+0.017035,194
+0.017031,194
+0.017312,194
+0.017448,194
+0.017117,194
+0.017095,194
+0.017161,194
+0.017030,194
+0.017458,194
+0.017410,194
+0.017029,194
+0.017090,194
+0.017150,194
+0.017056,194
+0.017628,194
+0.017249,194
+0.017056,194
+0.017107,194
+0.017040,194
+0.017043,194
+0.017798,194
+0.017358,194
+0.018198,194
+0.018354,194
+0.018124,194
+0.019318,194
+0.019823,194
+0.018403,194
+0.018274,194
+0.017861,194
+0.017662,194
+0.017762,194
+0.017314,194
+0.017294,194
+0.017188,194
+0.017390,194
+0.017211,194
+0.017584,194
+0.017199,194
+0.017207,194
+0.017087,194
+0.017136,194
+0.017488,194
+0.017390,194
+0.017213,194
+0.017064,194
+0.017075,194
+0.017029,194
+0.017756,194
+0.018961,194
+0.017272,194
+0.017127,194
+0.017087,194
+0.017077,194
+0.017945,194
+0.017222,194
+0.017054,194
+0.017034,194
+0.017032,194
+0.017027,194
+0.017971,194
+0.017141,194
+0.017032,194
+0.017031,194
+0.017031,194
+0.017108,194
+0.017596,194
+0.017183,194
+0.017266,194
+0.017126,194
+0.017049,194
+0.017203,194
+0.017470,194
+0.017219,194
+0.017033,194
+0.017059,194
+0.017057,194
+0.017218,194
+0.017503,194
+0.017104,194
+0.017073,194
+0.017095,194
+0.017032,194
+0.017256,194
+0.017648,194
+0.017649,196
+0.017528,196
+0.017527,196
+0.017525,196
+0.017969,196
+0.017686,196
+0.017538,196
+0.017524,196
+0.017531,196
+0.019247,196
+0.020003,196
+0.019093,196
+0.018780,196
+0.018794,196
+0.017793,196
+0.018126,196
+0.017694,196
+0.017561,196
+0.017558,196
+0.017488,196
+0.017509,196
+0.018199,196
+0.017556,196
+0.017535,196
+0.017544,196
+0.017471,196
+0.017794,196
+0.017866,196
+0.017479,196
+0.017464,196
+0.017628,196
+0.017493,196
+0.018101,196
+0.017621,196
+0.017466,196
+0.017535,196
+0.017462,196
+0.017503,196
+0.018121,196
+0.017712,196
+0.017655,196
+0.017517,196
+0.017495,196
+0.017710,196
+0.017903,196
+0.017532,196
+0.017483,196
+0.017467,196
+0.017495,196
+0.018009,196
+0.017698,196
+0.017549,196
+0.017547,196
+0.017500,196
+0.017464,196
+0.018189,196
+0.017632,196
+0.017809,196
+0.017598,196
+0.017607,196
+0.017754,196
+0.017993,196
+0.017522,196
+0.017505,196
+0.017483,196
+0.017663,196
+0.018069,196
+0.017601,196
+0.017471,196
+0.017477,196
+0.017527,196
+0.017463,196
+0.018090,196
+0.017821,196
+0.017606,196
+0.017499,196
+0.017503,196
+0.017560,196
+0.018135,196
+0.017621,196
+0.017612,196
+0.017501,196
+0.017469,196
+0.018569,196
+0.017776,196
+0.017502,196
+0.017464,196
+0.017463,196
+0.017467,196
+0.018028,196
+0.017664,196
+0.018535,196
+0.020325,196
+0.018020,196
+0.018523,196
+0.018185,196
+0.017650,196
+0.017807,196
+0.019012,196
+0.019560,196
+0.021297,198
+0.018879,198
+0.019415,198
+0.018237,198
+0.018151,198
+0.018833,198
+0.018286,198
+0.018125,198
+0.018174,198
+0.018090,198
+0.018107,198
+0.018952,198
+0.018206,198
+0.018143,198
+0.018094,198
+0.018124,198
+0.023542,198
+0.018220,198
+0.018218,198
+0.018148,198
+0.018384,198
+0.022983,198
+0.018703,198
+0.018196,198
+0.018158,198
+0.018113,198
+0.019203,198
+0.022723,198
+0.018422,198
+0.018436,198
+0.018288,198
+0.018514,198
+0.023999,198
+0.018266,198
+0.018654,198
+0.018360,198
+0.018278,198
+0.023968,198
+0.018381,198
+0.018400,198
+0.018328,198
+0.018368,198
+0.024078,198
+0.018356,198
+0.018515,198
+0.018419,198
+0.018498,198
+0.024293,198
+0.020207,198
+0.018954,198
+0.018380,198
+0.018465,198
+0.024021,198
+0.018793,198
+0.018296,198
+0.018294,198
+0.018455,198
+0.021622,198
+0.025022,198
+0.019093,198
+0.018406,198
+0.018466,198
+0.020783,198
+0.022209,198
+0.018543,198
+0.018451,198
+0.018320,198
+0.020868,198
+0.021467,198
+0.018890,198
+0.018451,198
+0.018416,198
+0.018991,198
+0.023501,198
+0.018466,198
+0.018396,198
+0.018622,198
+0.018818,198
+0.019036,198
+0.018999,198
+0.018954,198
+0.018368,198
+0.018850,198
+0.019231,198
+0.018180,198
+0.018262,198
+0.018089,198
+0.018069,198
+0.018296,198
+0.018660,198
+0.018183,198
+0.018072,198
+0.018069,198
+0.018087,198
+0.018824,198
+0.018486,198
+0.018444,198
+0.018565,198
+0.018482,198
+0.018686,198
+0.019614,200
+0.018985,200
+0.018951,200
+0.019013,200
+0.018900,200
+0.019752,200
+0.018977,200
+0.018916,200
+0.019042,200
+0.019185,200
+0.019620,200
+0.019126,200
+0.019041,200
+0.019046,200
+0.019005,200
+0.019648,200
+0.019398,200
+0.018984,200
+0.018921,200
+0.019097,200
+0.019108,200
+0.019361,200
+0.018982,200
+0.018946,200
+0.018984,200
+0.019093,200
+0.019620,200
+0.018948,200
+0.018868,200
+0.018854,200
+0.018931,200
+0.019449,200
+0.019022,200
+0.019014,200
+0.018844,200
+0.018885,200
+0.019446,200
+0.019151,200
+0.019011,200
+0.018906,200
+0.018898,200
+0.018926,200
+0.019673,200
+0.018902,200
+0.018821,200
+0.018833,200
+0.018963,200
+0.019687,200
+0.019112,200
+0.019051,200
+0.018897,200
+0.019042,200
+0.019607,200
+0.019062,200
+0.018903,200
+0.018925,200
+0.018920,200
+0.019317,200
+0.019451,200
+0.018919,200
+0.019014,200
+0.018887,200
+0.019028,200
+0.020660,200
+0.019032,200
+0.018857,200
+0.019030,200
+0.019124,200
+0.022260,200
+0.019522,200
+0.019082,200
+0.019479,200
+0.018689,200
+0.020167,200
+0.018665,200
+0.018714,200
+0.019436,200
+0.018740,200
+0.020238,200
+0.018807,200
+0.018606,200
+0.018601,200
+0.018634,200
+0.019663,200
+0.019381,200
+0.018664,200
+0.018644,200
+0.018625,200
+0.018611,200
+0.020134,200
+0.018772,200
+0.018611,200
+0.018597,200
+0.018606,200
+0.020143,200
+0.018630,200
+0.018587,200
+0.018580,200
+0.018601,200
+0.019625,200
+0.019955,202
+0.019270,202
+0.019276,202
+0.019466,202
+0.020023,202
+0.020513,202
+0.019293,202
+0.019209,202
+0.019191,202
+0.019206,202
+0.020959,202
+0.019258,202
+0.019271,202
+0.019220,202
+0.019201,202
+0.020855,202
+0.019424,202
+0.019376,202
+0.019329,202
+0.019204,202
+0.022095,202
+0.019331,202
+0.019276,202
+0.019260,202
+0.019274,202
+0.020895,202
+0.019298,202
+0.019362,202
+0.019265,202
+0.019339,202
+0.020935,202
+0.019314,202
+0.019344,202
+0.019257,202
+0.019289,202
+0.020819,202
+0.019280,202
+0.019256,202
+0.019269,202
+0.019241,202
+0.020638,202
+0.019632,202
+0.019357,202
+0.019642,202
+0.019539,202
+0.020262,202
+0.020131,202
+0.019248,202
+0.019233,202
+0.019343,202
+0.019285,202
+0.020917,202
+0.019276,202
+0.019215,202
+0.019297,202
+0.019431,202
+0.021968,202
+0.019440,202
+0.019328,202
+0.019243,202
+0.019206,202
+0.019737,202
+0.019363,202
+0.019230,202
+0.019292,202
+0.019199,202
+0.020305,202
+0.019640,202
+0.019347,202
+0.019220,202
+0.019197,202
+0.019628,202
+0.019511,202
+0.019280,202
+0.019240,202
+0.019250,202
+0.019447,202
+0.020550,202
+0.019445,202
+0.019274,202
+0.019406,202
+0.019407,202
+0.019588,202
+0.019275,202
+0.019281,202
+0.019254,202
+0.019371,202
+0.019940,202
+0.019374,202
+0.019312,202
+0.019333,202
+0.019288,202
+0.019764,202
+0.019403,202
+0.019297,202
+0.019224,202
+0.019246,202
+0.019714,202
+0.019373,202
+0.019290,202
+0.020346,204
+0.019918,204
+0.020338,204
+0.019947,204
+0.019849,204
+0.019833,204
+0.020035,204
+0.020295,204
+0.019921,204
+0.019865,204
+0.019769,204
+0.019774,204
+0.020104,204
+0.020178,204
+0.019959,204
+0.019820,204
+0.019834,204
+0.020111,204
+0.020052,204
+0.019878,204
+0.019775,204
+0.019783,204
+0.020072,204
+0.020188,204
+0.019887,204
+0.019811,204
+0.019828,204
+0.020040,204
+0.020067,204
+0.020056,204
+0.019794,204
+0.019855,204
+0.020051,204
+0.020079,204
+0.019893,204
+0.019762,204
+0.019778,204
+0.019882,204
+0.020157,204
+0.019869,204
+0.020606,204
+0.020034,204
+0.020459,204
+0.020252,204
+0.019838,204
+0.019776,204
+0.019760,204
+0.019930,204
+0.020156,204
+0.019840,204
+0.019778,204
+0.019795,204
+0.019914,204
+0.020118,204
+0.019836,204
+0.019809,204
+0.019894,204
+0.019863,204
+0.020166,204
+0.019825,204
+0.019781,204
+0.019731,204
+0.019851,204
+0.020210,204
+0.019788,204
+0.019774,204
+0.019908,204
+0.019780,204
+0.020163,204
+0.019885,204
+0.019818,204
+0.019725,204
+0.019835,204
+0.020265,204
+0.019733,204
+0.019779,204
+0.019784,204
+0.019784,204
+0.020236,204
+0.020084,204
+0.019783,204
+0.019811,204
+0.019831,204
+0.020212,204
+0.019767,204
+0.019805,204
+0.019774,204
+0.019814,204
+0.020358,204
+0.019773,204
+0.019830,204
+0.019771,204
+0.019804,204
+0.020233,204
+0.019854,204
+0.019767,204
+0.019772,204
+0.019890,204
+0.020138,204
+0.019739,204
+0.020474,206
+0.021390,206
+0.020503,206
+0.020879,206
+0.020554,206
+0.020528,206
+0.020522,206
+0.020726,206
+0.020909,206
+0.020593,206
+0.020475,206
+0.020340,206
+0.020749,206
+0.021044,206
+0.020424,206
+0.020461,206
+0.020456,206
+0.020496,206
+0.020875,206
+0.020437,206
+0.020355,206
+0.020425,206
+0.020503,206
+0.020988,206
+0.020476,206
+0.020374,206
+0.020402,206
+0.020521,206
+0.020866,206
+0.020498,206
+0.020491,206
+0.020461,206
+0.020494,206
+0.020731,206
+0.020377,206
+0.020408,206
+0.020478,206
+0.020558,206
+0.020627,206
+0.020435,206
+0.020376,206
+0.020436,206
+0.020589,206
+0.020674,206
+0.020367,206
+0.020386,206
+0.020430,206
+0.020825,206
+0.020477,206
+0.020425,206
+0.020371,206
+0.020455,206
+0.020832,206
+0.020454,206
+0.020433,206
+0.020450,206
+0.020546,206
+0.020845,206
+0.020509,206
+0.020404,206
+0.020361,206
+0.020545,206
+0.020790,206
+0.020547,206
+0.020483,206
+0.020445,206
+0.020497,206
+0.021000,206
+0.020620,206
+0.020432,206
+0.020507,206
+0.020377,206
+0.021019,206
+0.020574,206
+0.020587,206
+0.020427,206
+0.020517,206
+0.021153,206
+0.020512,206
+0.021221,206
+0.020608,206
+0.020599,206
+0.020907,206
+0.020395,206
+0.020442,206
+0.020490,206
+0.020755,206
+0.020848,206
+0.020516,206
+0.020425,206
+0.020515,206
+0.021067,206
+0.020579,206
+0.020578,206
+0.020460,206
+0.020519,206
+0.020952,206
+0.020452,206
+0.020415,206
+0.020555,206
+0.020937,208
+0.021447,208
+0.021110,208
+0.021063,208
+0.021080,208
+0.021059,208
+0.021476,208
+0.021106,208
+0.020988,208
+0.021031,208
+0.021058,208
+0.021473,208
+0.020970,208
+0.020922,208
+0.021063,208
+0.021414,208
+0.021251,208
+0.020921,208
+0.021078,208
+0.020971,208
+0.021575,208
+0.021036,208
+0.021007,208
+0.021015,208
+0.021137,208
+0.021794,208
+0.021007,208
+0.021026,208
+0.021033,208
+0.021063,208
+0.021563,208
+0.021013,208
+0.020908,208
+0.021028,208
+0.021103,208
+0.021375,208
+0.020978,208
+0.021054,208
+0.020989,208
+0.021518,208
+0.020965,208
+0.020957,208
+0.020970,208
+0.020899,208
+0.021561,208
+0.021345,208
+0.020959,208
+0.021026,208
+0.021020,208
+0.021515,208
+0.020916,208
+0.021116,208
+0.021035,208
+0.021011,208
+0.021544,208
+0.020938,208
+0.020971,208
+0.020993,208
+0.021331,208
+0.021146,208
+0.020975,208
+0.021000,208
+0.020880,208
+0.021581,208
+0.020919,208
+0.020933,208
+0.021065,208
+0.021079,208
+0.021627,208
+0.020984,208
+0.021031,208
+0.021143,208
+0.021434,208
+0.021466,208
+0.021069,208
+0.021036,208
+0.020908,208
+0.021261,208
+0.021241,208
+0.020960,208
+0.020993,208
+0.020928,208
+0.021676,208
+0.021072,208
+0.020921,208
+0.021194,208
+0.020953,208
+0.021478,208
+0.020900,208
+0.020952,208
+0.021031,208
+0.020963,208
+0.021564,208
+0.020987,208
+0.021018,208
+0.020997,208
+0.021287,208
+0.021463,208
+0.020961,208
+0.021010,208
+0.021837,210
+0.022359,210
+0.021703,210
+0.021722,210
+0.021748,210
+0.021800,210
+0.022293,210
+0.021726,210
+0.021681,210
+0.021713,210
+0.022189,210
+0.021968,210
+0.021695,210
+0.021828,210
+0.021751,210
+0.022327,210
+0.021710,210
+0.021823,210
+0.021882,210
+0.024530,210
+0.023167,210
+0.021845,210
+0.021955,210
+0.021629,210
+0.022300,210
+0.021750,210
+0.021700,210
+0.021613,210
+0.021707,210
+0.022299,210
+0.021728,210
+0.021733,210
+0.021715,210
+0.022258,210
+0.021667,210
+0.021689,210
+0.021675,210
+0.021617,210
+0.022322,210
+0.021623,210
+0.021723,210
+0.021755,210
+0.021899,210
+0.022125,210
+0.021792,210
+0.021803,210
+0.021650,210
+0.022226,210
+0.021704,210
+0.021738,210
+0.021623,210
+0.021700,210
+0.022291,210
+0.021647,210
+0.021842,210
+0.021684,210
+0.022042,210
+0.021837,210
+0.021654,210
+0.021712,210
+0.021604,210
+0.022472,210
+0.021726,210
+0.021741,210
+0.021754,210
+0.023545,210
+0.022155,210
+0.021975,210
+0.021686,210
+0.021615,210
+0.022360,210
+0.021625,210
+0.022446,210
+0.022446,210
+0.022270,210
+0.022792,210
+0.021866,210
+0.021678,210
+0.021673,210
+0.022255,210
+0.021645,210
+0.021740,210
+0.021689,210
+0.021647,210
+0.022128,210
+0.021689,210
+0.021829,210
+0.021827,210
+0.021905,210
+0.022211,210
+0.021896,210
+0.021644,210
+0.021800,210
+0.022196,210
+0.021754,210
+0.021831,210
+0.021608,210
+0.021701,210
+0.022241,210
+0.021665,210
+0.022333,212
+0.022289,212
+0.022824,212
+0.022219,212
+0.022375,212
+0.022238,212
+0.022223,212
+0.022961,212
+0.022227,212
+0.022258,212
+0.022534,212
+0.022837,212
+0.022326,212
+0.022341,212
+0.022220,212
+0.022228,212
+0.022974,212
+0.022232,212
+0.022573,212
+0.022355,212
+0.022848,212
+0.022325,212
+0.022381,212
+0.022277,212
+0.022785,212
+0.022947,212
+0.022319,212
+0.022236,212
+0.022260,212
+0.022802,212
+0.022282,212
+0.022393,212
+0.022251,212
+0.022384,212
+0.022750,212
+0.022347,212
+0.022354,212
+0.022219,212
+0.022789,212
+0.022340,212
+0.022302,212
+0.022216,212
+0.022453,212
+0.022677,212
+0.022374,212
+0.022228,212
+0.022263,212
+0.022823,212
+0.022218,212
+0.022228,212
+0.022198,212
+0.022395,212
+0.022869,212
+0.022323,212
+0.022361,212
+0.022268,212
+0.022801,212
+0.022334,212
+0.022253,212
+0.022175,212
+0.022361,212
+0.022652,212
+0.022286,212
+0.022231,212
+0.022339,212
+0.023049,212
+0.022210,212
+0.022239,212
+0.022321,212
+0.022345,212
+0.022578,212
+0.022393,212
+0.022224,212
+0.022156,212
+0.022832,212
+0.022247,212
+0.022352,212
+0.022454,212
+0.022399,212
+0.022739,212
+0.022451,212
+0.022183,212
+0.022177,212
+0.022833,212
+0.022297,212
+0.023886,212
+0.022259,212
+0.022521,212
+0.022645,212
+0.022403,212
+0.022249,212
+0.022298,212
+0.022748,212
+0.022594,212
+0.022305,212
+0.022199,212
+0.022525,212
+0.022699,212
+0.022429,212
+0.022883,212
+0.023026,214
+0.023601,214
+0.022894,214
+0.022924,214
+0.022801,214
+0.023424,214
+0.022784,214
+0.022958,214
+0.022937,214
+0.023036,214
+0.023292,214
+0.022977,214
+0.022910,214
+0.022914,214
+0.023308,214
+0.022945,214
+0.022868,214
+0.022820,214
+0.023361,214
+0.022903,214
+0.022967,214
+0.023011,214
+0.022831,214
+0.023594,214
+0.022994,214
+0.022835,214
+0.022873,214
+0.023355,214
+0.023009,214
+0.022910,214
+0.022801,214
+0.023142,214
+0.023126,214
+0.022873,214
+0.022995,214
+0.022831,214
+0.023499,214
+0.022909,214
+0.022804,214
+0.022903,214
+0.023405,214
+0.023121,214
+0.023190,214
+0.023021,214
+0.023059,214
+0.023475,214
+0.022920,214
+0.022871,214
+0.023039,214
+0.023400,214
+0.022957,214
+0.022797,214
+0.022976,214
+0.023346,214
+0.023228,214
+0.022894,214
+0.023023,214
+0.022950,214
+0.023304,214
+0.022880,214
+0.022979,214
+0.022820,214
+0.023251,214
+0.022990,214
+0.022892,214
+0.022999,214
+0.023206,214
+0.023043,214
+0.022884,214
+0.022835,214
+0.022819,214
+0.023492,214
+0.022915,214
+0.022874,214
+0.022853,214
+0.023394,214
+0.022965,214
+0.022915,214
+0.022892,214
+0.023037,214
+0.023072,214
+0.022953,214
+0.022892,214
+0.022866,214
+0.023559,214
+0.022908,214
+0.023742,214
+0.022807,214
+0.023526,214
+0.023016,214
+0.022789,214
+0.023650,214
+0.023282,214
+0.023171,214
+0.022981,214
+0.022893,214
+0.022843,214
+0.023337,214
+0.022931,214
+0.022935,214
+0.023484,216
+0.023960,216
+0.023784,216
+0.023437,216
+0.023560,216
+0.023767,216
+0.023759,216
+0.023548,216
+0.023554,216
+0.023648,216
+0.023907,216
+0.023504,216
+0.023411,216
+0.023361,216
+0.023976,216
+0.023612,216
+0.023527,216
+0.023568,216
+0.024065,216
+0.023642,216
+0.023505,216
+0.023500,216
+0.023761,216
+0.023708,216
+0.023398,216
+0.023390,216
+0.023527,216
+0.023995,216
+0.023649,216
+0.023565,216
+0.023520,216
+0.024105,216
+0.023535,216
+0.023515,216
+0.023435,216
+0.024056,216
+0.023549,216
+0.023436,216
+0.023527,216
+0.023797,216
+0.024015,216
+0.023496,216
+0.023743,216
+0.023574,216
+0.023869,216
+0.023564,216
+0.023412,216
+0.023448,216
+0.024012,216
+0.023638,216
+0.023633,216
+0.023510,216
+0.024206,216
+0.023510,216
+0.023539,216
+0.023430,216
+0.023712,216
+0.023728,216
+0.023420,216
+0.023466,216
+0.023403,216
+0.023832,216
+0.023598,216
+0.023477,216
+0.023488,216
+0.023875,216
+0.023622,216
+0.023453,216
+0.023399,216
+0.024021,216
+0.023578,216
+0.023585,216
+0.023475,216
+0.024381,216
+0.024930,216
+0.023957,216
+0.024402,216
+0.023838,216
+0.024771,216
+0.023503,216
+0.023520,216
+0.023429,216
+0.025026,216
+0.023553,216
+0.023468,216
+0.023556,216
+0.024949,216
+0.023713,216
+0.023406,216
+0.023559,216
+0.024893,216
+0.023608,216
+0.023511,216
+0.023548,216
+0.025018,216
+0.023749,216
+0.023568,216
+0.023493,216
+0.023500,216
+0.025098,216
+0.024321,218
+0.024253,218
+0.024154,218
+0.025959,218
+0.024192,218
+0.024190,218
+0.024139,218
+0.025750,218
+0.024191,218
+0.024242,218
+0.024402,218
+0.030602,218
+0.024774,218
+0.024360,218
+0.024410,218
+0.024888,218
+0.024177,218
+0.024285,218
+0.024374,218
+0.024681,218
+0.024682,218
+0.024262,218
+0.024223,218
+0.024665,218
+0.024532,218
+0.024227,218
+0.024309,218
+0.024826,218
+0.024397,218
+0.024196,218
+0.024256,218
+0.024776,218
+0.024537,218
+0.024244,218
+0.024336,218
+0.024614,218
+0.024646,218
+0.024301,218
+0.024200,218
+0.024366,218
+0.024733,218
+0.024201,218
+0.024230,218
+0.024197,218
+0.024804,218
+0.024310,218
+0.024180,218
+0.024274,218
+0.024824,218
+0.024214,218
+0.024201,218
+0.024154,218
+0.025116,218
+0.024334,218
+0.024319,218
+0.024365,218
+0.024794,218
+0.024186,218
+0.024323,218
+0.024177,218
+0.024657,218
+0.024300,218
+0.024207,218
+0.024112,218
+0.024419,218
+0.024600,218
+0.024227,218
+0.024217,218
+0.024233,218
+0.024734,218
+0.024214,218
+0.025253,218
+0.024190,218
+0.024788,218
+0.024715,218
+0.024626,218
+0.024456,218
+0.024755,218
+0.024196,218
+0.024166,218
+0.024235,218
+0.024681,218
+0.024260,218
+0.024331,218
+0.024221,218
+0.024686,218
+0.024356,218
+0.024330,218
+0.024253,218
+0.024664,218
+0.024319,218
+0.024420,218
+0.025809,218
+0.024817,218
+0.024451,218
+0.024223,218
+0.024401,218
+0.024759,218
+0.024375,218
+0.024219,218
+0.024873,220
+0.025108,220
+0.025061,220
+0.024885,220
+0.024765,220
+0.025074,220
+0.025367,220
+0.024839,220
+0.024765,220
+0.025052,220
+0.025111,220
+0.024817,220
+0.024792,220
+0.025239,220
+0.025257,220
+0.025068,220
+0.024841,220
+0.025115,220
+0.025180,220
+0.024913,220
+0.024890,220
+0.025050,220
+0.025184,220
+0.024911,220
+0.024798,220
+0.025013,220
+0.025192,220
+0.024926,220
+0.024795,220
+0.024976,220
+0.025252,220
+0.024912,220
+0.024793,220
+0.024958,220
+0.025602,220
+0.024894,220
+0.024824,220
+0.024999,220
+0.025398,220
+0.024906,220
+0.024775,220
+0.024963,220
+0.025427,220
+0.024907,220
+0.024832,220
+0.024869,220
+0.025427,220
+0.025238,220
+0.024822,220
+0.024873,220
+0.025321,220
+0.024911,220
+0.024858,220
+0.024902,220
+0.025402,220
+0.024943,220
+0.024956,220
+0.024943,220
+0.025503,220
+0.024872,220
+0.024849,220
+0.024872,220
+0.025515,220
+0.024940,220
+0.024794,220
+0.024854,220
+0.025468,220
+0.025027,220
+0.024804,220
+0.024812,220
+0.025526,220
+0.024885,220
+0.024797,220
+0.024926,220
+0.025620,220
+0.024928,220
+0.024839,220
+0.024926,220
+0.025429,220
+0.025009,220
+0.024797,220
+0.024856,220
+0.025474,220
+0.024913,220
+0.024784,220
+0.024895,220
+0.025441,220
+0.025252,220
+0.024798,220
+0.024784,220
+0.025461,220
+0.024823,220
+0.024757,220
+0.025039,220
+0.026051,220
+0.025156,220
+0.026092,220
+0.024877,220
+0.025423,220
+0.024875,220
+0.025803,222
+0.025612,222
+0.026133,222
+0.025814,222
+0.026533,222
+0.025811,222
+0.026799,222
+0.028307,222
+0.026128,222
+0.026274,222
+0.026490,222
+0.025989,222
+0.025987,222
+0.027747,222
+0.026207,222
+0.025834,222
+0.026027,222
+0.027656,222
+0.025946,222
+0.025867,222
+0.025983,222
+0.027567,222
+0.025950,222
+0.025924,222
+0.025934,222
+0.027547,222
+0.025963,222
+0.025842,222
+0.026992,222
+0.026363,222
+0.025988,222
+0.025937,222
+0.027749,222
+0.025962,222
+0.026520,222
+0.026097,222
+0.027628,222
+0.025700,222
+0.026003,222
+0.025730,222
+0.027521,222
+0.025729,222
+0.026208,222
+0.025815,222
+0.027381,222
+0.025782,222
+0.025681,222
+0.025890,222
+0.027240,222
+0.025703,222
+0.026188,222
+0.028180,222
+0.026576,222
+0.025724,222
+0.025760,222
+0.027488,222
+0.026379,222
+0.026555,222
+0.027810,222
+0.029167,222
+0.026614,222
+0.027743,222
+0.027495,222
+0.029081,222
+0.028671,222
+0.027525,222
+0.026388,222
+0.026126,222
+0.026361,222
+0.026159,222
+0.027152,222
+0.026343,222
+0.026092,222
+0.026325,222
+0.026569,222
+0.026080,222
+0.026654,222
+0.026354,222
+0.026697,222
+0.026229,222
+0.026825,222
+0.027730,222
+0.028674,222
+0.027830,222
+0.028155,222
+0.028284,222
+0.028044,222
+0.026559,222
+0.028011,222
+0.033725,222
+0.027623,222
+0.028418,222
+0.031350,222
+0.028729,222
+0.026083,222
+0.026010,222
+0.032434,222
+0.027779,222
+0.026996,222
+0.028396,222
+0.028949,224
+0.027685,224
+0.026853,224
+0.027342,224
+0.026836,224
+0.026846,224
+0.027353,224
+0.027514,224
+0.035273,224
+0.032047,224
+0.027517,224
+0.026843,224
+0.026461,224
+0.026823,224
+0.026482,224
+0.026429,224
+0.026592,224
+0.026880,224
+0.026321,224
+0.026325,224
+0.026351,224
+0.026876,224
+0.026249,224
+0.026443,224
+0.026446,224
+0.026957,224
+0.026337,224
+0.026385,224
+0.026553,224
+0.026630,224
+0.026286,224
+0.026370,224
+0.026752,224
+0.026410,224
+0.026253,224
+0.026425,224
+0.027212,224
+0.026683,224
+0.026352,224
+0.026306,224
+0.026796,224
+0.026319,224
+0.026409,224
+0.027414,224
+0.027239,224
+0.026580,224
+0.026598,224
+0.026857,224
+0.026380,224
+0.026298,224
+0.026425,224
+0.026794,224
+0.026301,224
+0.026350,224
+0.026489,224
+0.027160,224
+0.026314,224
+0.026349,224
+0.026421,224
+0.026793,224
+0.026374,224
+0.026456,224
+0.026503,224
+0.026953,224
+0.026346,224
+0.026434,224
+0.026791,224
+0.026370,224
+0.026421,224
+0.026372,224
+0.026847,224
+0.026371,224
+0.026353,224
+0.026352,224
+0.026915,224
+0.026435,224
+0.026356,224
+0.026417,224
+0.026870,224
+0.026376,224
+0.026433,224
+0.026624,224
+0.027409,224
+0.026897,224
+0.026468,224
+0.026801,224
+0.026327,224
+0.026391,224
+0.026394,224
+0.026912,224
+0.026554,224
+0.026577,224
+0.026535,224
+0.026772,224
+0.026386,224
+0.026433,224
+0.026597,224
+0.026615,224
+0.026654,224
+0.026921,224
+0.028603,226
+0.027266,226
+0.027135,226
+0.027072,226
+0.027474,226
+0.027131,226
+0.027086,226
+0.027116,226
+0.027478,226
+0.027045,226
+0.027091,226
+0.027592,226
+0.027407,226
+0.027063,226
+0.027063,226
+0.027425,226
+0.027157,226
+0.027344,226
+0.027210,226
+0.027718,226
+0.027114,226
+0.027143,226
+0.027466,226
+0.027005,226
+0.027020,226
+0.026995,226
+0.027437,226
+0.027026,226
+0.026995,226
+0.027142,226
+0.027541,226
+0.026967,226
+0.027073,226
+0.027470,226
+0.026976,226
+0.027179,226
+0.027682,226
+0.027688,226
+0.027113,226
+0.027033,226
+0.027071,226
+0.027531,226
+0.026931,226
+0.027160,226
+0.027355,226
+0.027081,226
+0.026994,226
+0.027038,226
+0.027578,226
+0.027147,226
+0.027222,226
+0.027132,226
+0.027484,226
+0.026990,226
+0.027118,226
+0.027287,226
+0.027333,226
+0.027106,226
+0.027130,226
+0.027430,226
+0.027058,226
+0.026931,226
+0.027072,226
+0.027519,226
+0.027034,226
+0.027094,226
+0.027110,226
+0.027528,226
+0.027124,226
+0.027042,226
+0.027476,226
+0.027152,226
+0.027089,226
+0.027805,226
+0.027947,226
+0.027093,226
+0.027021,226
+0.026933,226
+0.027671,226
+0.027016,226
+0.026995,226
+0.027477,226
+0.027034,226
+0.027993,226
+0.027066,226
+0.027560,226
+0.027294,226
+0.027060,226
+0.027045,226
+0.027400,226
+0.027050,226
+0.026985,226
+0.027514,226
+0.027799,226
+0.027884,226
+0.027555,226
+0.027529,226
+0.026994,226
+0.027625,226
+0.027030,226
+0.028396,228
+0.027789,228
+0.027706,228
+0.028292,228
+0.027713,228
+0.027641,228
+0.027753,228
+0.028166,228
+0.027764,228
+0.027839,228
+0.027917,228
+0.028371,228
+0.027708,228
+0.027819,228
+0.028142,228
+0.027675,228
+0.027806,228
+0.027774,228
+0.028090,228
+0.027691,228
+0.028016,228
+0.028347,228
+0.027715,228
+0.027710,228
+0.027669,228
+0.028135,228
+0.027709,228
+0.027739,228
+0.028289,228
+0.027917,228
+0.027731,228
+0.027709,228
+0.028199,228
+0.027688,228
+0.027750,228
+0.027957,228
+0.028081,228
+0.027754,228
+0.027762,228
+0.028137,228
+0.027730,228
+0.027760,228
+0.027624,228
+0.028232,228
+0.027763,228
+0.027841,228
+0.027998,228
+0.028292,228
+0.027739,228
+0.027804,228
+0.028145,228
+0.027705,228
+0.027735,228
+0.027768,228
+0.028157,228
+0.027802,228
+0.027793,228
+0.028159,228
+0.027800,228
+0.027955,228
+0.027726,228
+0.028202,228
+0.027815,228
+0.027765,228
+0.027927,228
+0.028082,228
+0.027911,228
+0.028507,228
+0.029761,228
+0.029541,228
+0.030357,228
+0.029105,228
+0.030264,228
+0.030174,228
+0.028764,228
+0.028345,228
+0.028749,228
+0.028297,228
+0.031972,228
+0.027970,228
+0.028245,228
+0.027927,228
+0.033471,228
+0.029183,228
+0.030954,228
+0.030335,228
+0.029571,228
+0.029664,228
+0.029525,228
+0.029456,228
+0.029034,228
+0.028302,228
+0.028582,228
+0.027869,228
+0.027958,228
+0.032860,228
+0.054217,228
+0.055905,228
+0.032124,228
+0.030037,228
+0.031212,230
+0.031446,230
+0.029493,230
+0.028981,230
+0.029714,230
+0.029217,230
+0.029330,230
+0.029472,230
+0.028810,230
+0.028966,230
+0.028912,230
+0.029368,230
+0.029060,230
+0.028714,230
+0.029201,230
+0.028925,230
+0.029145,230
+0.029026,230
+0.029022,230
+0.028966,230
+0.028870,230
+0.029391,230
+0.028822,230
+0.029057,230
+0.029450,230
+0.028822,230
+0.029209,230
+0.029746,230
+0.029454,230
+0.028988,230
+0.029127,230
+0.029064,230
+0.029241,230
+0.029435,230
+0.029081,230
+0.031390,230
+0.029498,230
+0.029355,230
+0.029553,230
+0.028982,230
+0.028996,230
+0.028980,230
+0.029188,230
+0.029060,230
+0.028818,230
+0.029422,230
+0.029067,230
+0.028992,230
+0.029280,230
+0.029486,230
+0.029258,230
+0.029168,230
+0.029584,230
+0.029309,230
+0.029174,230
+0.029294,230
+0.028859,230
+0.029155,230
+0.028960,230
+0.029254,230
+0.029074,230
+0.030576,230
+0.030232,230
+0.029177,230
+0.029131,230
+0.030245,230
+0.029385,230
+0.028945,230
+0.028784,230
+0.029233,230
+0.029134,230
+0.029420,230
+0.029514,230
+0.028832,230
+0.028563,230
+0.028667,230
+0.029067,230
+0.028526,230
+0.028438,230
+0.028899,230
+0.029096,230
+0.028589,230
+0.028424,230
+0.029054,230
+0.028619,230
+0.028536,230
+0.028929,230
+0.028593,230
+0.029794,230
+0.038274,230
+0.028631,230
+0.028745,230
+0.028442,230
+0.028873,230
+0.028448,230
+0.028783,230
+0.028461,230
+0.028953,230
+0.028479,230
+0.028411,230
+0.029688,232
+0.029182,232
+0.029007,232
+0.029212,232
+0.030177,232
+0.029792,232
+0.030598,232
+0.033744,232
+0.033655,232
+0.030829,232
+0.032066,232
+0.032223,232
+0.031038,232
+0.030659,232
+0.030033,232
+0.029460,232
+0.029567,232
+0.029924,232
+0.029216,232
+0.029134,232
+0.029829,232
+0.029198,232
+0.029112,232
+0.029550,232
+0.029096,232
+0.029180,232
+0.029056,232
+0.029627,232
+0.029195,232
+0.029088,232
+0.029468,232
+0.029486,232
+0.030023,232
+0.029728,232
+0.029768,232
+0.029106,232
+0.029068,232
+0.029595,232
+0.029140,232
+0.029497,232
+0.029585,232
+0.029460,232
+0.029183,232
+0.029034,232
+0.029641,232
+0.029115,232
+0.029208,232
+0.029817,232
+0.029447,232
+0.029239,232
+0.029114,232
+0.029866,232
+0.029166,232
+0.029146,232
+0.029593,232
+0.029066,232
+0.029145,232
+0.029049,232
+0.029621,232
+0.029042,232
+0.029041,232
+0.029647,232
+0.029164,232
+0.029283,232
+0.029343,232
+0.029674,232
+0.029265,232
+0.029332,232
+0.029687,232
+0.029218,232
+0.029087,232
+0.029494,232
+0.029337,232
+0.029189,232
+0.029091,232
+0.029642,232
+0.029189,232
+0.029207,232
+0.029540,232
+0.029594,232
+0.029035,232
+0.029327,232
+0.032385,232
+0.030660,232
+0.029237,232
+0.029852,232
+0.029299,232
+0.029156,232
+0.029341,232
+0.029562,232
+0.029221,232
+0.029107,232
+0.029742,232
+0.029237,232
+0.029049,232
+0.029655,232
+0.029219,232
+0.029072,232
+0.029165,232
+0.029762,232
+0.030358,234
+0.030127,234
+0.030604,234
+0.030153,234
+0.030130,234
+0.030406,234
+0.030486,234
+0.030233,234
+0.030003,234
+0.030490,234
+0.030202,234
+0.030074,234
+0.030438,234
+0.030215,234
+0.030018,234
+0.031065,234
+0.032074,234
+0.030253,234
+0.030099,234
+0.030677,234
+0.031515,234
+0.031204,234
+0.033240,234
+0.031116,234
+0.030199,234
+0.030712,234
+0.030225,234
+0.030108,234
+0.030597,234
+0.030284,234
+0.030132,234
+0.030359,234
+0.030782,234
+0.030082,234
+0.030109,234
+0.030729,234
+0.030159,234
+0.030105,234
+0.030472,234
+0.030409,234
+0.030108,234
+0.030038,234
+0.030701,234
+0.030097,234
+0.032153,234
+0.032187,234
+0.030610,234
+0.030178,234
+0.030790,234
+0.030180,234
+0.030011,234
+0.030187,234
+0.030570,234
+0.030096,234
+0.030133,234
+0.031568,234
+0.030319,234
+0.030084,234
+0.030822,234
+0.030645,234
+0.030130,234
+0.030539,234
+0.031045,234
+0.030107,234
+0.030286,234
+0.030675,234
+0.030380,234
+0.030718,234
+0.031886,234
+0.032856,234
+0.033020,234
+0.032307,234
+0.031610,234
+0.032002,234
+0.032058,234
+0.031528,234
+0.030505,234
+0.030506,234
+0.030780,234
+0.030169,234
+0.030483,234
+0.030792,234
+0.030206,234
+0.030239,234
+0.031256,234
+0.030443,234
+0.030501,234
+0.030984,234
+0.030521,234
+0.030428,234
+0.030373,234
+0.030966,234
+0.030462,234
+0.030669,234
+0.030869,234
+0.030494,234
+0.030628,234
+0.031014,234
+0.031166,234
+0.033034,234
+0.033777,236
+0.033994,236
+0.033944,236
+0.034148,236
+0.031757,236
+0.030948,236
+0.032556,236
+0.031320,236
+0.031032,236
+0.031013,236
+0.032891,236
+0.032434,236
+0.032233,236
+0.034586,236
+0.033126,236
+0.033744,236
+0.034739,236
+0.031994,236
+0.031318,236
+0.033039,236
+0.031272,236
+0.031136,236
+0.032828,236
+0.031334,236
+0.031468,236
+0.032985,236
+0.031576,236
+0.031285,236
+0.033451,236
+0.035104,236
+0.034135,236
+0.032739,236
+0.032981,236
+0.032480,236
+0.032441,236
+0.032488,236
+0.033266,236
+0.031990,236
+0.031856,236
+0.031373,236
+0.031471,236
+0.031751,236
+0.032149,236
+0.031541,236
+0.031784,236
+0.031390,236
+0.031234,236
+0.031803,236
+0.031537,236
+0.031533,236
+0.032068,236
+0.031771,236
+0.031798,236
+0.031953,236
+0.031569,236
+0.031234,236
+0.031939,236
+0.031545,236
+0.031601,236
+0.031578,236
+0.031932,236
+0.031237,236
+0.031325,236
+0.031721,236
+0.031366,236
+0.031220,236
+0.031750,236
+0.031240,236
+0.032455,236
+0.033766,236
+0.031280,236
+0.030793,236
+0.031328,236
+0.030853,236
+0.030771,236
+0.031968,236
+0.031074,236
+0.030757,236
+0.030916,236
+0.032139,236
+0.032433,236
+0.034592,236
+0.033978,236
+0.032397,236
+0.032334,236
+0.031628,236
+0.031247,236
+0.031339,236
+0.031525,236
+0.032272,236
+0.034320,236
+0.035302,236
+0.033631,236
+0.032443,236
+0.031868,236
+0.036478,236
+0.032029,236
+0.031947,236
+0.030840,236
+0.030834,236
+0.032290,238
+0.031663,238
+0.031577,238
+0.033485,238
+0.033872,238
+0.035361,238
+0.035761,238
+0.032871,238
+0.032131,238
+0.032473,238
+0.031940,238
+0.031745,238
+0.032728,238
+0.032135,238
+0.031720,238
+0.032094,238
+0.033397,238
+0.032657,238
+0.034607,238
+0.034474,238
+0.034204,238
+0.038265,238
+0.033422,238
+0.032119,238
+0.032749,238
+0.032330,238
+0.033634,238
+0.034926,238
+0.036489,238
+0.034506,238
+0.033690,238
+0.032542,238
+0.032052,238
+0.032223,238
+0.033186,238
+0.034131,238
+0.034831,238
+0.034710,238
+0.033838,238
+0.032466,238
+0.032274,238
+0.032050,238
+0.031949,238
+0.032542,238
+0.031693,238
+0.031649,238
+0.032263,238
+0.031716,238
+0.031614,238
+0.032194,238
+0.033197,238
+0.035426,238
+0.035452,238
+0.033799,238
+0.034757,238
+0.033376,238
+0.032357,238
+0.032370,238
+0.033924,238
+0.031932,238
+0.031730,238
+0.033355,238
+0.031602,238
+0.032070,238
+0.033182,238
+0.031728,238
+0.031650,238
+0.033281,238
+0.031678,238
+0.031882,238
+0.034564,238
+0.031760,238
+0.031552,238
+0.033319,238
+0.031600,238
+0.031533,238
+0.032823,238
+0.032028,238
+0.031525,238
+0.031993,238
+0.032756,238
+0.031828,238
+0.031746,238
+0.033238,238
+0.031641,238
+0.031616,238
+0.033137,238
+0.031554,238
+0.031585,238
+0.033085,238
+0.031562,238
+0.031473,238
+0.033401,238
+0.031639,238
+0.031512,238
+0.033092,238
+0.031949,238
+0.031735,238
+0.033181,238
+0.031755,238
+0.032343,240
+0.033862,240
+0.034092,240
+0.032217,240
+0.033336,240
+0.032581,240
+0.032189,240
+0.032208,240
+0.033655,240
+0.032166,240
+0.032460,240
+0.033617,240
+0.032209,240
+0.032333,240
+0.033738,240
+0.032283,240
+0.032250,240
+0.033561,240
+0.033114,240
+0.034166,240
+0.035387,240
+0.034878,240
+0.034778,240
+0.035309,240
+0.032956,240
+0.032670,240
+0.034152,240
+0.032453,240
+0.032523,240
+0.033747,240
+0.032219,240
+0.032256,240
+0.034852,240
+0.032188,240
+0.032216,240
+0.033476,240
+0.032083,240
+0.033007,240
+0.034557,240
+0.032568,240
+0.032249,240
+0.033585,240
+0.032223,240
+0.032403,240
+0.033472,240
+0.032224,240
+0.032070,240
+0.032631,240
+0.032187,240
+0.032076,240
+0.032691,240
+0.032156,240
+0.032070,240
+0.032641,240
+0.032126,240
+0.032065,240
+0.032322,240
+0.032443,240
+0.032428,240
+0.032233,240
+0.032845,240
+0.032217,240
+0.032185,240
+0.032981,240
+0.032174,240
+0.032270,240
+0.032766,240
+0.032613,240
+0.032274,240
+0.032744,240
+0.032155,240
+0.032178,240
+0.032682,240
+0.032216,240
+0.032185,240
+0.032755,240
+0.032373,240
+0.032354,240
+0.032655,240
+0.032702,240
+0.032727,240
+0.033254,240
+0.032606,240
+0.032792,240
+0.033288,240
+0.032707,240
+0.032698,240
+0.032970,240
+0.033131,240
+0.032702,240
+0.032809,240
+0.032904,240
+0.032723,240
+0.032811,240
+0.033252,240
+0.032700,240
+0.032779,240
+0.033331,240
+0.032580,240
+0.032634,240
+0.034677,242
+0.034333,242
+0.035353,242
+0.037132,242
+0.035416,242
+0.035410,242
+0.034834,242
+0.033790,242
+0.034383,242
+0.033788,242
+0.033457,242
+0.034437,242
+0.035468,242
+0.036031,242
+0.038102,242
+0.036129,242
+0.036671,242
+0.038472,242
+0.034601,242
+0.034189,242
+0.036864,242
+0.036533,242
+0.036482,242
+0.037213,242
+0.036504,242
+0.038268,242
+0.036324,242
+0.038244,242
+0.035677,242
+0.035634,242
+0.034792,242
+0.036135,242
+0.036817,242
+0.037817,242
+0.037462,242
+0.036281,242
+0.036753,242
+0.036863,242
+0.035234,242
+0.034721,242
+0.034226,242
+0.034461,242
+0.035540,242
+0.036877,242
+0.036143,242
+0.036095,242
+0.035628,242
+0.034672,242
+0.034271,242
+0.034081,242
+0.034506,242
+0.035000,242
+0.035985,242
+0.035727,242
+0.036704,242
+0.037648,242
+0.035403,242
+0.034006,242
+0.033905,242
+0.034223,242
+0.036224,242
+0.036299,242
+0.038138,242
+0.036845,242
+0.036640,242
+0.036335,242
+0.036843,242
+0.034545,242
+0.033487,242
+0.036115,242
+0.036344,242
+0.036293,242
+0.035307,242
+0.038131,242
+0.045884,242
+0.042915,242
+0.035826,242
+0.036449,242
+0.035700,242
+0.036295,242
+0.039672,242
+0.035614,242
+0.035382,242
+0.034891,242
+0.033864,242
+0.034920,242
+0.035236,242
+0.036033,242
+0.037853,242
+0.036326,242
+0.036606,242
+0.035340,242
+0.038935,242
+0.033753,242
+0.033520,242
+0.038138,242
+0.035472,242
+0.035660,242
+0.035369,242
+0.034935,242
+0.035351,244
+0.035871,244
+0.035230,244
+0.035925,244
+0.038724,244
+0.040129,244
+0.039379,244
+0.038537,244
+0.040497,244
+0.036633,244
+0.035343,244
+0.038747,244
+0.038757,244
+0.045130,244
+0.036858,244
+0.041927,244
+0.039854,244
+0.037641,244
+0.038082,244
+0.043394,244
+0.039307,244
+0.038785,244
+0.037869,244
+0.037780,244
+0.035217,244
+0.034456,244
+0.036203,244
+0.037800,244
+0.040150,244
+0.050008,244
+0.049812,244
+0.041325,244
+0.045832,244
+0.052610,244
+0.052008,244
+0.042045,244
+0.067749,244
+0.072703,244
+0.072166,244
+0.046886,244
+0.038491,244
+0.039296,244
+0.037777,244
+0.049037,244
+0.036943,244
+0.036475,244
+0.036480,244
+0.036279,244
+0.036979,244
+0.035601,244
+0.037431,244
+0.035981,244
+0.035024,244
+0.035396,244
+0.035535,244
+0.035078,244
+0.035980,244
+0.035874,244
+0.035106,244
+0.034888,244
+0.034206,244
+0.034227,244
+0.034895,244
+0.038662,244
+0.034279,244
+0.039300,244
+0.035010,244
+0.034118,244
+0.034979,244
+0.034239,244
+0.034100,244
+0.047447,244
+0.034204,244
+0.034705,244
+0.034445,244
+0.034354,244
+0.034837,244
+0.034082,244
+0.034278,244
+0.034973,244
+0.034284,244
+0.034085,244
+0.034760,244
+0.034259,244
+0.034188,244
+0.034593,244
+0.034133,244
+0.034105,244
+0.034614,244
+0.034142,244
+0.034141,244
+0.034646,244
+0.034292,244
+0.034239,244
+0.034943,244
+0.034119,244
+0.034072,244
+0.034719,244
+0.034357,244
+0.034145,244
+0.035788,246
+0.035212,246
+0.035194,246
+0.035476,246
+0.035298,246
+0.036709,246
+0.035462,246
+0.035223,246
+0.035805,246
+0.035209,246
+0.035165,246
+0.035768,246
+0.035274,246
+0.035219,246
+0.035662,246
+0.035250,246
+0.035914,246
+0.036826,246
+0.038206,246
+0.044112,246
+0.041421,246
+0.043092,246
+0.042983,246
+0.036796,246
+0.039207,246
+0.038178,246
+0.037697,246
+0.039172,246
+0.038369,246
+0.038217,246
+0.037788,246
+0.039724,246
+0.043731,246
+0.039567,246
+0.039280,246
+0.036046,246
+0.035558,246
+0.037500,246
+0.037027,246
+0.037366,246
+0.038814,246
+0.037329,246
+0.036223,246
+0.036504,246
+0.035596,246
+0.036479,246
+0.037131,246
+0.035821,246
+0.036483,246
+0.035860,246
+0.035607,246
+0.036814,246
+0.035801,246
+0.035939,246
+0.036605,246
+0.036062,246
+0.036307,246
+0.035925,246
+0.036517,246
+0.037065,246
+0.036557,246
+0.035529,246
+0.036068,246
+0.036164,246
+0.035511,246
+0.036099,246
+0.035529,246
+0.035457,246
+0.036358,246
+0.035706,246
+0.035986,246
+0.037572,246
+0.035684,246
+0.036861,246
+0.035794,246
+0.035796,246
+0.036792,246
+0.035434,246
+0.035464,246
+0.036024,246
+0.035524,246
+0.035594,246
+0.036032,246
+0.035576,246
+0.036133,246
+0.035656,246
+0.035641,246
+0.036242,246
+0.035668,246
+0.035511,246
+0.036249,246
+0.035679,246
+0.035835,246
+0.036350,246
+0.035769,246
+0.035779,246
+0.036081,246
+0.035742,246
+0.036305,246
+0.035666,246
+0.036538,248
+0.036950,248
+0.036891,248
+0.037282,248
+0.037122,248
+0.035963,248
+0.035966,248
+0.036533,248
+0.035865,248
+0.036491,248
+0.036088,248
+0.035918,248
+0.036324,248
+0.036204,248
+0.036010,248
+0.036408,248
+0.036022,248
+0.035875,248
+0.036484,248
+0.035847,248
+0.035988,248
+0.036638,248
+0.035939,248
+0.036479,248
+0.036101,248
+0.035841,248
+0.037387,248
+0.035967,248
+0.036096,248
+0.036605,248
+0.037319,248
+0.036080,248
+0.036739,248
+0.035905,248
+0.036373,248
+0.036001,248
+0.035857,248
+0.036426,248
+0.036060,248
+0.036116,248
+0.036435,248
+0.036006,248
+0.035934,248
+0.036601,248
+0.036661,248
+0.038456,248
+0.037034,248
+0.036383,248
+0.037245,248
+0.036645,248
+0.036301,248
+0.036790,248
+0.036420,248
+0.036386,248
+0.039304,248
+0.037737,248
+0.036706,248
+0.037622,248
+0.039952,248
+0.039045,248
+0.039536,248
+0.038979,248
+0.037102,248
+0.040524,248
+0.047871,248
+0.039514,248
+0.038784,248
+0.036877,248
+0.036276,248
+0.036576,248
+0.036445,248
+0.036307,248
+0.038011,248
+0.036560,248
+0.036393,248
+0.039587,248
+0.037070,248
+0.038024,248
+0.036550,248
+0.036464,248
+0.039896,248
+0.040696,248
+0.039671,248
+0.037722,248
+0.037045,248
+0.037030,248
+0.036760,248
+0.036654,248
+0.036918,248
+0.036292,248
+0.036506,248
+0.036907,248
+0.036397,248
+0.036666,248
+0.037172,248
+0.036737,248
+0.037231,248
+0.036764,248
+0.037268,248
+0.037170,248
+0.038086,250
+0.038827,250
+0.038990,250
+0.037656,250
+0.039527,250
+0.037633,250
+0.037549,250
+0.038221,250
+0.037844,250
+0.038290,250
+0.037835,250
+0.037638,250
+0.038288,250
+0.037639,250
+0.037595,250
+0.038418,250
+0.037800,250
+0.038053,250
+0.037847,250
+0.037909,250
+0.038100,250
+0.037897,250
+0.037869,250
+0.038147,250
+0.037684,250
+0.038149,250
+0.038995,250
+0.043489,250
+0.045378,250
+0.039512,250
+0.043945,250
+0.041917,250
+0.046253,250
+0.051930,250
+0.061852,250
+0.060873,250
+0.055203,250
+0.056209,250
+0.049196,250
+0.052504,250
+0.054557,250
+0.049361,250
+0.055008,250
+0.048738,250
+0.048519,250
+0.040005,250
+0.052799,250
+0.053327,250
+0.043411,250
+0.044696,250
+0.042284,250
+0.040053,250
+0.043783,250
+0.040671,250
+0.043014,250
+0.041375,250
+0.039464,250
+0.038793,250
+0.037435,250
+0.037281,250
+0.037981,250
+0.037245,250
+0.037327,250
+0.037564,250
+0.037241,250
+0.037451,250
+0.039258,250
+0.037382,250
+0.037922,250
+0.037268,250
+0.037188,250
+0.037485,250
+0.037387,250
+0.038525,250
+0.038325,250
+0.038383,250
+0.038073,250
+0.040982,250
+0.074718,250
+0.038744,250
+0.038323,250
+0.038145,250
+0.037754,250
+0.039391,250
+0.037818,250
+0.038091,250
+0.038323,250
+0.037743,250
+0.038526,250
+0.037601,250
+0.037652,250
+0.038597,250
+0.037943,250
+0.038059,250
+0.037976,250
+0.037702,250
+0.038592,250
+0.037895,250
+0.037840,250
+0.038815,250
+0.038699,252
+0.039045,252
+0.038515,252
+0.038525,252
+0.039196,252
+0.038629,252
+0.038606,252
+0.039003,252
+0.038791,252
+0.039151,252
+0.038370,252
+0.038741,252
+0.039158,252
+0.038488,252
+0.039305,252
+0.038434,252
+0.038216,252
+0.039576,252
+0.038537,252
+0.038717,252
+0.038729,252
+0.038565,252
+0.039139,252
+0.038482,252
+0.038509,252
+0.039110,252
+0.038557,252
+0.039360,252
+0.038386,252
+0.038276,252
+0.039334,252
+0.038254,252
+0.038748,252
+0.038706,252
+0.038297,252
+0.039110,252
+0.038381,252
+0.038306,252
+0.038858,252
+0.038423,252
+0.039294,252
+0.038163,252
+0.037901,252
+0.038654,252
+0.037990,252
+0.038164,252
+0.038542,252
+0.037878,252
+0.038594,252
+0.038343,252
+0.038125,252
+0.038493,252
+0.037896,252
+0.038614,252
+0.038042,252
+0.037831,252
+0.038678,252
+0.038131,252
+0.038024,252
+0.038536,252
+0.042861,252
+0.038422,252
+0.037953,252
+0.037943,252
+0.038348,252
+0.037991,252
+0.038721,252
+0.038117,252
+0.037917,252
+0.038919,252
+0.037938,252
+0.038027,252
+0.039191,252
+0.037861,252
+0.038955,252
+0.040984,252
+0.038092,252
+0.040819,252
+0.038052,252
+0.039542,252
+0.037981,252
+0.037802,252
+0.039468,252
+0.037887,252
+0.037890,252
+0.038429,252
+0.037804,252
+0.038395,252
+0.038648,252
+0.037949,252
+0.038276,252
+0.037851,252
+0.038169,252
+0.039792,252
+0.042231,252
+0.039571,252
+0.038210,252
+0.038467,252
+0.038717,252
+0.038249,252
+0.039936,254
+0.039465,254
+0.039334,254
+0.040065,254
+0.039383,254
+0.040090,254
+0.039435,254
+0.039177,254
+0.040657,254
+0.039187,254
+0.040312,254
+0.039448,254
+0.039488,254
+0.040645,254
+0.040085,254
+0.041609,254
+0.039331,254
+0.039357,254
+0.041614,254
+0.039211,254
+0.041913,254
+0.039449,254
+0.039495,254
+0.041637,254
+0.039478,254
+0.041623,254
+0.039509,254
+0.039517,254
+0.043351,254
+0.039365,254
+0.041827,254
+0.039644,254
+0.039558,254
+0.041600,254
+0.039541,254
+0.041388,254
+0.039354,254
+0.039592,254
+0.041203,254
+0.039634,254
+0.041391,254
+0.039556,254
+0.039549,254
+0.041227,254
+0.039462,254
+0.041692,254
+0.039581,254
+0.039455,254
+0.041425,254
+0.039442,254
+0.041406,254
+0.039491,254
+0.039306,254
+0.042753,254
+0.039219,254
+0.041637,254
+0.039697,254
+0.039207,254
+0.043401,254
+0.039485,254
+0.041004,254
+0.038971,254
+0.039117,254
+0.041379,254
+0.038966,254
+0.040863,254
+0.038944,254
+0.038962,254
+0.042000,254
+0.039254,254
+0.039711,254
+0.039101,254
+0.038850,254
+0.040741,254
+0.039132,254
+0.039386,254
+0.039018,254
+0.038897,254
+0.039604,254
+0.039720,254
+0.039484,254
+0.039226,254
+0.039947,254
+0.039878,254
+0.039104,254
+0.039400,254
+0.040058,254
+0.039104,254
+0.039540,254
+0.039171,254
+0.039434,254
+0.039560,254
+0.039144,254
+0.039675,254
+0.039228,254
+0.039316,254
+0.039891,254
+0.038911,254
+0.039681,254
+0.039048,254
+0.045297,256
+0.045849,256
+0.045395,256
+0.046163,256
+0.045344,256
+0.046896,256
+0.045613,256
+0.048069,256
+0.045930,256
+0.046376,256
+0.045710,256
+0.046088,256
+0.047383,256
+0.045935,256
+0.047501,256
+0.045963,256
+0.047293,256
+0.046090,256
+0.047512,256
+0.045820,256
+0.047847,256
+0.045723,256
+0.047504,256
+0.045714,256
+0.046280,256
+0.048077,256
+0.045847,256
+0.047505,256
+0.045955,256
+0.047295,256
+0.045545,256
+0.047311,256
+0.045926,256
+0.047432,256
+0.045836,256
+0.047683,256
+0.045752,256
+0.047709,256
+0.046274,256
+0.046592,256
+0.047855,256
+0.050953,256
+0.047916,256
+0.045931,256
+0.047817,256
+0.046053,256
+0.049004,256
+0.046315,256
+0.048031,256
+0.046460,256
+0.048593,256
+0.046224,256
+0.047719,256
+0.045832,256
+0.047828,256
+0.046105,256
+0.045767,256
+0.047757,256
+0.045915,256
+0.048175,256
+0.046601,256
+0.047080,256
+0.045218,256
+0.046985,256
+0.045308,256
+0.046867,256
+0.045136,256
+0.047985,256
+0.045647,256
+0.045707,256
+0.046499,256
+0.045497,256
+0.047160,256
+0.045219,256
+0.047095,256
+0.045170,256
+0.046713,256
+0.045684,256
+0.046960,256
+0.045355,256
+0.046547,256
+0.045593,256
+0.045185,256
+0.046832,256
+0.045076,256
+0.047068,256
+0.045091,256
+0.046798,256
+0.045298,256
+0.048013,256
+0.045422,256
+0.046954,256
+0.045552,256
+0.046425,256
+0.046089,256
+0.045377,256
+0.045881,256
+0.045229,256
+0.045887,256
+0.045230,256
+0.042081,258
+0.042614,258
+0.041833,258
+0.042086,258
+0.041492,258
+0.043070,258
+0.042303,258
+0.042069,258
+0.042106,258
+0.041970,258
+0.042518,258
+0.041982,258
+0.042699,258
+0.041835,258
+0.042066,258
+0.042568,258
+0.042002,258
+0.042405,258
+0.042074,258
+0.042611,258
+0.042106,258
+0.041835,258
+0.042608,258
+0.041898,258
+0.042480,258
+0.042001,258
+0.041909,258
+0.042463,258
+0.045149,258
+0.043737,258
+0.042288,258
+0.042411,258
+0.041625,258
+0.042247,258
+0.042165,258
+0.041585,258
+0.042754,258
+0.041842,258
+0.043590,258
+0.041990,258
+0.043031,258
+0.044013,258
+0.041785,258
+0.043605,258
+0.041802,258
+0.043916,258
+0.041727,258
+0.041861,258
+0.043481,258
+0.042282,258
+0.043696,258
+0.042073,258
+0.043473,258
+0.041695,258
+0.041836,258
+0.043509,258
+0.041741,258
+0.043380,258
+0.042463,258
+0.041709,258
+0.042632,258
+0.042106,258
+0.042620,258
+0.042544,258
+0.045255,258
+0.043871,258
+0.041508,258
+0.041967,258
+0.041501,258
+0.041899,258
+0.041971,258
+0.041960,258
+0.041676,258
+0.041295,258
+0.042285,258
+0.041558,258
+0.042110,258
+0.041293,258
+0.041305,258
+0.042215,258
+0.041494,258
+0.041830,258
+0.041343,258
+0.041394,258
+0.042209,258
+0.041295,258
+0.042063,258
+0.043349,258
+0.045494,258
+0.043548,258
+0.041453,258
+0.046725,258
+0.041732,258
+0.046617,258
+0.041177,258
+0.046633,258
+0.041518,258
+0.045840,258
+0.042901,258
+0.041345,258
+0.048255,260
+0.042324,260
+0.047944,260
+0.042678,260
+0.047935,260
+0.042694,260
+0.044666,260
+0.046949,260
+0.042397,260
+0.048135,260
+0.042603,260
+0.047941,260
+0.042574,260
+0.048251,260
+0.042447,260
+0.047803,260
+0.042785,260
+0.042291,260
+0.048307,260
+0.042330,260
+0.048392,260
+0.042397,260
+0.048226,260
+0.042667,260
+0.047873,260
+0.042525,260
+0.042523,260
+0.048155,260
+0.042379,260
+0.049098,260
+0.042286,260
+0.048006,260
+0.042583,260
+0.047957,260
+0.042498,260
+0.043690,260
+0.046701,260
+0.042336,260
+0.048451,260
+0.042400,260
+0.048644,260
+0.042495,260
+0.048564,260
+0.042649,260
+0.045546,260
+0.045037,260
+0.042463,260
+0.048389,260
+0.042364,260
+0.047973,260
+0.042311,260
+0.048661,260
+0.042668,260
+0.047775,260
+0.043000,260
+0.042421,260
+0.049528,260
+0.042978,260
+0.048586,260
+0.042669,260
+0.048119,260
+0.042438,260
+0.048009,260
+0.042556,260
+0.043498,260
+0.047218,260
+0.042378,260
+0.048384,260
+0.042388,260
+0.048305,260
+0.042455,260
+0.048446,260
+0.042351,260
+0.044113,260
+0.047139,260
+0.042322,260
+0.048408,260
+0.042434,260
+0.048234,260
+0.042494,260
+0.048293,260
+0.042480,260
+0.047994,260
+0.042675,260
+0.042313,260
+0.048334,260
+0.042412,260
+0.048358,260
+0.042306,260
+0.048182,260
+0.042543,260
+0.048056,260
+0.042424,260
+0.042349,260
+0.048096,260
+0.042478,260
+0.049024,260
+0.042525,260
+0.048152,260
+0.042303,260
+0.051544,262
+0.045612,262
+0.050535,262
+0.045288,262
+0.048709,262
+0.047252,262
+0.045144,262
+0.051457,262
+0.045062,262
+0.051046,262
+0.045063,262
+0.050513,262
+0.045180,262
+0.051306,262
+0.045181,262
+0.050392,262
+0.045029,262
+0.051435,262
+0.045635,262
+0.050680,262
+0.045062,262
+0.050670,262
+0.045119,262
+0.050427,262
+0.045001,262
+0.046788,262
+0.049032,262
+0.045134,262
+0.050543,262
+0.045412,262
+0.051262,262
+0.045004,262
+0.050438,262
+0.045083,262
+0.051226,262
+0.045002,262
+0.050308,262
+0.045029,262
+0.052155,262
+0.045088,262
+0.050504,262
+0.045078,262
+0.050475,262
+0.045118,262
+0.050361,262
+0.046407,262
+0.045584,262
+0.050035,262
+0.045313,262
+0.051202,262
+0.045060,262
+0.051355,262
+0.045182,262
+0.051282,262
+0.049080,262
+0.046642,262
+0.045015,262
+0.045746,262
+0.045166,262
+0.045918,262
+0.045070,262
+0.045495,262
+0.045338,262
+0.045044,262
+0.045700,262
+0.045056,262
+0.045916,262
+0.045165,262
+0.045669,262
+0.045212,262
+0.045766,262
+0.045216,262
+0.045616,262
+0.045724,262
+0.045022,262
+0.045808,262
+0.045308,262
+0.047476,262
+0.045366,262
+0.045937,262
+0.045114,262
+0.045810,262
+0.045430,262
+0.045258,262
+0.045845,262
+0.045254,262
+0.045789,262
+0.045173,262
+0.045872,262
+0.045020,262
+0.045713,262
+0.045355,262
+0.045629,262
+0.045504,262
+0.045357,262
+0.045746,262
+0.045122,262
+0.045805,262
+0.045116,262
+0.045932,262
+0.045572,264
+0.045377,264
+0.044911,264
+0.045498,264
+0.045480,264
+0.045013,264
+0.045361,264
+0.044835,264
+0.045345,264
+0.044850,264
+0.045363,264
+0.044819,264
+0.045119,264
+0.045038,264
+0.044929,264
+0.045277,264
+0.045018,264
+0.045337,264
+0.044766,264
+0.045071,264
+0.045004,264
+0.045191,264
+0.044777,264
+0.044833,264
+0.045091,264
+0.044788,264
+0.045319,264
+0.044897,264
+0.045363,264
+0.045009,264
+0.045403,264
+0.044783,264
+0.044908,264
+0.045218,264
+0.044848,264
+0.045603,264
+0.044800,264
+0.045850,264
+0.047181,264
+0.045717,264
+0.044871,264
+0.045471,264
+0.044947,264
+0.044940,264
+0.045371,264
+0.044852,264
+0.045318,264
+0.044823,264
+0.045581,264
+0.044927,264
+0.045449,264
+0.045173,264
+0.044880,264
+0.045276,264
+0.045357,264
+0.045468,264
+0.044777,264
+0.045276,264
+0.044682,264
+0.047804,264
+0.046794,264
+0.046725,264
+0.044823,264
+0.044911,264
+0.049118,264
+0.045572,264
+0.045130,264
+0.045017,264
+0.045110,264
+0.044772,264
+0.045407,264
+0.045054,264
+0.045183,264
+0.045040,264
+0.044867,264
+0.045725,264
+0.044958,264
+0.045318,264
+0.044947,264
+0.045226,264
+0.044847,264
+0.045403,264
+0.045587,264
+0.045449,264
+0.045266,264
+0.044929,264
+0.045318,264
+0.044923,264
+0.045372,264
+0.045250,264
+0.045429,264
+0.044795,264
+0.044988,264
+0.045278,264
+0.045132,264
+0.045579,264
+0.044765,264
+0.045500,264
+0.044827,264
+0.045411,264
+0.048093,266
+0.048554,266
+0.047857,266
+0.048832,266
+0.048130,266
+0.048065,266
+0.048130,266
+0.047908,266
+0.048489,266
+0.048060,266
+0.048360,266
+0.047964,266
+0.048440,266
+0.047902,266
+0.048555,266
+0.048409,266
+0.048603,266
+0.047875,266
+0.048451,266
+0.047899,266
+0.048415,266
+0.047878,266
+0.048513,266
+0.048003,266
+0.048460,266
+0.048109,266
+0.048418,266
+0.047827,266
+0.048355,266
+0.048271,266
+0.048101,266
+0.048250,266
+0.047861,266
+0.048418,266
+0.047947,266
+0.048736,266
+0.047898,266
+0.048680,266
+0.047957,266
+0.048521,266
+0.048046,266
+0.048546,266
+0.048040,266
+0.049049,266
+0.047991,266
+0.048726,266
+0.048007,266
+0.048397,266
+0.047939,266
+0.048432,266
+0.047919,266
+0.048511,266
+0.048066,266
+0.048158,266
+0.048293,266
+0.048010,266
+0.048770,266
+0.048032,266
+0.048726,266
+0.047981,266
+0.048417,266
+0.048049,266
+0.048393,266
+0.048031,266
+0.048320,266
+0.048281,266
+0.049239,266
+0.047884,266
+0.048425,266
+0.047931,266
+0.048400,266
+0.047844,266
+0.048448,266
+0.048015,266
+0.048546,266
+0.048001,266
+0.048574,266
+0.048322,266
+0.048336,266
+0.048125,266
+0.048212,266
+0.048421,266
+0.048035,266
+0.048492,266
+0.047906,266
+0.048542,266
+0.048039,266
+0.048647,266
+0.047852,266
+0.048421,266
+0.047796,266
+0.048576,266
+0.047807,266
+0.048873,266
+0.047809,266
+0.048401,266
+0.047913,266
+0.048670,266
+0.048133,266
+0.048864,266
+0.048275,268
+0.048696,268
+0.048144,268
+0.048465,268
+0.048125,268
+0.048255,268
+0.048431,268
+0.048170,268
+0.048705,268
+0.048052,268
+0.048540,268
+0.048015,268
+0.048595,268
+0.048046,268
+0.048586,268
+0.048002,268
+0.049067,268
+0.048110,268
+0.048884,268
+0.048117,268
+0.048584,268
+0.048039,268
+0.048778,268
+0.048048,268
+0.048461,268
+0.048128,268
+0.048589,268
+0.048218,268
+0.048745,268
+0.048078,268
+0.048564,268
+0.048037,268
+0.048153,268
+0.048413,268
+0.047985,268
+0.048706,268
+0.048094,268
+0.048498,268
+0.048325,268
+0.048784,268
+0.048145,268
+0.048614,268
+0.048069,268
+0.048603,268
+0.048081,268
+0.048666,268
+0.048397,268
+0.048522,268
+0.048516,268
+0.048846,268
+0.048086,268
+0.048523,268
+0.048044,268
+0.048577,268
+0.048127,268
+0.048515,268
+0.048060,268
+0.048525,268
+0.048301,268
+0.048229,268
+0.048670,268
+0.048532,268
+0.048557,268
+0.048008,268
+0.048688,268
+0.048004,268
+0.048554,268
+0.048121,268
+0.048588,268
+0.048915,268
+0.048832,268
+0.048046,268
+0.048471,268
+0.048041,268
+0.048648,268
+0.048166,268
+0.048498,268
+0.048032,268
+0.048534,268
+0.048124,268
+0.048592,268
+0.048203,268
+0.048449,268
+0.048046,268
+0.048568,268
+0.048168,268
+0.048328,268
+0.048358,268
+0.048142,268
+0.048514,268
+0.048489,268
+0.048674,268
+0.048018,268
+0.048568,268
+0.048246,268
+0.048617,268
+0.048178,268
+0.048707,268
+0.048113,268
+0.048557,268
+0.051342,270
+0.051541,270
+0.051119,270
+0.051441,270
+0.051187,270
+0.051469,270
+0.050958,270
+0.051311,270
+0.051083,270
+0.051505,270
+0.051255,270
+0.051646,270
+0.050894,270
+0.051497,270
+0.050975,270
+0.051511,270
+0.050891,270
+0.051461,270
+0.051058,270
+0.051288,270
+0.051191,270
+0.051547,270
+0.051195,270
+0.051279,270
+0.051556,270
+0.051011,270
+0.051468,270
+0.050985,270
+0.051403,270
+0.051001,270
+0.051945,270
+0.050997,270
+0.051442,270
+0.051165,270
+0.051447,270
+0.051047,270
+0.051476,270
+0.051056,270
+0.051486,270
+0.051006,270
+0.051561,270
+0.051181,270
+0.051743,270
+0.051012,270
+0.051433,270
+0.050948,270
+0.051489,270
+0.051084,270
+0.051561,270
+0.051276,270
+0.051648,270
+0.050909,270
+0.051372,270
+0.051003,270
+0.051535,270
+0.050986,270
+0.051464,270
+0.050818,270
+0.051522,270
+0.050939,270
+0.051597,270
+0.050956,270
+0.051504,270
+0.050854,270
+0.051526,270
+0.050830,270
+0.051485,270
+0.050898,270
+0.051404,270
+0.056755,270
+0.052415,270
+0.051187,270
+0.051174,270
+0.051398,270
+0.050898,270
+0.051421,270
+0.051019,270
+0.051525,270
+0.050984,270
+0.051634,270
+0.051033,270
+0.051498,270
+0.050999,270
+0.051528,270
+0.050991,270
+0.051460,270
+0.050919,270
+0.051540,270
+0.051221,270
+0.051615,270
+0.050929,270
+0.051637,270
+0.051243,270
+0.051707,270
+0.051443,270
+0.051519,270
+0.050925,270
+0.051655,270
+0.051174,270
+0.051755,270
+0.049435,272
+0.049712,272
+0.049166,272
+0.049631,272
+0.049171,272
+0.049689,272
+0.049117,272
+0.049701,272
+0.049306,272
+0.049876,272
+0.049086,272
+0.049662,272
+0.049139,272
+0.049734,272
+0.049166,272
+0.049868,272
+0.049411,272
+0.049673,272
+0.049128,272
+0.049832,272
+0.049201,272
+0.049724,272
+0.051215,272
+0.050721,272
+0.049178,272
+0.050670,272
+0.049205,272
+0.050658,272
+0.049243,272
+0.050589,272
+0.049139,272
+0.050582,272
+0.049158,272
+0.050957,272
+0.049261,272
+0.050503,272
+0.049055,272
+0.050749,272
+0.049715,272
+0.051716,272
+0.049319,272
+0.050582,272
+0.049194,272
+0.050733,272
+0.049297,272
+0.051079,272
+0.049202,272
+0.050302,272
+0.049431,272
+0.050735,272
+0.049148,272
+0.050486,272
+0.049299,272
+0.050421,272
+0.049318,272
+0.050266,272
+0.049265,272
+0.050209,272
+0.049803,272
+0.051081,272
+0.049932,272
+0.050271,272
+0.049587,272
+0.050158,272
+0.049592,272
+0.050020,272
+0.049635,272
+0.050008,272
+0.050422,272
+0.049948,272
+0.049773,272
+0.049773,272
+0.050027,272
+0.049700,272
+0.050082,272
+0.049474,272
+0.050181,272
+0.049382,272
+0.050677,272
+0.049202,272
+0.052091,272
+0.049543,272
+0.050200,272
+0.049158,272
+0.050576,272
+0.049119,272
+0.050529,272
+0.049232,272
+0.050573,272
+0.049112,272
+0.050611,272
+0.049247,272
+0.050781,272
+0.049196,272
+0.050974,272
+0.049342,272
+0.050484,272
+0.049243,272
+0.050431,272
+0.049244,272
+0.055936,274
+0.053476,274
+0.053482,274
+0.054314,274
+0.052765,274
+0.054135,274
+0.052769,274
+0.054386,274
+0.053011,274
+0.054183,274
+0.052823,274
+0.054154,274
+0.052873,274
+0.054188,274
+0.052746,274
+0.054069,274
+0.052887,274
+0.054350,274
+0.054909,274
+0.053474,274
+0.053989,274
+0.052878,274
+0.054203,274
+0.052980,274
+0.054277,274
+0.052768,274
+0.054341,274
+0.052917,274
+0.054331,274
+0.052932,274
+0.054125,274
+0.052855,274
+0.054084,274
+0.053899,274
+0.053103,274
+0.054212,274
+0.052839,274
+0.055637,274
+0.053230,274
+0.054193,274
+0.052798,274
+0.054121,274
+0.052883,274
+0.054491,274
+0.053176,274
+0.054155,274
+0.052861,274
+0.054216,274
+0.053711,274
+0.053177,274
+0.054143,274
+0.052794,274
+0.054244,274
+0.052822,274
+0.054396,274
+0.052789,274
+0.055424,274
+0.052788,274
+0.054105,274
+0.052730,274
+0.054005,274
+0.052820,274
+0.054166,274
+0.053538,274
+0.053382,274
+0.054193,274
+0.053835,274
+0.055035,274
+0.055093,274
+0.055100,274
+0.054008,274
+0.055025,274
+0.053819,274
+0.054744,274
+0.053556,274
+0.056024,274
+0.054414,274
+0.053970,274
+0.055162,274
+0.053304,274
+0.055780,274
+0.053383,274
+0.055202,274
+0.053354,274
+0.054638,274
+0.053250,274
+0.054771,274
+0.053860,274
+0.054538,274
+0.054270,274
+0.053734,274
+0.054906,274
+0.053493,274
+0.055184,274
+0.053665,274
+0.053948,274
+0.053557,274
+0.054322,274
+0.053787,274
+0.053672,274
+0.054128,276
+0.054896,276
+0.054354,276
+0.054290,276
+0.054894,276
+0.053618,276
+0.054930,276
+0.053730,276
+0.054892,276
+0.054017,276
+0.056243,276
+0.054117,276
+0.056417,276
+0.054062,276
+0.055307,276
+0.055088,276
+0.054532,276
+0.054670,276
+0.053246,276
+0.054359,276
+0.053118,276
+0.054349,276
+0.053165,276
+0.054354,276
+0.053115,276
+0.054216,276
+0.053150,276
+0.054336,276
+0.054530,276
+0.053243,276
+0.055437,276
+0.053164,276
+0.054328,276
+0.053144,276
+0.054764,276
+0.054260,276
+0.054312,276
+0.056166,276
+0.055131,276
+0.053252,276
+0.053969,276
+0.054267,276
+0.053053,276
+0.054094,276
+0.053045,276
+0.053980,276
+0.053225,276
+0.055082,276
+0.053120,276
+0.053623,276
+0.053141,276
+0.054539,276
+0.053074,276
+0.053560,276
+0.053681,276
+0.053762,276
+0.055634,276
+0.053254,276
+0.053405,276
+0.054822,276
+0.054325,276
+0.053122,276
+0.053438,276
+0.053207,276
+0.053634,276
+0.053511,276
+0.053607,276
+0.053119,276
+0.053694,276
+0.053250,276
+0.053541,276
+0.053725,276
+0.053152,276
+0.053525,276
+0.053539,276
+0.053485,276
+0.053115,276
+0.053708,276
+0.053342,276
+0.053600,276
+0.053844,276
+0.053480,276
+0.053116,276
+0.053744,276
+0.053231,276
+0.053467,276
+0.053083,276
+0.053788,276
+0.053221,276
+0.053674,276
+0.053589,276
+0.053146,276
+0.053575,276
+0.053412,276
+0.053608,276
+0.053061,276
+0.053592,276
+0.053129,276
+0.053909,276
+0.052992,276
+0.056686,278
+0.056121,278
+0.056500,278
+0.056478,278
+0.055945,278
+0.056477,278
+0.055941,278
+0.056564,278
+0.055995,278
+0.056528,278
+0.056414,278
+0.056325,278
+0.056512,278
+0.056066,278
+0.056793,278
+0.056123,278
+0.056582,278
+0.055945,278
+0.056602,278
+0.056426,278
+0.056327,278
+0.056475,278
+0.056034,278
+0.056723,278
+0.056029,278
+0.056717,278
+0.056075,278
+0.056660,278
+0.056743,278
+0.056300,278
+0.056511,278
+0.055932,278
+0.056550,278
+0.056184,278
+0.056580,278
+0.056058,278
+0.056266,278
+0.056487,278
+0.056185,278
+0.056611,278
+0.055784,278
+0.056613,278
+0.056066,278
+0.056499,278
+0.056814,278
+0.055931,278
+0.056476,278
+0.056853,278
+0.056435,278
+0.055918,278
+0.056794,278
+0.057376,278
+0.056570,278
+0.056438,278
+0.055998,278
+0.056864,278
+0.056111,278
+0.056630,278
+0.055871,278
+0.056763,278
+0.056253,278
+0.056417,278
+0.056558,278
+0.055982,278
+0.056670,278
+0.055937,278
+0.056469,278
+0.055934,278
+0.056489,278
+0.056263,278
+0.056659,278
+0.056447,278
+0.056029,278
+0.056709,278
+0.056107,278
+0.056422,278
+0.055829,278
+0.056632,278
+0.056431,278
+0.055938,278
+0.056483,278
+0.055816,278
+0.056627,278
+0.055849,278
+0.056359,278
+0.055843,278
+0.057168,278
+0.056457,278
+0.055904,278
+0.056399,278
+0.055899,278
+0.057277,278
+0.055828,278
+0.056306,278
+0.055929,278
+0.056550,278
+0.056387,278
+0.055821,278
+0.056925,278
+0.056030,278
+0.056039,280
+0.054997,280
+0.056157,280
+0.055203,280
+0.055545,280
+0.055597,280
+0.055629,280
+0.055476,280
+0.055143,280
+0.055797,280
+0.055150,280
+0.055650,280
+0.055104,280
+0.055887,280
+0.055714,280
+0.055130,280
+0.055771,280
+0.055378,280
+0.055863,280
+0.055104,280
+0.055756,280
+0.055104,280
+0.055971,280
+0.055739,280
+0.055151,280
+0.055592,280
+0.055293,280
+0.055854,280
+0.055124,280
+0.055650,280
+0.055182,280
+0.055857,280
+0.055306,280
+0.055486,280
+0.055568,280
+0.055182,280
+0.055911,280
+0.055098,280
+0.055473,280
+0.055237,280
+0.055612,280
+0.055152,280
+0.055658,280
+0.055459,280
+0.055312,280
+0.055762,280
+0.055169,280
+0.055615,280
+0.055152,280
+0.055908,280
+0.055204,280
+0.055705,280
+0.055386,280
+0.055221,280
+0.056019,280
+0.055110,280
+0.055731,280
+0.055292,280
+0.056103,280
+0.055521,280
+0.055667,280
+0.055302,280
+0.055408,280
+0.055828,280
+0.055129,280
+0.055558,280
+0.055119,280
+0.055847,280
+0.055210,280
+0.055756,280
+0.055195,280
+0.055800,280
+0.055859,280
+0.055122,280
+0.055436,280
+0.055093,280
+0.055607,280
+0.055062,280
+0.055480,280
+0.055228,280
+0.055440,280
+0.055857,280
+0.055213,280
+0.055463,280
+0.055038,280
+0.055800,280
+0.055128,280
+0.055669,280
+0.055285,280
+0.055366,280
+0.055615,280
+0.055130,280
+0.055400,280
+0.055457,280
+0.055801,280
+0.056098,280
+0.055713,280
+0.055297,280
+0.055464,280
+0.055897,280
+0.061178,282
+0.060940,282
+0.060385,282
+0.061193,282
+0.060907,282
+0.060585,282
+0.060973,282
+0.061083,282
+0.060710,282
+0.060792,282
+0.060495,282
+0.060994,282
+0.060557,282
+0.060853,282
+0.060833,282
+0.060674,282
+0.061016,282
+0.060525,282
+0.060771,282
+0.060985,282
+0.060689,282
+0.060932,282
+0.060415,282
+0.060865,282
+0.065272,282
+0.060795,282
+0.060861,282
+0.060535,282
+0.060739,282
+0.060891,282
+0.060540,282
+0.060519,282
+0.060961,282
+0.060622,282
+0.060677,282
+0.060447,282
+0.060994,282
+0.060663,282
+0.060750,282
+0.060640,282
+0.060824,282
+0.061117,282
+0.060853,282
+0.060488,282
+0.061053,282
+0.060691,282
+0.060881,282
+0.060800,282
+0.060519,282
+0.060955,282
+0.060484,282
+0.060771,282
+0.061039,282
+0.060620,282
+0.061179,282
+0.060412,282
+0.060860,282
+0.061263,282
+0.060412,282
+0.060798,282
+0.060409,282
+0.061082,282
+0.060783,282
+0.060369,282
+0.060791,282
+0.060680,282
+0.060823,282
+0.060749,282
+0.060454,282
+0.060993,282
+0.060702,282
+0.060723,282
+0.060732,282
+0.060771,282
+0.060674,282
+0.060352,282
+0.060997,282
+0.060970,282
+0.060575,282
+0.060690,282
+0.060320,282
+0.061755,282
+0.060964,282
+0.060513,282
+0.060540,282
+0.060371,282
+0.060994,282
+0.061590,282
+0.060600,282
+0.061419,282
+0.060636,282
+0.060621,282
+0.060998,282
+0.060314,282
+0.060860,282
+0.060558,282
+0.060567,282
+0.060689,282
+0.060647,282
+0.060750,282
+0.058921,284
+0.058936,284
+0.059176,284
+0.058603,284
+0.059371,284
+0.058771,284
+0.060202,284
+0.059112,284
+0.058822,284
+0.059130,284
+0.058993,284
+0.059290,284
+0.059066,284
+0.058856,284
+0.059348,284
+0.059093,284
+0.059185,284
+0.058805,284
+0.059290,284
+0.059479,284
+0.059320,284
+0.059182,284
+0.058853,284
+0.059464,284
+0.059027,284
+0.058661,284
+0.058992,284
+0.058628,284
+0.060052,284
+0.058768,284
+0.058889,284
+0.058936,284
+0.058981,284
+0.059222,284
+0.058769,284
+0.059221,284
+0.059170,284
+0.059063,284
+0.059002,284
+0.058687,284
+0.059421,284
+0.058926,284
+0.058686,284
+0.059023,284
+0.058684,284
+0.059015,284
+0.058624,284
+0.059053,284
+0.059106,284
+0.058753,284
+0.059009,284
+0.058660,284
+0.059045,284
+0.058886,284
+0.059208,284
+0.058953,284
+0.058749,284
+0.059335,284
+0.058585,284
+0.059025,284
+0.059127,284
+0.058718,284
+0.059328,284
+0.058785,284
+0.059074,284
+0.059040,284
+0.059038,284
+0.059060,284
+0.058690,284
+0.059024,284
+0.058809,284
+0.062781,284
+0.062612,284
+0.059017,284
+0.062422,284
+0.061937,284
+0.058787,284
+0.062778,284
+0.058929,284
+0.062076,284
+0.062005,284
+0.058849,284
+0.062248,284
+0.058850,284
+0.061965,284
+0.061794,284
+0.060139,284
+0.063142,284
+0.059049,284
+0.061887,284
+0.061915,284
+0.058789,284
+0.061870,284
+0.058607,284
+0.061869,284
+0.062020,284
+0.058899,284
+0.061880,284
+0.058643,284
+0.062002,284
+0.065981,286
+0.063085,286
+0.065705,286
+0.066395,286
+0.063186,286
+0.065908,286
+0.065949,286
+0.062979,286
+0.065761,286
+0.063785,286
+0.064798,286
+0.064375,286
+0.062746,286
+0.063914,286
+0.063989,286
+0.062908,286
+0.064041,286
+0.063173,286
+0.062956,286
+0.063980,286
+0.063076,286
+0.063271,286
+0.063561,286
+0.062711,286
+0.063212,286
+0.063110,286
+0.063045,286
+0.063386,286
+0.062728,286
+0.063221,286
+0.063484,286
+0.063042,286
+0.063231,286
+0.063095,286
+0.062986,286
+0.063989,286
+0.062867,286
+0.063241,286
+0.063624,286
+0.062800,286
+0.063251,286
+0.063172,286
+0.062871,286
+0.063358,286
+0.062740,286
+0.063326,286
+0.063316,286
+0.062790,286
+0.063419,286
+0.063193,286
+0.062935,286
+0.063784,286
+0.063122,286
+0.064094,286
+0.067483,286
+0.062756,286
+0.063161,286
+0.063158,286
+0.062857,286
+0.063157,286
+0.063145,286
+0.062850,286
+0.063292,286
+0.062744,286
+0.063340,286
+0.063324,286
+0.062920,286
+0.063674,286
+0.063221,286
+0.064689,286
+0.063610,286
+0.062748,286
+0.064264,286
+0.063843,286
+0.062842,286
+0.063239,286
+0.063366,286
+0.063586,286
+0.063319,286
+0.063017,286
+0.063736,286
+0.063332,286
+0.062838,286
+0.063847,286
+0.063231,286
+0.063415,286
+0.063301,286
+0.063123,286
+0.062875,286
+0.063330,286
+0.063156,286
+0.063569,286
+0.063378,286
+0.063101,286
+0.063237,286
+0.063325,286
+0.062859,286
+0.063421,286
+0.062976,286
+0.063373,286
+0.065231,288
+0.065049,288
+0.065202,288
+0.065060,288
+0.064777,288
+0.065043,288
+0.064091,288
+0.063515,288
+0.064231,288
+0.064605,288
+0.063848,288
+0.064219,288
+0.063622,288
+0.063975,288
+0.064850,288
+0.064732,288
+0.065307,288
+0.065324,288
+0.064693,288
+0.065179,288
+0.065310,288
+0.064844,288
+0.065290,288
+0.064943,288
+0.065224,288
+0.065342,288
+0.064823,288
+0.065187,288
+0.063950,288
+0.063716,288
+0.064065,288
+0.064224,288
+0.063697,288
+0.064055,288
+0.063800,288
+0.063614,288
+0.064130,288
+0.063993,288
+0.063986,288
+0.064079,288
+0.063585,288
+0.064072,288
+0.065238,288
+0.065154,288
+0.065189,288
+0.065756,288
+0.064803,288
+0.065795,288
+0.065136,288
+0.064741,288
+0.065112,288
+0.064663,288
+0.065022,288
+0.065250,288
+0.064910,288
+0.065307,288
+0.065144,288
+0.064645,288
+0.065135,288
+0.065097,288
+0.064721,288
+0.065196,288
+0.065120,288
+0.064938,288
+0.065088,288
+0.064598,288
+0.065139,288
+0.065346,288
+0.064673,288
+0.065012,288
+0.065111,288
+0.064899,288
+0.064962,288
+0.065290,288
+0.064877,288
+0.065087,288
+0.065402,288
+0.064656,288
+0.065058,288
+0.064950,288
+0.064708,288
+0.064946,288
+0.064646,288
+0.064967,288
+0.065059,288
+0.064819,288
+0.064989,288
+0.065037,288
+0.064656,288
+0.065418,288
+0.065141,288
+0.065037,288
+0.064033,288
+0.063644,288
+0.063892,288
+0.063866,288
+0.064388,288
+0.065006,288
+0.065188,288
+0.064741,288
+0.066894,290
+0.066439,290
+0.065936,290
+0.066189,290
+0.066283,290
+0.065873,290
+0.066252,290
+0.066334,290
+0.066409,290
+0.066338,290
+0.066291,290
+0.065812,290
+0.066247,290
+0.066345,290
+0.065786,290
+0.066483,290
+0.066503,290
+0.066027,290
+0.065965,290
+0.066054,290
+0.066133,290
+0.066230,290
+0.065766,290
+0.066377,290
+0.066257,290
+0.065813,290
+0.066228,290
+0.066223,290
+0.065864,290
+0.066141,290
+0.066147,290
+0.065878,290
+0.066227,290
+0.066032,290
+0.065745,290
+0.066243,290
+0.066123,290
+0.066314,290
+0.066257,290
+0.066300,290
+0.065877,290
+0.066223,290
+0.066203,290
+0.066044,290
+0.066232,290
+0.066328,290
+0.065944,290
+0.066421,290
+0.066077,290
+0.066266,290
+0.066172,290
+0.066210,290
+0.065911,290
+0.066374,290
+0.065973,290
+0.066060,290
+0.066242,290
+0.065823,290
+0.066221,290
+0.066933,290
+0.065836,290
+0.066934,290
+0.066470,290
+0.065773,290
+0.066684,290
+0.066227,290
+0.065889,290
+0.066280,290
+0.066238,290
+0.065969,290
+0.066354,290
+0.066274,290
+0.065947,290
+0.066260,290
+0.066301,290
+0.065937,290
+0.066530,290
+0.066418,290
+0.066328,290
+0.066159,290
+0.066282,290
+0.065979,290
+0.066425,290
+0.066258,290
+0.066737,290
+0.066388,290
+0.066281,290
+0.065948,290
+0.066293,290
+0.066228,290
+0.066327,290
+0.066376,290
+0.066135,290
+0.066085,290
+0.066672,290
+0.066038,290
+0.066262,290
+0.066243,290
+0.065868,290
+0.067703,290
+0.068319,292
+0.065282,292
+0.066127,292
+0.066207,292
+0.065202,292
+0.065459,292
+0.065341,292
+0.065483,292
+0.065563,292
+0.065269,292
+0.065137,292
+0.065553,292
+0.066180,292
+0.065189,292
+0.065532,292
+0.065671,292
+0.065080,292
+0.065441,292
+0.065277,292
+0.066142,292
+0.065382,292
+0.065143,292
+0.065610,292
+0.065445,292
+0.064946,292
+0.065470,292
+0.065479,292
+0.065502,292
+0.065399,292
+0.065523,292
+0.065342,292
+0.065557,292
+0.065380,292
+0.065116,292
+0.065437,292
+0.065276,292
+0.065088,292
+0.065440,292
+0.065563,292
+0.065113,292
+0.065422,292
+0.067850,292
+0.065228,292
+0.065730,292
+0.065117,292
+0.065829,292
+0.065496,292
+0.065036,292
+0.065513,292
+0.065588,292
+0.065061,292
+0.065361,292
+0.065541,292
+0.065403,292
+0.065816,292
+0.065784,292
+0.065190,292
+0.065547,292
+0.065565,292
+0.065511,292
+0.066175,292
+0.065516,292
+0.065099,292
+0.065469,292
+0.065223,292
+0.065155,292
+0.065435,292
+0.065118,292
+0.065490,292
+0.065777,292
+0.064977,292
+0.065431,292
+0.065489,292
+0.065406,292
+0.065351,292
+0.065495,292
+0.067420,292
+0.065514,292
+0.065273,292
+0.065096,292
+0.065467,292
+0.065280,292
+0.065053,292
+0.065718,292
+0.065420,292
+0.065287,292
+0.065960,292
+0.065394,292
+0.065229,292
+0.066330,292
+0.065249,292
+0.065580,292
+0.065533,292
+0.065008,292
+0.065597,292
+0.065550,292
+0.065213,292
+0.065404,292
+0.065527,292
+0.065221,292
+0.070272,294
+0.069894,294
+0.069447,294
+0.069989,294
+0.070190,294
+0.069640,294
+0.069925,294
+0.069958,294
+0.069810,294
+0.069592,294
+0.070002,294
+0.069833,294
+0.069407,294
+0.070111,294
+0.070008,294
+0.069346,294
+0.069899,294
+0.070334,294
+0.074104,294
+0.069582,294
+0.073152,294
+0.072409,294
+0.069674,294
+0.073156,294
+0.072663,294
+0.072446,294
+0.069788,294
+0.072631,294
+0.073153,294
+0.069503,294
+0.072394,294
+0.072529,294
+0.072809,294
+0.069747,294
+0.073212,294
+0.072429,294
+0.069558,294
+0.072261,294
+0.072765,294
+0.072226,294
+0.069624,294
+0.073477,294
+0.072357,294
+0.069487,294
+0.072482,294
+0.072561,294
+0.072795,294
+0.069543,294
+0.073329,294
+0.072326,294
+0.069506,294
+0.072625,294
+0.072249,294
+0.072306,294
+0.069604,294
+0.072639,294
+0.072928,294
+0.069496,294
+0.072464,294
+0.072455,294
+0.104865,294
+0.123952,294
+0.086093,294
+0.070427,294
+0.070317,294
+0.071085,294
+0.070397,294
+0.070592,294
+0.070531,294
+0.070553,294
+0.070144,294
+0.070019,294
+0.070232,294
+0.070128,294
+0.069989,294
+0.070661,294
+0.070622,294
+0.070228,294
+0.070136,294
+0.070735,294
+0.071010,294
+0.070106,294
+0.072252,294
+0.070903,294
+0.070173,294
+0.071147,294
+0.070767,294
+0.070937,294
+0.070518,294
+0.071030,294
+0.070945,294
+0.070058,294
+0.070628,294
+0.070684,294
+0.070469,294
+0.070892,294
+0.070566,294
+0.070380,294
+0.069266,294
+0.070158,294
+0.066924,296
+0.065989,296
+0.066792,296
+0.071059,296
+0.066570,296
+0.066726,296
+0.066726,296
+0.065890,296
+0.066737,296
+0.066712,296
+0.065697,296
+0.067572,296
+0.066782,296
+0.065651,296
+0.066919,296
+0.066653,296
+0.065605,296
+0.066935,296
+0.069359,296
+0.065816,296
+0.066748,296
+0.069562,296
+0.065701,296
+0.066538,296
+0.066545,296
+0.065713,296
+0.066771,296
+0.066588,296
+0.065797,296
+0.066558,296
+0.066710,296
+0.065667,296
+0.066725,296
+0.067926,296
+0.066058,296
+0.067089,296
+0.066650,296
+0.066134,296
+0.067048,296
+0.066233,296
+0.066122,296
+0.066731,296
+0.065608,296
+0.066676,296
+0.066550,296
+0.065618,296
+0.066656,296
+0.066657,296
+0.065731,296
+0.067849,296
+0.066753,296
+0.065648,296
+0.066515,296
+0.066662,296
+0.065703,296
+0.066702,296
+0.066753,296
+0.065804,296
+0.066577,296
+0.066754,296
+0.065707,296
+0.066704,296
+0.066666,296
+0.065873,296
+0.068169,296
+0.066783,296
+0.065783,296
+0.066619,296
+0.066828,296
+0.065808,296
+0.066684,296
+0.066990,296
+0.065875,296
+0.066807,296
+0.065919,296
+0.065617,296
+0.065887,296
+0.065956,296
+0.066141,296
+0.065855,296
+0.065801,296
+0.065621,296
+0.066005,296
+0.067027,296
+0.065780,296
+0.065900,296
+0.065676,296
+0.065972,296
+0.066076,296
+0.065811,296
+0.065789,296
+0.078423,296
+0.070391,296
+0.088537,296
+0.083934,296
+0.074624,296
+0.074875,296
+0.074878,296
+0.072253,296
+0.072570,296
+0.081909,298
+0.079450,298
+0.073185,298
+0.072747,298
+0.072461,298
+0.072164,298
+0.072826,298
+0.072595,298
+0.072652,298
+0.072581,298
+0.072825,298
+0.078690,298
+0.080412,298
+0.079329,298
+0.080308,298
+0.079911,298
+0.077494,298
+0.073448,298
+0.077835,298
+0.073131,298
+0.081008,298
+0.079288,298
+0.080261,298
+0.076548,298
+0.075494,298
+0.079484,298
+0.082832,298
+0.078936,298
+0.079092,298
+0.078865,298
+0.075786,298
+0.079212,298
+0.077011,298
+0.074678,298
+0.074451,298
+0.072372,298
+0.073247,298
+0.072424,298
+0.074625,298
+0.074462,298
+0.076295,298
+0.073360,298
+0.072790,298
+0.073887,298
+0.074409,298
+0.073295,298
+0.072906,298
+0.073051,298
+0.072361,298
+0.072727,298
+0.072425,298
+0.073496,298
+0.072491,298
+0.072717,298
+0.072248,298
+0.073342,298
+0.072399,298
+0.072332,298
+0.072550,298
+0.072592,298
+0.072652,298
+0.073236,298
+0.076327,298
+0.074498,298
+0.073960,298
+0.072665,298
+0.072811,298
+0.073851,298
+0.078967,298
+0.077097,298
+0.076110,298
+0.075197,298
+0.075843,298
+0.075148,298
+0.076042,298
+0.074501,298
+0.075122,298
+0.073719,298
+0.074472,298
+0.074512,298
+0.073973,298
+0.074826,298
+0.073913,298
+0.073266,298
+0.072438,298
+0.073866,298
+0.073519,298
+0.074649,298
+0.072506,298
+0.073378,298
+0.073498,298
+0.072656,298
+0.073167,298
+0.074034,298
+0.073469,298
+0.072580,298
+0.073423,298
+0.073679,298
+0.078404,298
+0.079920,298
diff --git a/buch/papers/multiplikation/code/meas/winograd.txt b/buch/papers/multiplikation/code/meas/winograd.txt
new file mode 100644
index 0000000..3a4d88b
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas/winograd.txt
@@ -0,0 +1,11 @@
+0.000000,2
+0.000001,4
+0.000002,8
+0.000011,16
+0.000091,32
+0.000663,64
+0.005182,128
+0.046038,256
+0.533429,512
+4.257458,1024
+130.378038,2048
diff --git a/buch/papers/multiplikation/code/meas_1024.pdf b/buch/papers/multiplikation/code/meas_1024.pdf
new file mode 100644
index 0000000..fd0a108
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_1024.pdf
diff --git a/buch/papers/multiplikation/code/meas_1024.txt b/buch/papers/multiplikation/code/meas_1024.txt
new file mode 100644
index 0000000..c5ce619
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_1024.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01 3.200000000000000000e+01 6.400000000000000000e+01 1.280000000000000000e+02 2.560000000000000000e+02 5.120000000000000000e+02 1.024000000000000000e+03
+1.502037048339843750e-05 6.628036499023437500e-05 4.780292510986328125e-04 2.713203430175781250e-03 2.115225791931152344e-02 1.758832931518554688e-01 1.338865518569946289e+00 1.009106445312500000e+01 8.192077994346618652e+01 7.835870332717895508e+02
+6.675720214843750000e-06 7.200241088867187500e-05 5.540847778320312500e-04 3.144979476928710938e-03 2.545046806335449219e-02 2.083067893981933594e-01 1.659256219863891602e+00 1.319160294532775879e+01 1.046767003536224365e+02 9.679818902015686035e+02
+1.668930053710937500e-05 1.628398895263671875e-04 7.648468017578125000e-04 4.426956176757812500e-03 2.922415733337402344e-02 1.800994873046875000e-01 1.286747694015502930e+00 9.412034273147583008e+00 6.263725924491882324e+01 4.427414393424987793e+02
+2.408027648925781250e-05 8.463859558105468750e-05 4.761219024658203125e-04 2.339839935302734375e-03 1.682758331298828125e-02 1.299476623535156250e-01 1.048770904541015625e+00 8.114667415618896484e+00 6.373566389083862305e+01 6.489995403289794922e+02
+1.573562622070312500e-05 7.152557373046875000e-06 7.152557373046875000e-06 2.074241638183593750e-05 5.388259887695312500e-05 6.365776062011718750e-05 3.257751464843750000e-03 1.396179199218750000e-03 3.274917602539062500e-03 2.186250686645507812e-02
diff --git a/buch/papers/multiplikation/code/meas_128.pdf b/buch/papers/multiplikation/code/meas_128.pdf
new file mode 100644
index 0000000..ed1ec63
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_128.pdf
diff --git a/buch/papers/multiplikation/code/meas_128.txt b/buch/papers/multiplikation/code/meas_128.txt
new file mode 100644
index 0000000..976bbdf
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_128.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01 3.200000000000000000e+01 6.400000000000000000e+01 1.280000000000000000e+02
+1.978874206542968750e-05 1.134872436523437500e-04 4.298686981201171875e-04 2.815246582031250000e-03 2.616596221923828125e-02 1.767718791961669922e-01 1.293319463729858398e+00
+6.675720214843750000e-06 1.251697540283203125e-04 4.818439483642578125e-04 3.490447998046875000e-03 2.465796470642089844e-02 2.014584541320800781e-01 1.630620479583740234e+00
+2.408027648925781250e-05 2.126693725585937500e-04 1.172780990600585938e-03 4.364490509033203125e-03 3.148293495178222656e-02 2.010228633880615234e-01 1.429297924041748047e+00
+2.932548522949218750e-05 1.466274261474609375e-04 4.270076751708984375e-04 2.837419509887695312e-03 1.723575592041015625e-02 1.308519840240478516e-01 1.015527009963989258e+00
+3.337860107421875000e-05 1.096725463867187500e-05 9.536743164062500000e-06 3.600120544433593750e-05 2.837181091308593750e-05 5.912780761718750000e-05 1.981019973754882812e-03
diff --git a/buch/papers/multiplikation/code/meas_16.pdf b/buch/papers/multiplikation/code/meas_16.pdf
new file mode 100644
index 0000000..c2c3834
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_16.pdf
diff --git a/buch/papers/multiplikation/code/meas_16.txt b/buch/papers/multiplikation/code/meas_16.txt
new file mode 100644
index 0000000..69f85bd
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_16.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01
+1.549720764160156250e-05 6.914138793945312500e-05 5.259513854980468750e-04 2.841711044311523438e-03
+6.914138793945312500e-06 7.557868957519531250e-05 4.496574401855468750e-04 3.437519073486328125e-03
+1.883506774902343750e-05 1.499652862548828125e-04 8.952617645263671875e-04 4.348516464233398438e-03
+2.694129943847656250e-05 1.082420349121093750e-04 4.131793975830078125e-04 2.580165863037109375e-03
+1.621246337890625000e-05 1.120567321777343750e-05 9.298324584960937500e-06 1.239776611328125000e-05
diff --git a/buch/papers/multiplikation/code/meas_256.pdf b/buch/papers/multiplikation/code/meas_256.pdf
new file mode 100644
index 0000000..5f049dc
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_256.pdf
diff --git a/buch/papers/multiplikation/code/meas_256.txt b/buch/papers/multiplikation/code/meas_256.txt
new file mode 100644
index 0000000..15035c6
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_256.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01 3.200000000000000000e+01 6.400000000000000000e+01 1.280000000000000000e+02 2.560000000000000000e+02
+1.049041748046875000e-05 5.340576171875000000e-05 5.936622619628906250e-04 2.707719802856445312e-03 2.246093750000000000e-02 1.631326675415039062e-01 1.335460901260375977e+00 1.052024245262145996e+01
+4.768371582031250000e-06 5.531311035156250000e-05 8.208751678466796875e-04 3.099203109741210938e-03 2.490711212158203125e-02 2.070860862731933594e-01 1.739669799804687500e+00 1.384817218780517578e+01
+1.478195190429687500e-05 1.132488250732421875e-04 5.970001220703125000e-04 3.906726837158203125e-03 3.041696548461914062e-02 2.000186443328857422e-01 1.392681598663330078e+00 9.388872385025024414e+00
+1.716613769531250000e-05 6.866455078125000000e-05 5.314350128173828125e-04 2.688407897949218750e-03 1.695108413696289062e-02 1.297233104705810547e-01 1.087257385253906250e+00 8.699601650238037109e+00
+2.336502075195312500e-05 4.529953002929687500e-06 8.106231689453125000e-06 4.291534423828125000e-05 6.008148193359375000e-05 8.988380432128906250e-05 1.647472381591796875e-04 4.460811614990234375e-04
diff --git a/buch/papers/multiplikation/code/meas_32.pdf b/buch/papers/multiplikation/code/meas_32.pdf
new file mode 100644
index 0000000..94c3731
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_32.pdf
diff --git a/buch/papers/multiplikation/code/meas_32.txt b/buch/papers/multiplikation/code/meas_32.txt
new file mode 100644
index 0000000..afdb6d5
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_32.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01 3.200000000000000000e+01
+1.215934753417968750e-05 5.459785461425781250e-05 3.700256347656250000e-04 3.249406814575195312e-03 1.996850967407226562e-02
+4.529953002929687500e-06 5.650520324707031250e-05 4.577636718750000000e-04 4.029273986816406250e-03 2.444481849670410156e-02
+1.311302185058593750e-05 1.165866851806640625e-04 6.275177001953125000e-04 4.323244094848632812e-03 2.624726295471191406e-02
+1.835823059082031250e-05 6.890296936035156250e-05 3.914833068847656250e-04 2.423048019409179688e-03 1.761770248413085938e-02
+1.263618469238281250e-05 5.006790161132812500e-06 5.960464477539062500e-06 1.144409179687500000e-05 3.600120544433593750e-05
diff --git a/buch/papers/multiplikation/code/meas_512.pdf b/buch/papers/multiplikation/code/meas_512.pdf
new file mode 100644
index 0000000..4d8f04b
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_512.pdf
diff --git a/buch/papers/multiplikation/code/meas_512.txt b/buch/papers/multiplikation/code/meas_512.txt
new file mode 100644
index 0000000..1b2089d
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_512.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01 3.200000000000000000e+01 6.400000000000000000e+01 1.280000000000000000e+02 2.560000000000000000e+02 5.120000000000000000e+02
+1.358985900878906250e-05 5.817413330078125000e-05 4.582405090332031250e-04 3.082036972045898438e-03 2.020335197448730469e-02 1.636352539062500000e-01 1.280331134796142578e+00 1.093638324737548828e+01 8.666778349876403809e+01
+6.198883056640625000e-06 6.270408630371093750e-05 4.820823669433593750e-04 3.279924392700195312e-03 2.462601661682128906e-02 2.034928798675537109e-01 1.630282878875732422e+00 1.372955965995788574e+01 1.104150602817535400e+02
+1.621246337890625000e-05 1.292228698730468750e-04 6.661415100097656250e-04 4.615545272827148438e-03 2.836179733276367188e-02 1.843333244323730469e-01 1.310264825820922852e+00 9.937873125076293945e+00 6.667592120170593262e+01
+2.217292785644531250e-05 7.486343383789062500e-05 4.060268402099609375e-04 2.455949783325195312e-03 1.685857772827148438e-02 1.299629211425781250e-01 1.173750638961791992e+00 8.648802757263183594e+00 6.876212453842163086e+01
+2.431869506835937500e-05 5.006790161132812500e-06 6.914138793945312500e-06 8.106231689453125000e-06 2.717971801757812500e-05 6.461143493652343750e-05 1.480579376220703125e-04 5.280971527099609375e-04 3.390312194824218750e-03
diff --git a/buch/papers/multiplikation/code/meas_64.pdf b/buch/papers/multiplikation/code/meas_64.pdf
new file mode 100644
index 0000000..3a90949
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_64.pdf
diff --git a/buch/papers/multiplikation/code/meas_64.txt b/buch/papers/multiplikation/code/meas_64.txt
new file mode 100644
index 0000000..ae6ff9b
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_64.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00 1.600000000000000000e+01 3.200000000000000000e+01 6.400000000000000000e+01
+1.645088195800781250e-05 7.295608520507812500e-05 3.807544708251953125e-04 2.672195434570312500e-03 2.010774612426757812e-02 1.662156581878662109e-01
+7.390975952148437500e-06 7.843971252441406250e-05 4.265308380126953125e-04 3.107070922851562500e-03 2.457642555236816406e-02 2.122807502746582031e-01
+1.931190490722656250e-05 1.568794250488281250e-04 7.593631744384765625e-04 3.937005996704101562e-03 3.596329689025878906e-02 2.131938934326171875e-01
+2.622604370117187500e-05 9.226799011230468750e-05 3.504753112792968750e-04 2.469539642333984375e-03 1.652932167053222656e-02 1.281068325042724609e-01
+1.788139343261718750e-05 7.152557373046875000e-06 6.914138793945312500e-06 1.120567321777343750e-05 2.884864807128906250e-05 6.914138793945312500e-05
diff --git a/buch/papers/multiplikation/code/meas_8.pdf b/buch/papers/multiplikation/code/meas_8.pdf
new file mode 100644
index 0000000..16d177d
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_8.pdf
diff --git a/buch/papers/multiplikation/code/meas_8.txt b/buch/papers/multiplikation/code/meas_8.txt
new file mode 100644
index 0000000..6cf6515
--- /dev/null
+++ b/buch/papers/multiplikation/code/meas_8.txt
@@ -0,0 +1,6 @@
+2.000000000000000000e+00 4.000000000000000000e+00 8.000000000000000000e+00
+1.144409179687500000e-05 5.412101745605468750e-05 3.845691680908203125e-04
+4.768371582031250000e-06 5.698204040527343750e-05 5.209445953369140625e-04
+1.382827758789062500e-05 1.180171966552734375e-04 6.978511810302734375e-04
+1.859664916992187500e-05 7.033348083496093750e-05 3.886222839355468750e-04
+1.525878906250000000e-05 4.529953002929687500e-06 7.390975952148437500e-06
diff --git a/buch/papers/multiplikation/code/test.tex b/buch/papers/multiplikation/code/test.tex
new file mode 100644
index 0000000..40ea239
--- /dev/null
+++ b/buch/papers/multiplikation/code/test.tex
@@ -0,0 +1,92 @@
+% This file was created by tikzplotlib v0.9.8.
+\begin{tikzpicture}
+
+\definecolor{color0}{rgb}{0.886274509803922,0.290196078431373,0.2}
+\definecolor{color1}{rgb}{0.203921568627451,0.541176470588235,0.741176470588235}
+\definecolor{color2}{rgb}{0.596078431372549,0.556862745098039,0.835294117647059}
+\definecolor{color3}{rgb}{0.984313725490196,0.756862745098039,0.368627450980392}
+
+\begin{axis}[
+axis background/.style={fill=white!89.8039215686275!black},
+axis line style={white},
+legend cell align={left},
+legend style={
+  fill opacity=0.8,
+  draw opacity=1,
+  text opacity=1,
+  at={(0.03,0.97)},
+  anchor=north west,
+  draw=white!80!black,
+  fill=white!89.8039215686275!black
+},
+tick align=outside,
+tick pos=left,
+x grid style={white},
+xlabel={n},
+xmajorgrids,
+xmin=-4.3, xmax=134.3,
+xtick style={color=white!33.3333333333333!black},
+y grid style={white},
+ylabel={time (s)},
+ymajorgrids,
+ymin=-0.0834965705871582, ymax=1.75356960296631,
+ytick style={color=white!33.3333333333333!black}
+]
+\addplot [line width=2pt, color0]
+table {%
+2 1.57356262207031e-05
+4 5.96046447753906e-05
+8 0.000428915023803711
+16 0.00276041030883789
+32 0.0217020511627197
+64 0.160412073135376
+128 1.3419406414032
+};
+\addlegendentry{Standard MM}
+\addplot [line width=2pt, color1]
+table {%
+2 6.43730163574219e-06
+4 6.69956207275391e-05
+8 0.00048065185546875
+16 0.00336766242980957
+32 0.0257236957550049
+64 0.231612205505371
+128 1.67006659507751
+};
+\addlegendentry{Divide and conquer MM}
+\addplot [line width=2pt, color2]
+table {%
+2 2.90870666503906e-05
+4 0.000133275985717773
+8 0.000703096389770508
+16 0.00453472137451172
+32 0.0282893180847168
+64 0.181003332138062
+128 1.40816903114319
+};
+\addlegendentry{Strassen MM}
+\addplot [line width=2pt, white!46.6666666666667!black]
+table {%
+2 2.19345092773438e-05
+4 9.01222229003906e-05
+8 0.000406503677368164
+16 0.00258469581604004
+32 0.0171687602996826
+64 0.126588344573975
+128 1.02698183059692
+};
+\addlegendentry{Winograd MM}
+\addplot [line width=2pt, color3]
+table {%
+2 1.45435333251953e-05
+4 1.1444091796875e-05
+8 7.39097595214844e-06
+16 1.28746032714844e-05
+32 2.83718109130859e-05
+64 0.000111103057861328
+128 0.000159025192260742
+};
+\addlegendentry{np MM}
+\end{axis}
+
+\end{tikzpicture}
diff --git a/buch/papers/multiplikation/einlteung.tex b/buch/papers/multiplikation/einlteung.tex
new file mode 100755
index 0000000..bc4bfcf
--- /dev/null
+++ b/buch/papers/multiplikation/einlteung.tex
@@ -0,0 +1,52 @@
+%
+% einleitung.tex -- Beispiel-File für die Einleitung
+%
+% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
+%
+\section{Einleitung \label{multiplikation:section:einleitung}}
+\rhead{Einleitung}
+
+Die Multiplikation zweier Matrizen ist eine wichtige Operation die in verschiedensten Teilen der Mathematik Anwendung findet.
+Die Beschreibung der Multiplikation aus der Definition 2.10 (\textcolor{blue} {Kein Hyperlink zu einer Definition?)}:
+
+Eine $m\times n$-Matrix $\mathbf{A}\in M_{m\times n}(\Bbbk)$ und eine
+$n\times p$-Matrix $\mathbf{B}\in M_{n\times l}(\Bbbk)$ haben als Produkt
+eine $n\times l$-Matrix $\mathbf{C}=\mathbf{AB}\in M_{n\times l}(\Bbbk)$ mit den
+Koeffizienten
+\begin{equation}
+c_{ij} = \sum_{k=1}^n a_{ik} b_{kj}.
+\label{multiplikation:eq:MM}
+\end{equation}
+Grafisch kann die Matrizenmultiplikation $AB=C$ wie in \ref{multiplikation:fig:mm_viz} visualisiert werden.
+\begin{figure}
+	\center
+	\includegraphics[]{papers/multiplikation/images/mm_visualisation}
+	\caption{Matrizen Multiplikation}
+	\label{multiplikation:fig:mm_viz}
+\end{figure}
+Im Fall einer Matrizengr\"osse von $2\times 2$
+\begin{equation}
+  \begin{bmatrix}
+A_{11} & A_{12}\\
+A_{21} & A_{22}
+\end{bmatrix}
+\begin{bmatrix}
+B_{11} & B_{12}\\
+B_{21} & B_{22}
+\end{bmatrix}
+=
+\begin{bmatrix}
+C_{11} & C_{12}\\
+C_{21} & C_{22}
+\end{bmatrix}
+\end{equation}
+kann die Gleichung der einzelnen Terme
+\begin{equation} \label{multiplikation:eq:MM_exp}
+\begin{split}
+C_{11} &= A_{11} \cdot B_{11} + A_{12} \cdot B_{21}\\
+C_{12} &= A_{11} \cdot B_{12} + A_{12} \cdot B_{22}\\
+C_{21} &= A_{21} \cdot B_{11} + A_{22} \cdot B_{21}\\
+C_{22} &= A_{21} \cdot B_{12} + A_{22} \cdot B_{22}
+\end{split}
+\end{equation}
+explizit geschrieben werden.
diff --git a/buch/papers/multiplikation/images/bigo.pdf b/buch/papers/multiplikation/images/bigo.pdf
new file mode 100644
index 0000000..dfa2ba4
--- /dev/null
+++ b/buch/papers/multiplikation/images/bigo.pdf
diff --git a/buch/papers/multiplikation/images/bigo.tex b/buch/papers/multiplikation/images/bigo.tex
new file mode 100644
index 0000000..e3293e4
--- /dev/null
+++ b/buch/papers/multiplikation/images/bigo.tex
@@ -0,0 +1,107 @@
+\documentclass[border=10pt,varwidth]{standalone}
+\usepackage[left=25mm,right=25mm,top=25mm,bottom=25mm]{geometry}
+\usepackage[utf8]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{times}
+\usepackage{geometry}
+\usepackage{amsmath}
+\usepackage{amssymb}
+\usepackage{mathrsfs}
+\usepackage{amsfonts}
+\usepackage{amsthm}
+\usepackage{lipsum}
+\usepackage{amscd}
+\usepackage{graphicx}
+\usepackage{fancyhdr}
+\usepackage{textcomp}
+\usepackage{pgfplots}
+\usepackage{txfonts}
+\usepackage[all]{xy}
+\usepackage{paralist}
+\usepackage[colorlinks=true]{hyperref}
+\usepackage{array}
+\usepackage{tikz}
+\usepackage{slashed}
+\usepackage{pdfpages}
+\usepackage{cite}
+\usepackage{url}
+\usepackage{amsmath,amsfonts,amssymb}
+\usepackage{tikz}
+\usetikzlibrary{arrows,matrix,positioning}
+\usetikzlibrary{overlay-beamer-styles}
+\usetikzlibrary{matrix.skeleton}
+\usetikzlibrary{automata,positioning}
+\usetikzlibrary{decorations.text}
+\usepackage{listings}
+\usepackage{multirow}
+\usepackage{color}
+
+\begin{document}
+
+\begin{tikzpicture}
+\begin{axis}[
+    axis lines = left,
+    xlabel = $n$ (Data Input),
+    ylabel = {$t$ (time)},
+    legend pos=north east,
+    very thick,
+    ymax = 500,
+    yticklabels=\empty,
+    xticklabels=\empty,
+    scale only axis=true,
+  width=12cm, height=6cm,
+    ]
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=red,
+]
+{1};
+\addlegendentry{$\mathcal{O}(1)$}
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=green,
+]
+{x};
+\addlegendentry{$\mathcal{O}(n)$}
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=blue,
+]
+{x^2};
+\addlegendentry{$\mathcal{O}(n^2)$}
+\addplot [
+    domain= 1:10,
+    samples=100,
+    color=purple,
+]
+{x^3};
+\addlegendentry{$\mathcal{O}(n^3)$}
+\addplot [
+    domain= 1:10,
+    samples=100,
+    color=black,
+]
+{exp(x)};
+\addlegendentry{$\mathcal{O}(e^n)$}
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=orange,
+]
+{log2(x)};
+\addlegendentry{$\mathcal{O}(\log n)$}
+
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=gray,
+]
+{x*log2(x)};
+\addlegendentry{$\mathcal{O}(n \log n)$}
+\end{axis}
+\end{tikzpicture}
+
+\end{document}
diff --git a/buch/papers/multiplikation/images/mm_visualisation.pdf b/buch/papers/multiplikation/images/mm_visualisation.pdf
new file mode 100644
index 0000000..9309df1
--- /dev/null
+++ b/buch/papers/multiplikation/images/mm_visualisation.pdf
diff --git a/buch/papers/multiplikation/images/mm_visualisation.tex b/buch/papers/multiplikation/images/mm_visualisation.tex
new file mode 100644
index 0000000..6e8f789
--- /dev/null
+++ b/buch/papers/multiplikation/images/mm_visualisation.tex
@@ -0,0 +1,45 @@
+
+  \begin{tikzpicture}[ampersand replacement=\&]
+
+    \matrix (A)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}] at (0,0)
+     {
+     A_{1,1} \& \cdots \& A_{1,k} \& \cdots \& A_{1,n} \\
+     \vdots \&  \& \vdots \&  \& \vdots \\
+     A_{i,1} \& \cdots \& A_{i,k} \& \cdots \& A_{i,n} \\
+     \vdots \&  \& \vdots \& \& \vdots \\
+     A_{m,1} \& \cdots \& A_{m,k} \& \cdots \& A_{m,n} \\
+     };
+ 
+  	 \node [right=0.1 of A] (mul) {$\cdot$};
+
+	 
+     \matrix (B)[right=0.1 of mul, matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}]
+      {
+      B_{1,1} \& \cdots \& B_{1,j} \& \cdots \& B_{1,p} \\
+      \vdots \&  \& \vdots \&  \& \vdots \\
+      B_{k,1} \& \cdots \& B_{k,j} \& \cdots \& B_{k,p} \\
+      \vdots \&  \& \vdots \& \& \vdots \\
+      B_{n,1} \& \cdots \& B_{n,j} \& \cdots \& B_{n,p} \\
+      };
+  
+  	 \node [right=0.1 of B] (eq) {$=$};
+
+     \matrix (C)[right=0.1 of eq, matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}]
+      {
+      C_{1,1} \& \cdots \& C_{1,j} \& \cdots \& C_{1,p} \\
+      \vdots \&  \& \vdots \&  \& \vdots \\
+      C_{i,1} \& \cdots \& C_{i,j} \& \cdots \& C_{i,p} \\
+      \vdots \&  \& \vdots \& \& \vdots \\
+      C_{m,1} \& \cdots \& C_{m,j} \& \cdots \& C_{m,p} \\
+      };
+
+
+       \node[opacity=0.5, rounded corners=2pt, inner sep=-1pt, fill=green, fit=(A-3-1)(A-3-5)] {};
+       \node[opacity=0.5, rounded corners=2pt, inner sep=-1pt, fill=blue, fit=(B-1-3)(B-5-3)] {};
+       \node[opacity=0.5, rounded corners=2pt, inner sep=-1pt, fill=red, fit=(C-3-3)] {};
+
+
+   \end{tikzpicture}
+
+\end{document}
+
diff --git a/buch/papers/multiplikation/images/strassen.pdf b/buch/papers/multiplikation/images/strassen.pdf
new file mode 100644
index 0000000..9899dcb
--- /dev/null
+++ b/buch/papers/multiplikation/images/strassen.pdf
diff --git a/buch/papers/multiplikation/images/strassen.tex b/buch/papers/multiplikation/images/strassen.tex
new file mode 100644
index 0000000..797772b
--- /dev/null
+++ b/buch/papers/multiplikation/images/strassen.tex
@@ -0,0 +1,140 @@
+\documentclass[border=10pt]{standalone}
+\usepackage[left=25mm,right=25mm,top=25mm,bottom=25mm]{geometry}
+\usepackage[utf8]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{times}
+\usepackage{geometry}
+\usepackage{amsmath}
+\usepackage{amssymb}
+\usepackage{mathrsfs}
+\usepackage{amsfonts}
+\usepackage{amsthm}
+\usepackage{lipsum}
+\usepackage{amscd}
+\usepackage{graphicx}
+\usepackage{fancyhdr}
+\usepackage{textcomp}
+\usepackage{pgfplots}
+\usepackage{txfonts}
+\usepackage[all]{xy}
+\usepackage{paralist}
+\usepackage[colorlinks=true]{hyperref}
+\usepackage{array}
+\usepackage{tikz}
+\usepackage{slashed}
+\usepackage{pdfpages}
+\usepackage{cite}
+\usepackage{url}
+\usepackage{amsmath,amsfonts,amssymb}
+\usepackage{tikz}
+\usetikzlibrary{arrows,matrix,positioning}
+\usetikzlibrary{overlay-beamer-styles}
+\usetikzlibrary{matrix.skeleton}
+\usetikzlibrary{automata,positioning}
+\usetikzlibrary{decorations.text}
+\usepackage{listings}
+\usepackage{multirow}
+\usepackage{color}
+
+\begin{document}
+
+\begin{tikzpicture}[ampersand replacement=\&]
+
+\foreach \i in {1,...,4}
+{
+	\small{
+		\matrix (X\i)[matrix of math nodes,nodes in empty cells,
+		nodes = {draw, minimum size=10mm,
+			anchor=center,
+			inner sep=0pt, outer sep=0pt},
+		column sep=-\pgflinewidth,
+		row sep=-\pgflinewidth,
+		] at (0,-\i*5)
+		{
+			A_{11}B_{11} \& A_{12}B_{11} \& A_{21}B_{11} \& A_{22}B_{11} \\
+			A_{11}B_{21} \& A_{12}B_{21} \& A_{21}B_{21} \& A_{22}B_{21} \\
+			A_{11}B_{11} \& A_{12}B_{12} \& A_{21}B_{12} \& A_{22}B_{12} \\
+			A_{11}B_{22} \& A_{12}B_{22} \& A_{21}B_{22} \& A_{22}B_{22} \\
+		};}
+	
+	\foreach \j in {1,...,7}
+	{
+		\matrix(M\i\j)[matrix of math nodes,nodes in empty cells,
+		nodes = {draw, minimum size=10mm,
+			anchor=center,
+			inner sep=0pt, outer sep=0pt},
+		column sep=-\pgflinewidth,
+		row sep=-\pgflinewidth,
+		] at (\j*5,-\i*5)
+		{
+			\& \& \& \\
+			\& \& \& \\
+			\& \& \& \\
+			\& \& \& \\
+		};
+	}
+}
+
+\huge{
+	\node at (-3,-20)  {$C_{22}=$};
+	\node at (-3,-15) {$C_{21}=$} ;
+	\node at (-3,-10) {$C_{12}=$} ;
+	\node at (-3,-5) {$C_{11}=$} ;
+	
+	\node at (5,-2)  {I};
+	\node at (10,-2)  {II};
+	\node at (15,-2)  {III};
+	\node at (20,-2)  {IV};
+	\node at (25,-2)  {V};
+	\node at (30,-2)  {VI};
+	\node at (35,-2)  {VII};
+}
+
+
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X1-1-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X1-2-2)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X2-3-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X2-4-2)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X3-1-3)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X3-2-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X4-3-3)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X4-4-4)] {};
+
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-4-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-1-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-4-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-1-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M14-1-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M14-2-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M15-4-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M15-4-2)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M17-2-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M17-4-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M17-2-2)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M17-4-2)] {};
+
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M23-3-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M23-4-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M25-4-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M25-4-2)] {};
+
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M32-1-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M32-1-3)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M34-1-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M34-2-4)] {};
+
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-4-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-1-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-4-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-1-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M42-1-4)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M42-1-3)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M43-3-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M43-4-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M46-1-3)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M46-1-1)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M46-3-3)] {};
+\node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M46-3-1)] {};
+\end{tikzpicture}
+
+\end{document}
diff --git a/buch/papers/multiplikation/loesungsmethoden.tex b/buch/papers/multiplikation/loesungsmethoden.tex
new file mode 100755
index 0000000..83be814
--- /dev/null
+++ b/buch/papers/multiplikation/loesungsmethoden.tex
@@ -0,0 +1,309 @@
+%
+% teil2.tex -- Beispiel-File für teil2
+%
+% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
+%
+
+\section{L\"osungsmethoden}
+\rhead{L\"osungsmethoden}
+
+In diesem Abschnitt werden mehrere Algorithmen zur Berechnung der Matrizenmultiplikation vorgestellt, auch werden Libraries zur automatisierten Verwendung von vordefinierten Algorithmen gezeigt.
+
+\subsection{Standard Algorithmus}
+
+Der Standard Methode kann im Algorithmus \ref{multiplikation:alg:smm} entnommen werden.
+Hierf\"ur wurde die Gleichung \eqref{multiplikation:eq:MM} direkt implementiert.
+Die \texttt{For i} Schleife iteriert \"uber alle Zeilen der $\mathbf{A}$ Matrix, die \texttt{For j} Schleife iteriert \"uber alle Spalten der $\mathbf{B}$ Matrix und die \texttt{For k} Schleife iteriert \"uber alle Eintr\"age dieser Zeilen bzw. Spalten.
+
+\begin{algorithm}\caption{Matrix Multiplication}
+	\label{multiplikation:alg:smm}
+	\setlength{\lineskip}{7pt}
+	\begin{algorithmic}[1]
+		\Function{MM}{$\textbf{A}, \textbf{B}$}
+		\State $sum \gets 0$
+		\State $n \gets columns(\textbf{A}) == rows(\textbf{B})$
+		\State $m \gets rows(\textbf{A})$
+		\State $p \gets columns(\textbf{B})$
+		\State $\textbf{C} \gets zeros(m,p)$
+		\For{$i = 0,1,2 \dots,m-1$}
+		\For{$j = 0,1,2 \dots,p-1$}
+		\State $sum \gets 0$
+		\For{$k = 0,1,2 \dots,n-1$}
+		\State $sum \gets  sum + \textbf{A}[i][k] \cdot \textbf{B}[k][j]$
+		\EndFor
+		\State $\textbf{C}[i][j] \gets  sum $
+		\EndFor
+		\EndFor
+		\State \textbf{return} $\textbf{C}$
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+Die Laufzeit dieser Struktur mit drei \texttt{For} Schleifen ist $\mathcal{O}(n^3)$
+
+\subsubsection{Divide and Conquer Methode}
+
+F\"ur gewisse Algorithmen f\"uhren \textit{Divide and Conquer} Ans\"atze zu markant besseren Laufzeiten.
+Das bekannteste Beispiel ist wohl die \textit{Fast Fourier Transform} wobei die Laufzeit von $\mathcal{O}(n^2)$ zu $\mathcal{O}(n \log n)$ verbessert werden kann.
+
+Die Matrizenmultiplikation kann ebenfalls mit solch einem Ansatz berechnet werden.
+Zur vereinfachten Veranschaulichung kann die Situation, mit $\mathbf{A}$ und $\mathbf{B}$ der gr\"osse $2^n \times 2^n$ verwendet werden.
+Die Matrizen $\mathbf{A}$ und $\mathbf{B}$ werden in jeweils vier Blockmatrizen der gr\"osse $2^{n-1} \times 2^{n-1}$
+\begin{equation}
+\mathbf{A}\mathbf{B}=
+\begin{bmatrix}
+\mathbf{A}_{11} & \mathbf{A}_{12}\\
+\mathbf{A}_{21} & \mathbf{A}_{22}
+\end{bmatrix}
+\begin{bmatrix}
+\mathbf{B}_{11} & \mathbf{B}_{12}\\
+\mathbf{B}_{21} & \mathbf{B}_{22}
+\end{bmatrix}
+=
+\begin{bmatrix}
+\mathbf{C}_{11} & \mathbf{C}_{12}\\
+\mathbf{C}_{21} & \mathbf{C}_{22}
+\end{bmatrix}
+\end{equation}
+aufgeteilt.
+Die Berechnung
+\begin{equation}
+\mathbf{C}_{ij} = \sum_{k=1}^n \mathbf{A}_{ik} \mathbf{B}_{kj}
+\label{multiplikation:eq:MM_block}
+\end{equation}
+ist identisch zu der Gleichung \eqref{multiplikation:eq:MM}, wobei hier f\"ur die Multiplikation die Matrizenmultiplikation verwendet wird.
+
+Der Algorithmus \ref{multiplikation:alg:devide_mm} zeigt den \textit{Divide and Conquer} Ansatz,
+Der Grundstruktur dieser Methode besteht aus dem rekursiven Aufruf der Funktion mit den erzeugten Blockmatrizen.
+Der rekursive Aufruf wird bis zu der Gr\"osse der Matrizen von $N = 2 \times 2$ durchgef\"uhrt.
+\begin{algorithm}\caption{Divide and Conquer Matrix Multiplication}
+	\setlength{\lineskip}{7pt}
+	\label{multiplikation:alg:devide_mm}
+	\begin{algorithmic}
+		\Function{MM}{$\textbf{A}, \textbf{B}, n$}
+		\If{$n = 2$}
+		\State  $ \mathbf{C} \gets zeros(n, n)$
+		\State  $C[0, 0] \gets  A[0][0]\cdot B[0][0]+A[0][1]\cdot B[1][0]$
+		\State  $C[0, 1] \gets  A[0][0]\cdot B[0][1]+A[0][1]\cdot B[1][1]$
+		\State  $C[1, 0] \gets  A[1][0]\cdot B[0][0]+A[1][1]\cdot B[1][0]$
+		\State  $C[1, 1] \gets  A[1][0]\cdot B[0][1]+A[1][1]\cdot B[1][1]$
+		\Else
+		\State  $ m \gets n/2$
+		\State $\mathbf{A11}, \mathbf{A12}, \mathbf{A21}, \mathbf{A22} \gets \mathbf{A}[:m][:m], \mathbf{A}[:m][m:], \mathbf{A}[m:][:m], \mathbf{A}[m:][m:]$
+		\State $\mathbf{B11}, \mathbf{B12}, \mathbf{B21}, \mathbf{B22} \gets \mathbf{B}[:m][:m], \mathbf{B}[:m][m:], \mathbf{B}[m:][:m], \mathbf{B}[m:][m:]$
+
+		\State $\mathbf{C11} \gets \text{MM}(\mathbf{A11}, \mathbf{B11},n) + \text{MM}(\mathbf{A12}, \mathbf{B21},n)$
+		\State $\mathbf{C12} \gets \text{MM}(\mathbf{A11},\mathbf{B12},n) + \text{MM}(\mathbf{A12}, \mathbf{B22},n)$
+		\State $\mathbf{C21} \gets \text{MM}(\mathbf{A21}, \mathbf{B11},n) + \text{MM}(\mathbf{A22}, \mathbf{B21},n)$
+		\State $\mathbf{C22} \gets \text{MM}(\mathbf{A21}, \mathbf{B12},n) + \text{MM}(\mathbf{A22}, \mathbf{B22},n)$
+		\State $  C \gets vstack(hstack(C11, C12), hstack(C21, C22))$
+
+		\EndIf
+		\State \textbf{return} $\textbf{C}$
+
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+Die Laufzeit dieser rekursiven Funktion kann mit dem \textit{Master Theorem} berechnet werden.
+Ohne auf diesen vertieft einzugehen, bestimmt die Anzahl rekursiver Aufrufe der Funktion die Laufzeit.
+In diesem Fall wird die Funktion pro Durchlauf acht mal rekursiv aufgerufen, dies f\"uhrt
+\begin{equation} \label{multiplikation:eq:laufzeitdac}
+	\mathcal{T}(n) =
+	\begin{cases}
+	1  & \text{if }  n \leq 2\\
+	8 \cdot \mathcal{T}(\frac{n}{2}) + n^2  & \text{if }  n > 2
+	\end{cases} = \mathcal{O}(n^{\log_2 8}) = \mathcal{O}(n^{3})
+\end{equation}
+zu einer kubischen Laufzeit.
+Die Addition zweier Matrizen $\mathbf{A} + \mathbf{B} = \mathbf{C}$ hat eine Laufzeit von $\mathcal{O}(n^{2})$ und kann neben dem dominierendem Anteil von $\mathcal{O}(n^{3})$ ignoriert werden.
+In diesem Fall hat der \textit{Divide and Conquer} Ansatz zu keiner Verbesserung gef\"uhrt.
+
+
+\subsection{Strassen's Algorithmus}
+
+Strassen's Algorithmus \cite{multiplikation:strassen_1969} beschreibt die Matrizenmultiplikation mit einer Vielzahl von Additionen, Subtraktionen und Multiplikationen.
+Die Grundlegenden Terme
+\begin{equation} \label{multiplikation:eq:strassen}
+\begin{split}
+\text{\textbf{P}}   &= (\mathbf{A}_{11} + \mathbf{A}_{22}) \cdot (\mathbf{B}_{11} + \mathbf{B}_{22}) \\
+\text{\textbf{Q}}  &= (\mathbf{A}_{21} + \mathbf{A}_{22}) \cdot \mathbf{B}_{11} \\
+\text{\textbf{R}} &= \mathbf{A}_{11} \cdot (\mathbf{B}_{12}-\mathbf{B}_{22}) \\
+\text{\textbf{S}}  &= \mathbf{A}_{22} \cdot (-\mathbf{B}_{11}+\mathbf{B}_{21}) \\
+\text{\textbf{T}}   &= (\mathbf{A}_{11} + \mathbf{A}_{12}) \cdot \mathbf{B}_{22} \\
+\text{\textbf{U}}  &= (-\mathbf{A}_{11} + \mathbf{A}_{21}) \cdot (\mathbf{B}_{11} + \mathbf{B}_{12}) \\
+\text{\textbf{V}} &= (\mathbf{A}_{12} - \mathbf{A}_{22}) \cdot (\mathbf{B}_{21} + \mathbf{B}_{22})
+\end{split}
+\end{equation}
+aus $\mathbf{A}$ und $\mathbf{B}$, werden f\"ur die Berechnung der Matrix $\mathbf{C}$
+\begin{equation} \label{multiplikation:eq:strassen2}
+\begin{split}
+\mathbf{C}_{11} &= \text{\textbf{P}} + \text{\textbf{S}} - \text{\textbf{T}} + \text{\textbf{V}} \\
+\mathbf{C}_{21} &= \text{\textbf{R}} + \text{\textbf{T}} \\
+\mathbf{C}_{12} &= \text{\textbf{Q}} + \text{\textbf{S}}\\
+\mathbf{C}_{22} &= \text{\textbf{P}} + \text{\textbf{R}} - \text{\textbf{Q}} + \text{\textbf{U}}
+\end{split}
+\end{equation}
+gebraucht.
+\begin{algorithm}\caption{Strassen Matrix Multiplication}
+	\label{multiplikation:alg:strassen}
+	\setlength{\lineskip}{7pt}
+	\begin{algorithmic}
+		\Function{strassen}{$\textbf{A}, \textbf{B}, n$}
+		\If{$n = 2$}
+		\State  $ \mathbf{C} \gets zeros((n, n))$
+		\State $P  \gets (A[0][0]+A[1][1])\cdot( B[0][0]+B[1][1])$
+		\State   $Q  \gets (A[1][0]+A[1][1])\cdot B[0][0]$
+		\State   $R  \gets A[0][0]\cdot (B[0][1]-B[1][1])$
+		\State   $S  \gets A[1][1]\cdot (B[1][0]-B[0][0])$
+		\State   $T  \gets (A[0][0]+A[0][1])\cdot B[1][1]$
+		\State   $U  \gets (A[1][0]-A[0][0])\cdot (B[0][0]+B[0][1])$
+		\State   $V  \gets (A[0][1]-A[1][1])\cdot (B[1][0]+B[1][1])$
+		\State   $C[0][0]  \gets P+S-T+V$
+		\State   $C[0][1]  \gets R+T$
+		\State   $C[1][0]  \gets Q+S$
+		\State   $C[1][1]  \gets P+R-Q+U$
+		\Else
+		\State  $ m \gets n/2$
+		\State $\mathbf{A11}, \mathbf{A12}, \mathbf{A21}, \mathbf{A22} \gets \mathbf{A}[:m][:m], \mathbf{A}[:m][m:], \mathbf{A}[m:][:m], \mathbf{A}[m:][m:]$
+		\State $\mathbf{B11}, \mathbf{B12}, \mathbf{B21}, \mathbf{B22} \gets \mathbf{B}[:m][:m], \mathbf{B}[:m][m:], \mathbf{B}[m:][:m], \mathbf{B}[m:][m:]$
+
+		\State $ \mathbf{P} \gets \text{strassen}((\mathbf{A11}+ \mathbf{A22}),(\mathbf{B11}+\mathbf{B22}), m)$
+		\State $ \mathbf{Q} \gets \text{strassen}((\mathbf{A21}+ \mathbf{A22}), \mathbf{B11},m)$
+		\State $ \mathbf{R} \gets \text{strassen}( \mathbf{A11},(\mathbf{B12}-  \mathbf{B22}),m)$
+		\State $ \mathbf{S} \gets \text{strassen}( \mathbf{A22},(\mathbf{B21}-  \mathbf{B11}),m)$
+		\State $ \mathbf{T} \gets \text{strassen}((\mathbf{A11}+ \mathbf{A12}), \mathbf{B22},m)$
+		\State $ \mathbf{U} \gets \text{strassen}((\mathbf{A21}- \mathbf{A11}),(\mathbf{B11}+\mathbf{B12}),m)$
+		\State $ \mathbf{V} \gets \text{strassen}((\mathbf{A12}- \mathbf{A22}),(\mathbf{B21}+\mathbf{B22}),m)$
+
+
+
+		\State   $\mathbf{C11}  \gets \mathbf{P+S-T+V}$
+		\State   $\mathbf{C12}  \gets \mathbf{R+T}$
+		\State   $\mathbf{C21}  \gets \mathbf{Q+S}$
+		\State   $\mathbf{C22}  \gets \mathbf{P+R-Q+U}$
+		\State $  C \gets vstack(hstack(C11, C12), hstack(C21, C22))$
+
+		\EndIf
+		\State \textbf{return} $\textbf{C}$
+
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+Strassens's Methode wird in der Abbildung \ref{multiplikation:fig:strassen} grafisch dargestellt.
+\begin{figure}
+	\center
+	\includegraphics[width=\linewidth]{papers/multiplikation/images/strassen.pdf}
+	\caption{Strassen's Algorithmus}
+	\label{multiplikation:fig:strassen}
+\end{figure}
+
+Die Funktion wird sieben mal rekursiv aufgerufen.
+Dies f\"uhrt zu einer Laufzeit von
+\begin{equation} \label{multiplikation:eq:laufzeitstrassen}
+\mathcal{T}(n) =
+\begin{cases}
+1  & \text{if }  n \leq 2\\
+7 \cdot \mathcal{T}(\frac{n}{2}) + n^2  & \text{if }  n > 2
+\end{cases} = \mathcal{O}(n^{\log_2 7}) = \mathcal{O}(n^{2.8074})
+\end{equation}
+und ist somit schneller als die Standard Methode.
+
+\subsection{Winograd's Algorithmus}
+
+Ein weiterer Ansatz lieferte Shmuel Winograd im Jahre 1968 \cite{multiplikation:winograd_1968}.
+Er zeigte einen neuen Algorithmus f\"ur das
+\begin{equation}
+	\langle x,y \rangle = \sum_{i=1}^{n}x_i y_i
+\end{equation}
+Skalarprodukt.
+F\"ur jeden Vektor berechne
+\begin{equation}
+	\xi = \sum_{j=1}^{ \lfloor n/2 \rfloor} x_{2j-1} \cdot x_{2j}
+\end{equation}
+und
+\begin{equation}
+	\eta = \sum_{j=1}^{ \lfloor n/2 \rfloor} y_{2j-1} \cdot y_{2j}.
+\end{equation}
+Das Skalarprodukt ist nun geben mit
+\begin{equation}
+	\langle x,y \rangle =
+	\begin{cases}
+	 \displaystyle \quad \sum_{j=1}^{ \lfloor n/2 \rfloor} (x_{2j-1} + y_{2j})(x_{2j}+y_{2j-1})-\xi - \eta & \text{if  $n$ is even}\\
+	\displaystyle  \quad \sum_{j=1}^{ \lfloor n/2 \rfloor} (x_{2j-1} + y_{2j})(x_{2j}+y_{2j-1})-\xi - \eta + x_n y_n & \text{if  $n$ is odd}.
+	\end{cases}
+\end{equation}
+
+Angenommen man hat $N$ Vektoren mit welchen man $T$ Skalarprodukte berechnen m\"ochte.
+Daf\"ur werden $N\lfloor n/2 \rfloor + T\lfloor (n+1)/2 \rfloor $ Multiplikationen ben\"otigt.
+Eine Matrizenmultiplikation mit $\mathbf{A}$ einer $m \times n$ und $\mathbf{B}$ einer $n \times p$ Matrix, entspricht $N=m+p$ Vektoren mit welchen man $T=mp$ Skalarprodukte berechnet.
+Dies f\"uhrt zu
+\begin{equation}
+		(m+p) \left \lfloor \frac{n}{2} \right \rfloor + mp \left \lfloor \frac{n+1}{2} \right \rfloor = \frac{mn}{2} + \frac{pn}{2} + \frac{mpn}{2} + \frac{mp}{2}
+\end{equation}
+Multiplikationen.
+Wenn $m,p,n$ gross werden, dominiert der Term $\frac{mpn}{2}$ und es werden $\frac{mpn}{2}$ Multiplikationen ben\"otigt.
+Was im Vergleich zu den $mpn$ Multiplikation der Standard Methode nur die H\"alfte ist.
+Die Implementation kann im Algorithmus \ref{multiplikation:alg:winograd} entnommen werden.
+
+\begin{algorithm}\caption{Winograd Matrix Multiplication}
+	\setlength{\lineskip}{7pt}
+	\label{multiplikation:alg:winograd}
+	\begin{algorithmic}
+		\Function{Winograd}{$\textbf{A}, \textbf{B}, n$}
+		\State  $ m \gets rows(\mathbf{A})$
+		\State  $ n \gets columns(\mathbf{A}) == rows(\mathbf{B})$
+		\State  $ p \gets columns(\mathbf{B})$
+		\State  $ \mathbf{\xi} \gets zeros(m)$
+		\State  $ \mathbf{\eta} \gets zeros(p)$
+
+
+		\For{$i = 0,1,2 \dots,m-1$}
+		\For{$j = 0,1,2 \dots,\lfloor n/2 \rfloor-1$}
+		\State $\xi[i] \gets \xi[i]+A[i,2 j]A[i,2 j+1]$
+		\EndFor
+		\EndFor
+
+		\For{$i = 0,1,2 \dots,p-1$}
+		\For{$j = 0,1,2 \dots,\lfloor n/2 \rfloor-1$}
+		\State $\eta[i] \gets   \eta[i]+B[2 j,i]B[2 j+1,i]$
+		\EndFor
+		\EndFor
+
+		\If{$n \% 2 == 0$}
+		\For{$i = 0,1,2 \dots,m-1$}
+		\For{$j = 0,1,2 \dots,p-1$}
+		\State $ab \gets 0$
+		\For{$k = 0,1,2 \dots,\lfloor n/2 \rfloor-1$}
+		\State $ab \gets ab + (A[i,2k]+B[2k+1,j])(A[i,2k+1]+B[2k,j])$
+		\EndFor
+		\State $C[i,j] \gets ab-\eta[j]-\xi[i]$
+		\EndFor
+		\EndFor
+    \Else
+		\For{$i = 0,1,2 \dots,n-1$}
+		\For{$j = 0,1,2 \dots,n-1$}
+		\State $ab \gets 0$
+		\For{$k = 0,1,2 \dots,\lfloor n/2 \rfloor-1$}
+		\State $ab \gets ab + (A[i,2k]+B[2k+1,j])(A[i,2k+1]+B[2k,j])$
+		\EndFor
+		\State $C[i,j] \gets ab-\eta[j]-\xi[i]+A[i,-1]B[-1,j]$
+		\EndFor
+		\EndFor
+		\EndIf
+		\State \textbf{return} $\textbf{C}$
+
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+\subsection{Weitere Algorithmen}
+
+\textcolor{red}{TODO: BLAS}
+
+\section{Implementation}
+\rhead{Implementation}
+\textcolor{red}{TODO: messresultate}
+
+\section{Fazit}
+\rhead{Fazit}
diff --git a/buch/papers/multiplikation/main.tex b/buch/papers/multiplikation/main.tex
index 42f2768..8d0a8df 100644..100755
--- a/buch/papers/multiplikation/main.tex
+++ b/buch/papers/multiplikation/main.tex
@@ -1,36 +1,18 @@
+% !TEX root = ../../buch.tex
 %
 % main.tex -- Paper zum Thema <multiplikation>
 %
-% (c) 2020 Hochschule Rapperswil
+% (c) 2021 Hochschule Rapperswil
 %
-\chapter{Thema\label{chapter:multiplikation}}
-\lhead{Thema}
+\chapter{Schnelle Matrizen Multiplikation\label{chapter:multiplikation}}
+\lhead{FMM}
 \begin{refsection}
-\chapterauthor{Hans Muster}
+\chapterauthor{Michael Schmid}
 
-Ein paar Hinweise für die korrekte Formatierung des Textes
-\begin{itemize}
-\item
-Absätze werden gebildet, indem man eine Leerzeile einfügt.
-Die Verwendung von \verb+\\+ ist nur in Tabellen und Arrays gestattet.
-\item
-Die explizite Platzierung von Bildern ist nicht erlaubt, entsprechende
-Optionen werden gelöscht. 
-Verwenden Sie Labels und Verweise, um auf Bilder hinzuweisen.
-\item
-Beginnen Sie jeden Satz auf einer neuen Zeile. 
-Damit ermöglichen Sie dem Versionsverwaltungssysteme, Änderungen
-in verschiedenen Sätzen von verschiedenen Autoren ohne Konflikt 
-anzuwenden.
-\item 
-Bilden Sie auch für Formeln kurze Zeilen, einerseits der besseren
-Übersicht wegen, aber auch um GIT die Arbeit zu erleichtern.
-\end{itemize}
 
-\input{papers/multiplikation/teil0.tex}
-\input{papers/multiplikation/teil1.tex}
-\input{papers/multiplikation/teil2.tex}
-\input{papers/multiplikation/teil3.tex}
+\input{papers/multiplikation/einlteung.tex}
+\input{papers/multiplikation/problemstellung.tex}
+\input{papers/multiplikation/loesungsmethoden.tex}
 
 \printbibliography[heading=subbibliography]
 \end{refsection}
diff --git a/buch/papers/multiplikation/packages.tex b/buch/papers/multiplikation/packages.tex
index e4173c0..e4173c0 100644..100755
--- a/buch/papers/multiplikation/packages.tex
+++ b/buch/papers/multiplikation/packages.tex
diff --git a/buch/papers/multiplikation/papers/Strassen_GPU.pdf b/buch/papers/multiplikation/papers/Strassen_GPU.pdf
new file mode 100755
index 0000000..4ce7625
--- /dev/null
+++ b/buch/papers/multiplikation/papers/Strassen_GPU.pdf
diff --git a/buch/papers/multiplikation/papers/Strassen_original_1969.pdf b/buch/papers/multiplikation/papers/Strassen_original_1969.pdf
new file mode 100755
index 0000000..b647fc0
--- /dev/null
+++ b/buch/papers/multiplikation/papers/Strassen_original_1969.pdf
diff --git a/buch/papers/multiplikation/papers/assay_fast_MM.pdf b/buch/papers/multiplikation/papers/assay_fast_MM.pdf
new file mode 100755
index 0000000..3cd6b63
--- /dev/null
+++ b/buch/papers/multiplikation/papers/assay_fast_MM.pdf
diff --git a/buch/papers/multiplikation/papers/strassen_video.txt b/buch/papers/multiplikation/papers/strassen_video.txt
new file mode 100755
index 0000000..f84122c
--- /dev/null
+++ b/buch/papers/multiplikation/papers/strassen_video.txt
@@ -0,0 +1 @@
+https://www.youtube.com/watch?v=0oJyNmEbS4w
diff --git a/buch/papers/multiplikation/papers/winograd_original.pdf b/buch/papers/multiplikation/papers/winograd_original.pdf
new file mode 100755
index 0000000..a7aba36
--- /dev/null
+++ b/buch/papers/multiplikation/papers/winograd_original.pdf
diff --git a/buch/papers/multiplikation/presentation/common.tex b/buch/papers/multiplikation/presentation/common.tex
new file mode 100644
index 0000000..200d244
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/common.tex
@@ -0,0 +1,79 @@
+%
+% common.tex -- gemeinsame Definitionen
+%
+% (c) 2021 Michael Schmid, OST Campus Rapperswil
+%
+\usepackage[utf8]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{epic}
+\usepackage{color}
+\usepackage{array}
+\usepackage{algorithm}
+\usepackage{ifthen}
+\usepackage{adjustbox}
+\usepackage[noend]{algpseudocode}
+\usepackage{neuralnetwork}
+\usepackage{amsmath}
+\usepackage{lmodern}
+\usepackage{tikz}
+\usetikzlibrary{decorations.text}
+\usetikzlibrary{arrows,matrix,positioning}
+\usetikzlibrary{overlay-beamer-styles}
+\usetikzlibrary{matrix.skeleton}
+\usepackage{pgfplots}
+\usepackage{listings}
+\usepackage{svg}
+
+\definecolor{codegreen}{rgb}{0,0.6,0}
+\definecolor{codegray}{rgb}{0.5,0.5,0.5}
+\definecolor{codepurple}{rgb}{0.58,0,0.82}
+\definecolor{backcolour}{rgb}{0.95,0.95,0.92}
+\definecolor{ost}{rgb}{164,0,136}
+
+\lstdefinestyle{mystyle}{
+	backgroundcolor=\color{backcolour},
+	commentstyle=\color{codegreen},
+	keywordstyle=\color{magenta},
+	numberstyle=\tiny\color{codegray},
+	stringstyle=\color{codepurple},
+	basicstyle=\footnotesize,
+	breakatwhitespace=false,
+	breaklines=true,
+	captionpos=b,
+	keepspaces=true,
+	numbers=left,
+	numbersep=2pt,
+	showspaces=false,
+	showstringspaces=false,
+	showtabs=false,
+	tabsize=2
+}
+
+\usetikzlibrary{fit}
+\tikzset{%
+  highlight/.style={rectangle,rounded corners,fill=red!15,draw,fill opacity=0.5,inner sep=0pt}
+}
+\newcommand{\tikzmark}[2]{\tikz[overlay,remember picture,baseline=(#1.base)] \node (#1) {#2};}
+%
+\newcommand{\Highlight}[1][submatrix]{%
+    \tikz[overlay,remember picture]{
+    \node[highlight,fit=(left.north west) (right.south east)] (#1) {};}
+}
+
+
+\lstset{style=mystyle}
+\lstdefinestyle{mystyle}{
+	morekeywords={cwt,contourf,datetick}
+}
+
+
+\usetikzlibrary{shapes.geometric}
+\mode<beamer>{%
+\usetheme[]{Frankfurt}}
+\beamertemplatenavigationsymbolsempty
+\title[]{Fast Matrix Multiplication}
+\author[]{Michael Schmid}
+\usecolortheme[named=ost]{structure}
+
+\date[]{31.05.2021}
+\newboolean{presentation}
diff --git a/buch/papers/multiplikation/presentation/presentation.nav b/buch/papers/multiplikation/presentation/presentation.nav
new file mode 100644
index 0000000..2a01568
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/presentation.nav
@@ -0,0 +1,59 @@
+\headcommand {\slideentry {0}{0}{1}{1/1}{}{0}}
+\headcommand {\beamer@framepages {1}{1}}
+\headcommand {\beamer@sectionpages {1}{1}}
+\headcommand {\beamer@subsectionpages {1}{1}}
+\headcommand {\sectionentry {1}{Big $\mathcal {O}$}{2}{Big $\mathcal {O}$}{0}}
+\headcommand {\slideentry {1}{0}{1}{2/4}{}{0}}
+\headcommand {\beamer@framepages {2}{4}}
+\headcommand {\slideentry {1}{0}{2}{5/6}{}{0}}
+\headcommand {\beamer@framepages {5}{6}}
+\headcommand {\slideentry {1}{0}{3}{7/8}{}{0}}
+\headcommand {\beamer@framepages {7}{8}}
+\headcommand {\slideentry {1}{0}{4}{9/10}{}{0}}
+\headcommand {\beamer@framepages {9}{10}}
+\headcommand {\slideentry {1}{0}{5}{11/12}{}{0}}
+\headcommand {\beamer@framepages {11}{12}}
+\headcommand {\slideentry {1}{0}{6}{13/13}{}{0}}
+\headcommand {\beamer@framepages {13}{13}}
+\headcommand {\slideentry {1}{0}{7}{14/14}{}{0}}
+\headcommand {\beamer@framepages {14}{14}}
+\headcommand {\beamer@sectionpages {2}{14}}
+\headcommand {\beamer@subsectionpages {2}{14}}
+\headcommand {\sectionentry {2}{Strassen's Algorithm}{15}{Strassen's Algorithm}{0}}
+\headcommand {\slideentry {2}{0}{1}{15/15}{}{0}}
+\headcommand {\beamer@framepages {15}{15}}
+\headcommand {\slideentry {2}{0}{2}{16/18}{}{0}}
+\headcommand {\beamer@framepages {16}{18}}
+\headcommand {\slideentry {2}{0}{3}{19/19}{}{0}}
+\headcommand {\beamer@framepages {19}{19}}
+\headcommand {\slideentry {2}{0}{4}{20/20}{}{0}}
+\headcommand {\beamer@framepages {20}{20}}
+\headcommand {\slideentry {2}{0}{5}{21/23}{}{0}}
+\headcommand {\beamer@framepages {21}{23}}
+\headcommand {\slideentry {2}{0}{6}{24/24}{}{0}}
+\headcommand {\beamer@framepages {24}{24}}
+\headcommand {\slideentry {2}{0}{7}{25/25}{}{0}}
+\headcommand {\beamer@framepages {25}{25}}
+\headcommand {\slideentry {2}{0}{8}{26/26}{}{0}}
+\headcommand {\beamer@framepages {26}{26}}
+\headcommand {\slideentry {2}{0}{9}{27/29}{}{0}}
+\headcommand {\beamer@framepages {27}{29}}
+\headcommand {\slideentry {2}{0}{10}{30/32}{}{0}}
+\headcommand {\beamer@framepages {30}{32}}
+\headcommand {\beamer@sectionpages {15}{32}}
+\headcommand {\beamer@subsectionpages {15}{32}}
+\headcommand {\sectionentry {3}{Measurements}{33}{Measurements}{0}}
+\headcommand {\slideentry {3}{0}{1}{33/40}{}{0}}
+\headcommand {\beamer@framepages {33}{40}}
+\headcommand {\slideentry {3}{0}{2}{41/49}{}{0}}
+\headcommand {\beamer@framepages {41}{49}}
+\headcommand {\beamer@sectionpages {33}{49}}
+\headcommand {\beamer@subsectionpages {33}{49}}
+\headcommand {\sectionentry {4}{How To Matrix Multiply}{50}{How To Matrix Multiply}{0}}
+\headcommand {\slideentry {4}{0}{1}{50/50}{}{0}}
+\headcommand {\beamer@framepages {50}{50}}
+\headcommand {\beamer@partpages {1}{50}}
+\headcommand {\beamer@subsectionpages {50}{50}}
+\headcommand {\beamer@sectionpages {50}{50}}
+\headcommand {\beamer@documentpages {50}}
+\headcommand {\gdef \inserttotalframenumber {21}}
diff --git a/buch/papers/multiplikation/presentation/presentation.pdf b/buch/papers/multiplikation/presentation/presentation.pdf
new file mode 100644
index 0000000..842e68c
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/presentation.pdf
diff --git a/buch/papers/multiplikation/presentation/presentation.snm b/buch/papers/multiplikation/presentation/presentation.snm
new file mode 100644
index 0000000..e69de29
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/presentation.snm
diff --git a/buch/papers/multiplikation/presentation/presentation.tex b/buch/papers/multiplikation/presentation/presentation.tex
new file mode 100644
index 0000000..2a4af45
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/presentation.tex
@@ -0,0 +1,12 @@
+%
+% MathSem-yyy-xxx.tex -- Präsentation
+%
+% (c) 2021 Michael Schmid, OST campus Rapperswil
+%
+
+\documentclass[aspectratio=169]{beamer}
+\input{common.tex}
+%\setboolean{presentation}{true}
+\begin{document}
+\input{slides/slides.tex}
+\end{document}
diff --git a/buch/papers/multiplikation/presentation/slides/algo.tex b/buch/papers/multiplikation/presentation/slides/algo.tex
new file mode 100644
index 0000000..0c3d130
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/algo.tex
@@ -0,0 +1,111 @@
+\begin{frame}
+  \frametitle{Algorithm}
+  \begin{columns}
+    \begin{column}{0.6\textwidth}
+  \begin{algorithm}[H]\caption{Square Matrix Multiplication}
+    \setlength{\lineskip}{7pt}
+    \begin{algorithmic}[1]
+      \Function{MM}{$\textbf{A}, \textbf{B}, \textbf{C}$}
+      \State $sum \gets 0$
+      \State $n \gets columns(\textbf{A}) == rows(\textbf{B})$
+      \State $m \gets rows(\textbf{A})$
+      \State $p \gets columns(\textbf{B})$
+
+        \For{$i = 0,1,2 \dots,m-1$}
+        \For{$j = 0,1,2 \dots,p-1$}
+        \State $sum \gets 0$
+        \For{$k = 0,1,2 \dots,n-1$}
+          \State $sum \gets  sum + \textbf{A}[i][k] \cdot \textbf{B}[k][j]$
+        \EndFor
+        \State $\textbf{C}[i][j] \gets  sum $
+        \EndFor
+        \EndFor
+        \State \textbf{return} $\textbf{C}$
+     \EndFunction
+    \end{algorithmic}
+  \end{algorithm}
+\end{column}
+\begin{column}{0.4\textwidth}
+  \scalebox{0.6}{\parbox{\linewidth}{
+
+  \begin{tikzpicture}[ampersand replacement=\&,remember picture,overlay]
+
+    \matrix (A)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}] at (2,-2.8)
+     {
+     A_{1,1} \& \cdots \& A_{1,k} \& \cdots \& A_{1,n} \\
+     \vdots \&  \& \vdots \&  \& \vdots \\
+     A_{i,1} \& \cdots \& A_{i,k} \& \cdots \& A_{i,n} \\
+     \vdots \&  \& \vdots \& \& \vdots \\
+     A_{m,1} \& \cdots \& A_{m,k} \& \cdots \& A_{m,n} \\
+     };
+
+     \matrix (B)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}] at (7.5,1.2)
+      {
+      B_{1,1} \& \cdots \& B_{1,j} \& \cdots \& B_{1,p} \\
+      \vdots \&  \& \vdots \&  \& \vdots \\
+      B_{k,1} \& \cdots \& B_{k,j} \& \cdots \& B_{k,p} \\
+      \vdots \&  \& \vdots \& \& \vdots \\
+      B_{n,1} \& \cdots \& B_{n,j} \& \cdots \& B_{n,p} \\
+      };
+
+     \matrix (C)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}] at (7.5,-2.8)
+      {
+      C_{1,1} \& \cdots \& C_{1,j} \& \cdots \& C_{1,p} \\
+      \vdots \&  \& \vdots \&  \& \vdots \\
+      C_{i,1} \& \cdots \& C_{i,j} \& \cdots \& C_{i,p} \\
+      \vdots \&  \& \vdots \& \& \vdots \\
+      C_{m,1} \& \cdots \& C_{m,j} \& \cdots \& C_{m,p} \\
+      };
+
+
+               \begin{scope}[on background layer]
+               \node[opacity=0.5, rounded corners=2pt, inner sep=-1pt, fill=green, fit=(A-3-1)(A-3-5)] {};
+               \node[opacity=0.5, rounded corners=2pt, inner sep=-1pt, fill=blue, fit=(B-1-3)(B-5-3)] {};
+               \node[opacity=0.5, rounded corners=2pt, inner sep=-1pt, fill=red, fit=(C-3-3)] {};
+
+               \end{scope}
+
+
+
+
+   \end{tikzpicture}
+   }}
+ \end{column}
+\end{columns}
+\end{frame}
+
+
+\begin{frame}
+  \frametitle{Algorithm}
+
+\begin{columns}
+  \begin{column}{0.6\textwidth}
+\begin{algorithm}[H]\caption{Square Matrix Multiplication}
+  \setlength{\lineskip}{7pt}
+  \begin{algorithmic}[1]
+    \Function{MM}{$\textbf{A}, \textbf{B}, \textbf{C}$}
+    \State $sum \gets 0$
+    \State $n \gets columns(\textbf{A}) == rows(\textbf{B})$
+    \State $m \gets rows(\textbf{A})$
+    \State $p \gets columns(\textbf{B})$
+
+      \For{$i = 0,1,2 \dots,m-1$}
+      \For{$j = 0,1,2 \dots,p-1$}
+      \State $sum \gets 0$
+      \For{$k = 0,1,2 \dots,n-1$}
+        \State $sum \gets  sum + \textbf{A}[i][k] \cdot \textbf{B}[k][j]$
+      \EndFor
+      \State $\textbf{C}[i][j] \gets  sum $
+      \EndFor
+      \EndFor
+      \State \textbf{return} $\textbf{C}$
+   \EndFunction
+  \end{algorithmic}
+\end{algorithm}
+\end{column}
+\begin{column}{0.4\textwidth}
+\Huge$\mathcal{O}(n^3)$
+\end{column}
+\end{columns}
+
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/slides/bigO.tex b/buch/papers/multiplikation/presentation/slides/bigO.tex
new file mode 100644
index 0000000..d425da8
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/bigO.tex
@@ -0,0 +1,251 @@
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+\begin{itemize}
+  \item <1-> Time complexity of an algorithm
+  \item <2-> How many multiplications in a function
+  \item <3-> Drop Constants
+\end{itemize}
+\end{frame}
+
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+  \onslide<1->{
+
+  \begin{algorithm}[H]\caption{Foo 1}
+    \setlength{\lineskip}{7pt}
+    \begin{algorithmic}[1]
+      \Function{foo}{$a, b$}
+        \State \textbf{return} $a+b$
+     \EndFunction
+    \end{algorithmic}
+  \end{algorithm}
+}
+\onslide<2->{
+$\mathcal{O}(1)$
+  }
+\end{frame}
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+  \onslide<1->{
+
+  \begin{algorithm}[H]\caption{Foo 2}
+    \setlength{\lineskip}{7pt}
+    \begin{algorithmic}[1]
+      \Function{foo}{$a, b$}
+        \State $ x \gets a+b $
+        \State $ y \gets a \cdot b $
+        \State \textbf{return} $x+y$
+     \EndFunction
+    \end{algorithmic}
+  \end{algorithm}
+}
+\onslide<2->{
+$\mathcal{O}(1) + \mathcal{O}(1) = 2\mathcal{O}(1) = \mathcal{O}(1) $
+  }
+\end{frame}
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+  \onslide<1->{
+
+  \begin{algorithm}[H]\caption{Foo 3}
+    \setlength{\lineskip}{7pt}
+    \begin{algorithmic}[1]
+      \Function{foo}{$\mathbf{A}, \mathbf{B}$,n}
+      \State $ sum \gets 0$
+      \For{$i = 0,1,2 \dots,n$}
+        \State $ sum \gets sum + A[i] \cdot B[i] $
+        \EndFor
+
+        \State \textbf{return} $sum$
+
+     \EndFunction
+    \end{algorithmic}
+  \end{algorithm}
+}
+\onslide<2->{
+$\mathcal{O}(n)$
+  }
+\end{frame}
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+  \onslide<1->{
+
+  \begin{algorithm}[H]\caption{Foo 4}
+    \setlength{\lineskip}{7pt}
+    \begin{algorithmic}[1]
+      \Function{foo}{$\mathbf{A}, \mathbf{B}$,n}
+      \State $ sum \gets 0$
+      \For{$i = 0,1,2 \dots,n$}
+      \For{$j = 0,1,2 \dots,n$}
+      \State $ sum \gets sum + A[i] \cdot B[j] $
+      \EndFor
+      \EndFor
+        \State \textbf{return} $sum$
+     \EndFunction
+    \end{algorithmic}
+  \end{algorithm}
+}
+\onslide<2->{
+$\mathcal{O}(n^2)$
+  }
+\end{frame}
+
+% \begin{frame}
+%   \frametitle{Big $\mathcal{O}$ notation}
+%   \onslide<1->{
+%
+%   \begin{algorithm}[H]\caption{Fibonacci}
+%     \setlength{\lineskip}{7pt}
+%     \begin{algorithmic}[1]
+%       \Function{fib}{$n$}
+%       \If{$n <= 1$}
+%       \State \textbf{return} $1$
+%       \Else
+%         \State \textbf{return} fib($n-1$) + fib($n-2$)
+%         \EndIf
+%
+%      \EndFunction
+%     \end{algorithmic}
+%   \end{algorithm}
+% }
+% \onslide<2->{
+% \[
+% \langle x,y \rangle =
+% \begin{cases}
+%  \displaystyle $\mathcal{O}(1)$  & \text{if  $n \leq 2$}\\
+% \displaystyle $ 2 \mathcal{T}(\frac{n}{2})$  & \text{if  $n > 2$}
+% \end{cases}
+% \]  }
+% \end{frame}
+
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+\begin{tikzpicture}
+\begin{axis}[
+    axis lines = left,
+    xlabel = $n$ (Data Input),
+    ylabel = {$t$ (time)},
+    legend pos=north east,
+    very thick,
+    ymax = 20,
+    yticklabels=\empty,
+    xticklabels=\empty,
+    scale only axis=true,
+  width=12cm, height=6cm,
+    ]
+%Below the red parabola is defined
+\addplot [
+    domain= 1:6,
+    samples=100,
+    color=red,
+]
+{1};
+\addlegendentry{$\mathcal{O}(1)$}
+%Here the blue parabloa is defined
+\addplot [
+    domain= 1:6,
+    samples=100,
+    color=green,
+]
+{x};
+\addlegendentry{$\mathcal{O}(n)$}
+\addplot [
+    domain= 1:6,
+    samples=100,
+    color=blue,
+]
+{x^2};
+\addlegendentry{$\mathcal{O}(n^2)$}
+\addplot [
+    domain= 1:6,
+    samples=100,
+    color=purple,
+]
+{x^3};
+\addlegendentry{$\mathcal{O}(n^3)$}
+\addplot [
+    domain= 1:3,
+    samples=100,
+    color=black,
+]
+{exp(x)};
+\addlegendentry{$\mathcal{O}(e^n)$}
+\addplot [
+    domain= 1:6,
+    samples=100,
+    color=orange,
+]
+{log2(x)};
+\addlegendentry{$\mathcal{O}(\log n)$}
+\end{axis}
+\end{tikzpicture}
+
+\end{frame}
+
+\begin{frame}
+  \frametitle{Big $\mathcal{O}$ notation}
+\begin{tikzpicture}
+\begin{axis}[
+    axis lines = left,
+    xlabel = $n$ (Data Input),
+    ylabel = {$t$ (time)},
+    legend pos=north east,
+    very thick,
+    ymax = 500,
+    yticklabels=\empty,
+    xticklabels=\empty,
+    scale only axis=true,
+  width=12cm, height=6cm,
+    ]
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=red,
+]
+{1};
+\addlegendentry{$\mathcal{O}(1)$}
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=green,
+]
+{x};
+\addlegendentry{$\mathcal{O}(n)$}
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=blue,
+]
+{x^2};
+\addlegendentry{$\mathcal{O}(n^2)$}
+\addplot [
+    domain= 1:10,
+    samples=100,
+    color=purple,
+]
+{x^3};
+\addlegendentry{$\mathcal{O}(n^3)$}
+\addplot [
+    domain= 1:10,
+    samples=100,
+    color=black,
+]
+{exp(x)};
+\addlegendentry{$\mathcal{O}(e^n)$}
+\addplot [
+    domain= 1:20,
+    samples=100,
+    color=orange,
+]
+{log2(x)};
+\addlegendentry{$\mathcal{O}(\log n)$}
+\end{axis}
+\end{tikzpicture}
+
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/slides/blas.tex b/buch/papers/multiplikation/presentation/slides/blas.tex
new file mode 100644
index 0000000..ed498a3
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/blas.tex
@@ -0,0 +1,18 @@
+\begin{frame}
+\frametitle{BLAS, LAPACK}
+\begin{itemize}
+  \item Basic Linear Algebra Subprograms
+  \begin{itemize}
+    \item $\mathbf{y} = \alpha \mathbf{x}+\mathbf{y}$
+    \item $\mathbf{y} = \alpha \mathbf{A}\mathbf{x}+ \beta \mathbf{y}$
+    \item $\mathbf{C} = \alpha \mathbf{A}\mathbf{B}+ \beta \mathbf{C}$
+
+  \end{itemize}
+  \item Linear Algebra Package
+  \begin{itemize}
+    \item QR decomposition
+    \item Singular value decomposition
+    \item Eigenvalues
+  \end{itemize}
+\end{itemize}
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/slides/conclusuion.tex b/buch/papers/multiplikation/presentation/slides/conclusuion.tex
new file mode 100644
index 0000000..e69de29
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/conclusuion.tex
diff --git a/buch/papers/multiplikation/presentation/slides/logo.pdf b/buch/papers/multiplikation/presentation/slides/logo.pdf
new file mode 100644
index 0000000..d78ca88
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/logo.pdf
diff --git a/buch/papers/multiplikation/presentation/slides/meas.tex b/buch/papers/multiplikation/presentation/slides/meas.tex
new file mode 100644
index 0000000..489c010
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/meas.tex
@@ -0,0 +1,42 @@
+\begin{frame}
+  \frametitle{Measurements Python}
+  \only<1>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_8.pdf}}
+  \only<2>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_16.pdf}}
+  \only<3>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_32.pdf}}
+  \only<4>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_64.pdf}}
+  \only<5>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_128.pdf}}
+  \only<6>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_256.pdf}}
+  \only<7>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_512.pdf}}
+  \only<8>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/meas_1024.pdf}}
+\end{frame}
+
+
+\begin{frame}
+  \frametitle{Measurements C}
+  \only<1>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_8.pdf}}
+  \only<2>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_16.pdf}}
+  \only<3>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_32.pdf}}
+  \only<4>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_64.pdf}}
+  \only<5>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_128.pdf}}
+  \only<6>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_256.pdf}}
+  \only<7>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_512.pdf}}
+  \only<8>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_1024.pdf}}
+  \only<9>{
+  \includegraphics[width=\textwidth,height=0.9\textheight,keepaspectratio]{../code/c_meas_2048.pdf}}
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/slides/nn.tex b/buch/papers/multiplikation/presentation/slides/nn.tex
new file mode 100644
index 0000000..e74e970
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/nn.tex
@@ -0,0 +1,97 @@
+
+\begin{frame}
+  \frametitle{Neural Network}
+  \centering
+\newcommand{\inputnum}{4}
+
+% Hidden layer neurons'number
+\newcommand{\hiddennumA}{5}
+\newcommand{\hiddennumB}{6}
+
+% Output layer neurons'number
+\newcommand{\outputnum}{4}
+
+\begin{tikzpicture}
+
+
+% Input Layer
+\foreach \i in {1,...,\inputnum}
+{
+	\node[circle,
+		minimum size = 6mm,
+		fill=blue!30] (Input-\i) at (0,-\i) {};
+}
+
+% Hidden Layer1
+\foreach \i in {1,...,\hiddennumA}
+{
+	\node[circle,
+		minimum size = 6mm,
+		fill=red!50,
+		yshift=(\hiddennumA-\inputnum)*5 mm
+	] (Hidden1-\i) at (2.5,-\i) {};
+}
+
+% Hidden Layer2
+\foreach \i in {1,...,\hiddennumB}
+{
+	\node[circle,
+		minimum size = 6mm,
+		fill=red!50,
+		yshift=(\hiddennumB-\inputnum)*5 mm
+	] (Hidden2-\i) at (5,-\i) {};
+}
+
+% Output Layer
+\foreach \i in {1,...,\outputnum}
+{
+	\node[circle,
+		minimum size = 6mm,
+		fill=green!50,
+		yshift=(\outputnum-\inputnum)*5 mm
+	] (Output-\i) at (7.5,-\i) {};
+}
+
+% Connect neurons In-Hidden
+\foreach \i in {1,...,\inputnum}
+{
+	\foreach \j in {1,...,\hiddennumA}
+	{
+		\draw[->, shorten >=1pt] (Input-\i) -- (Hidden1-\j);
+	}
+}
+
+% Connect neurons In-Hidden
+\foreach \i in {1,...,\hiddennumA}
+{
+	\foreach \j in {1,...,\hiddennumB}
+	{
+		\draw[->, shorten >=1pt] (Hidden1-\i) -- (Hidden2-\j);
+	}
+}
+
+% Connect neurons Hidden-Out
+\foreach \i in {1,...,\hiddennumB}
+{
+	\foreach \j in {1,...,\outputnum}
+	{
+		\draw[->, shorten >=1pt] (Hidden2-\i) -- (Output-\j);
+	}
+}
+
+% Inputs
+\foreach \i in {1,...,\inputnum}
+{
+	\draw[<-, shorten <=1pt] (Input-\i) -- ++(-1,0)
+		node[left]{\LARGE{$x_{\i}$}};
+}
+
+% Outputs
+\foreach \i in {1,...,\outputnum}
+{
+	\draw[->, shorten <=1pt] (Output-\i) -- ++(1,0)
+		node[right]{\LARGE{$y_{\i}$}};
+}
+
+\end{tikzpicture}
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/slides/parcomp.tex b/buch/papers/multiplikation/presentation/slides/parcomp.tex
new file mode 100644
index 0000000..1ba39ee
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/parcomp.tex
@@ -0,0 +1,66 @@
+% !TEX root = presentation.tex
+
+\begin{frame}
+  \frametitle{Vector-Matrix Multiplication}
+\center{
+  \begin{tikzpicture}[ampersand replacement=\&]
+
+    \matrix (A)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}]
+     {
+     A_{1,1} \& A_{1,2} \& A_{1,3} \& A_{1,4} \\
+     };
+
+    \matrix (B)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}] at (5,-0.95)
+     {
+     B_{1,1} \& B_{1,2} \& B_{1,3} \& B_{1,4} \& B_{1,5} \\
+     B_{2,1} \& B_{2,2} \& B_{2,3} \& B_{2,4} \& B_{2,5} \\
+     B_{3,1} \& B_{3,2} \& B_{3,3} \& B_{3,4} \& B_{3,5} \\
+     B_{4,1} \& B_{4,2} \& B_{4,3} \& B_{4,4} \& B_{4,5} \\
+     };
+
+     \matrix (C)[matrix of math nodes, label skeleton, left delimiter=[,right delimiter={]}] at (5,-3)
+      {
+      C_{1,1} \& C_{1,2} \& C_{1,3} \& C_{1,4} \& C_{1,5}\\
+      };
+
+      \foreach \i in {1,...,4}
+      {
+      \pgfmathtruncatemacro{\ii}{\i+1}
+          \onslide<\ii>{
+
+       \foreach \j in {1,...,5}
+       {
+        \draw[thick] (A-1-\i.south) to [out=-90,in=135]node[visible on=<\i->, anchor=north]{} (B-\i-\j.center);
+
+          }
+        }
+        }
+
+
+     \end{tikzpicture}
+}
+\end{frame}
+
+
+\begin{frame}
+  \frametitle{DSP Architecture}
+\scalebox{2}{
+  \begin{tikzpicture}
+    \node (mul) at (0,0) [circle,draw=black,inner sep=0pt,minimum size=0.5cm] {X};
+    \node (mac) at (2,0) [circle,draw=black,inner sep=0pt,minimum size=0.5cm] {\textbf{+}};
+
+    \node at (-2,0.3) {$A[n]$};
+    \node at (0.4,2) {$B[n]$};
+    \node at (4,0.3) {$C[n]$};
+
+    \draw[thick, ->] (-2,0) --++ (mul);
+    \draw[thick, ->] (0,2) --++ (mul);
+    \draw[thick, ->] (mul) -- (mac);
+    \draw[thick] (mac) --++ (1,0) node (i) {};
+    \draw[thick, ->] (i.center) --++ (0,1) --++ (-1,0) -- (mac);
+    \draw[thick, ->] (i.center) --++ (1,0);
+
+
+  \end{tikzpicture}
+  }
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/slides/slides.tex b/buch/papers/multiplikation/presentation/slides/slides.tex
new file mode 100644
index 0000000..64edb86
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/slides.tex
@@ -0,0 +1,15 @@
+% !TEX root = presentation.tex
+\begin{frame}
+\titlepage
+\end{frame}
+%
+\section{Big $\mathcal{O}$}
+\input{slides/BigO.tex}
+\section{Strassen's Algorithm}
+\input{slides/strassen.tex}
+% \input{slides/nn.tex}
+\section{Measurements}
+\input{slides/meas.tex}
+% \input{slides/parcomp.tex}
+\section{How To Matrix Multiply}
+\input{slides/blas.tex}
diff --git a/buch/papers/multiplikation/presentation/slides/strassen.tex b/buch/papers/multiplikation/presentation/slides/strassen.tex
new file mode 100644
index 0000000..c3398d5
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/slides/strassen.tex
@@ -0,0 +1,429 @@
+\begin{frame}
+  \frametitle{Strassen's Algorithm}
+            \includegraphics[page=1,width=\textwidth,height=0.8\textheight,keepaspectratio]{../papers/Strassen_original_1969.pdf}
+      \includegraphics[page=2,width=\textwidth,height=0.8\textheight,keepaspectratio]{../papers/Strassen_original_1969.pdf}      \includegraphics[page=3,width=\textwidth,height=0.8\textheight,keepaspectratio]{../papers/Strassen_original_1969.pdf}
+          \end{frame}
+
+\begin{frame}
+  \frametitle{Strassen's Algorithm}
+  \centering
+  \large
+\onslide<1->{
+  $
+  \mathbf{A B = C}
+  $
+}
+
+\onslide<2->{
+
+
+\medskip
+  $
+  \begin{bmatrix}
+  A_{11} & A_{12}\\
+  A_{21} & A_{22}
+  \end{bmatrix}
+  \begin{bmatrix}
+  B_{11} & B_{12}\\
+  B_{21} & B_{22}
+  \end{bmatrix}
+  =
+  \begin{bmatrix}
+  C_{11} & C_{12}\\
+  C_{21} & C_{22}
+  \end{bmatrix}
+  $
+  }
+
+
+  \onslide<3->{
+
+\medskip
+$
+C_{11} = A_{11} \cdot B_{11} + A_{12} \cdot B_{21}
+$
+
+$
+C_{12} = A_{11} \cdot B_{12} + A_{12} \cdot B_{22}
+$
+
+$
+C_{21} = A_{21} \cdot B_{11} + A_{22} \cdot B_{21}
+$
+
+$
+C_{22} = A_{21} \cdot B_{12} + A_{22} \cdot B_{22}
+$
+}
+\end{frame}
+
+\input{slides/algo.tex}
+
+
+
+\begin{frame}
+  \frametitle{Strassen's Algorithm}
+  \begin{columns}
+    \begin{column}{0.5\textwidth}
+      \onslide<1->{
+      \large
+      \begin{math}
+      \begin{aligned}
+      \text{I}   &= (A_{11} + A_{22}) \cdot (B_{11} + B_{22}) \\
+      \text{II}  &= (A_{21} + A_{22}) \cdot B_{11} \\
+      \text{III} &= A_{11} \cdot (B_{12}-B_{22}) \\
+      \text{IV}  &= A_{22} \cdot (-B_{11}+B_{21}) \\
+      \text{V}   &= (A_{11} + A_{12}) \cdot B_{22} \\
+      \text{VI}  &= (-A_{11} + A_{21}) \cdot (B_{11} + B_{12}) \\
+      \text{VII} &= (A_{12} - A_{22}) \cdot (B_{21} + B_{22}) \\
+      \end{aligned}
+      \end{math}
+      }
+    \end{column}
+
+    \begin{column}{0.5\textwidth}
+        \onslide<2->{
+        \large
+        \begin{math}
+        \begin{aligned}
+        C_{11} &= \text{I} + \text{IV} - \text{V} + \text{VII} \\
+        C_{21} &= \text{II} + \text{IV} \\
+        C_{12} &= \text{III} + \text{V}\\
+        C_{22} &= \text{I} + \text{III} - \text{II} + \text{VI} \\
+        \end{aligned}
+        \end{math}
+        }
+    \end{column}
+\end{columns}
+
+\onslide<3->{
+
+\bigskip
+\centering
+\tiny
+\begin{math}
+\begin{aligned}
+  C_{11} &= (A_{11} + A_{22}) \cdot (B_{11} + B_{22}) + A_{22} \cdot (-B_{11}+B_{21}) - (A_{11} + A_{12}) \cdot B_{22} + (A_{12} - A_{22}) \cdot (B_{21} + B_{22}) \\
+  C_{11} &= A_{11}B_{11} + A_{11}B_{22} + A_{22}B_{11} + A_{22}B_{22} -A_{22}B_{11}+A_{22}B_{21} - A_{11}B_{22} - A_{12}B_{22}+ A_{12}B_{21} + A_{12}B_{22} - A_{22}B_{21} - A_{22}B_{22} \\
+  C_{11} &= A_{11}B_{11} + A_{12}B_{21}
+\end{aligned}
+\end{math}
+}
+
+\end{frame}
+
+
+\begin{frame}
+\begin{adjustbox}{width=\textwidth}
+\begin{tikzpicture}[ampersand replacement=\&]
+
+  \foreach \i in {1,...,4}
+  {
+  \small{
+    \matrix (X\i)[matrix of math nodes,nodes in empty cells,
+              nodes = {draw, minimum size=10mm,
+                       anchor=center,
+                       inner sep=0pt, outer sep=0pt},
+              column sep=-\pgflinewidth,
+              row sep=-\pgflinewidth,
+              ] at (0,-\i*5)
+   {
+   A_{11}B_{11} \& A_{12}B_{11} \& A_{21}B_{11} \& A_{22}B_{11} \\
+   A_{11}B_{21} \& A_{12}B_{21} \& A_{21}B_{21} \& A_{22}B_{21} \\
+   A_{11}B_{11} \& A_{12}B_{12} \& A_{21}B_{12} \& A_{22}B_{12} \\
+   A_{11}B_{22} \& A_{12}B_{22} \& A_{21}B_{22} \& A_{22}B_{22} \\
+   };}
+
+    \foreach \j in {1,...,7}
+    {
+    \matrix(M\i\j)[matrix of math nodes,nodes in empty cells,
+                nodes = {draw, minimum size=10mm,
+                         anchor=center,
+                         inner sep=0pt, outer sep=0pt},
+                column sep=-\pgflinewidth,
+                row sep=-\pgflinewidth,
+                ] at (\j*5,-\i*5)
+     {
+     \& \& \& \\
+     \& \& \& \\
+     \& \& \& \\
+     \& \& \& \\
+     };
+   }
+ }
+
+\huge{
+ \node at (-3,-20)  {$C_{22}=$};
+ \node at (-3,-15) {$C_{21}=$} ;
+ \node at (-3,-10) {$C_{12}=$} ;
+ \node at (-3,-5) {$C_{11}=$} ;
+
+ \node at (5,-2)  {I};
+ \node at (10,-2)  {II};
+ \node at (15,-2)  {III};
+ \node at (20,-2)  {IV};
+ \node at (25,-2)  {V};
+ \node at (30,-2)  {VI};
+ \node at (35,-2)  {VII};
+ }
+
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X1-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X1-2-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X2-3-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X2-4-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X3-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X3-2-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X4-3-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X4-4-4)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-4-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M14-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M14-2-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M15-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M15-4-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M17-2-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M17-4-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M17-2-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M17-4-2)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M23-3-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M23-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M25-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M25-4-2)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M32-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M32-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M34-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M34-2-4)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-4-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M42-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M42-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M43-3-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M43-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M46-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M46-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M46-3-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M46-3-1)] {};
+\end{tikzpicture}
+\end{adjustbox}
+\end{frame}
+
+
+\begin{frame}
+  \frametitle{Strassen's Algorithm}
+  \begin{columns}
+    \begin{column}{0.5\textwidth}
+      \large
+      \begin{math}
+      \begin{aligned}
+      \text{I}   &= (A_{11} + A_{22}) \cdot (B_{11} + B_{22}) \\
+      \text{II}  &= (A_{21} + A_{22}) \cdot B_{11} \\
+      \text{III} &= A_{11} \cdot (B_{12}-B_{22}) \\
+      \text{IV}  &= A_{22} \cdot (-B_{11}+B_{21}) \\
+      \text{V}   &= (A_{11} + A_{12}) \cdot B_{22} \\
+      \text{VI}  &= (-A_{11} + A_{21}) \cdot (B_{11} + B_{12}) \\
+      \text{VII} &= (A_{12} - A_{22}) \cdot (B_{21} + B_{22}) \\
+      \end{aligned}
+      \end{math}
+
+    \end{column}
+
+    \begin{column}{0.5\textwidth}
+        \large
+        \begin{math}
+        \begin{aligned}
+        C_{11} &= \text{I} + \text{IV} - \text{V} + \text{VII} \\
+        C_{21} &= \text{II} + \text{IV} \\
+        C_{12} &= \text{III} + \text{V}\\
+        C_{22} &= \text{I} + \text{III} - \text{II} + \text{VI} \\
+        \end{aligned}
+        \end{math}
+
+    \end{column}
+\end{columns}
+\end{frame}
+
+
+
+\begin{frame}
+  \frametitle{Strassen's Algorithm}
+
+\begin{columns}
+  \begin{column}{0.5\textwidth}
+\large
+\begin{math}
+\begin{aligned}
+\text{\textbf{I}}   &= (\mathbf{A_{11}} + \mathbf{A_{22}}) \cdot (\mathbf{B_{11}} + \mathbf{B_{22}}) \\
+\text{\textbf{II}}  &= (\mathbf{A_{21}} + \mathbf{A_{22}}) \cdot \mathbf{B_{11}} \\
+\text{\textbf{III}} &= \mathbf{A_{11}} \cdot (\mathbf{B_{12}}-\mathbf{B_{22}}) \\
+\text{\textbf{IV}}  &= \mathbf{A_{22}} \cdot (-\mathbf{B_{11}}+\mathbf{B_{21}}) \\
+\text{\textbf{V}}   &= (\mathbf{A_{11}} + \mathbf{A_{12}}) \cdot \mathbf{B_{22}} \\
+\text{\textbf{VI}}  &= (-\mathbf{A_{11}} + \mathbf{A_{21}}) \cdot (\mathbf{B_{11}} + \mathbf{B_{12}}) \\
+\text{\textbf{VII}} &= (\mathbf{A_{12}} - \mathbf{A_{22}}) \cdot (\mathbf{B_{21}} + \mathbf{B_{22}}) \\
+\end{aligned}
+\end{math}
+
+\end{column}
+
+\begin{column}{0.5\textwidth}
+  \large
+  \begin{math}
+  \begin{aligned}
+  \mathbf{C_{11}} &= \text{\textbf{I}} + \text{\textbf{IV}} - \text{\textbf{V}} + \text{\textbf{VII}} \\
+  \mathbf{C_{21}} &= \text{\textbf{II}} + \text{\textbf{IV}} \\
+  \mathbf{C_{12}} &= \text{\textbf{III}} + \text{\textbf{V}}\\
+  \mathbf{C_{22}} &= \text{\textbf{I}} + \text{\textbf{III}} - \text{\textbf{II}} + \text{\textbf{VI}} \\
+  \end{aligned}
+  \end{math}
+
+\end{column}
+\end{columns}
+
+\end{frame}
+
+\begin{frame}
+  \frametitle{Algorithm}
+  \onslide<1->{
+
+  \scalebox{0.45}{\parbox{\linewidth}{
+    \begin{algorithm}[H]\caption{Strassen Matrix Multiplication}
+      \setlength{\lineskip}{7pt}
+      \begin{algorithmic}[1]
+        \Function{strassen}{$\textbf{A}, \textbf{B}, n$}
+        \If{$n = 2$}
+        \State  $ \mathbf{C} \gets zeros((n, n))$
+        \State $P  \gets (A[0][0]+A[1][1])\cdot( B[0][0]+B[1][1])$
+        \State   $Q  \gets (A[1][0]+A[1][1])\cdot B[0][0]$
+        \State   $R  \gets A[0][0]\cdot (B[0][1]-B[1][1])$
+        \State   $S  \gets A[1][1]\cdot (B[1][0]-B[0][0])$
+        \State   $T  \gets (A[0][0]+A[0][1])\cdot B[1][1]$
+        \State   $U  \gets (A[1][0]-A[0][0])\cdot (B[0][0]+B[0][1])$
+        \State   $V  \gets (A[0][1]-A[1][1])\cdot (B[1][0]+B[1][1])$
+        \State   $C[0][0]  \gets P+S-T+V$
+        \State   $C[0][1]  \gets R+T$
+        \State   $C[1][0]  \gets Q+S$
+        \State   $C[1][1]  \gets P+R-Q+U$
+        \Else
+      \State  $ m \gets n/2$
+  \State $\mathbf{A11}, \mathbf{A12}, \mathbf{A21}, \mathbf{A22} \gets \mathbf{A}[:m][:m], \mathbf{A}[:m][m:], \mathbf{A}[m:][:m], \mathbf{A}[m:][m:]$
+  \State $\mathbf{B11}, \mathbf{B12}, \mathbf{B21}, \mathbf{B22} \gets \mathbf{B}[:m][:m], \mathbf{B}[:m][m:], \mathbf{B}[m:][:m], \mathbf{B}[m:][m:]$
+
+  \State $ \mathbf{P} \gets \text{strassen}((\mathbf{A11}+ \mathbf{A22}),(\mathbf{B11}+\mathbf{B22}), m)$
+  \State $ \mathbf{Q} \gets \text{strassen}((\mathbf{A21}+ \mathbf{A22}), \mathbf{B11},m)$
+  \State $ \mathbf{R} \gets \text{strassen}( \mathbf{A11},(\mathbf{B12}-  \mathbf{B22}),m)$
+  \State $ \mathbf{S} \gets \text{strassen}( \mathbf{A22},(\mathbf{B21}-  \mathbf{B11}),m)$
+  \State $ \mathbf{T} \gets \text{strassen}((\mathbf{A11}+ \mathbf{A12}), \mathbf{B22},m)$
+  \State $ \mathbf{U} \gets \text{strassen}((\mathbf{A21}- \mathbf{A11}),(\mathbf{B11}+\mathbf{B12}),m)$
+  \State $ \mathbf{V} \gets \text{strassen}((\mathbf{A12}- \mathbf{A22}),(\mathbf{B21}+\mathbf{B22}),m)$
+
+
+
+  \State   $\mathbf{C11}  \gets \mathbf{P+S-T+V}$
+  \State   $\mathbf{C12}  \gets \mathbf{R+T}$
+  \State   $\mathbf{C21}  \gets \mathbf{Q+S}$
+  \State   $\mathbf{C22}  \gets \mathbf{P+R-Q+U}$
+  \State $  C \gets vstack((hstack((C11, C12)), hstack((C21, C22))))$
+
+        \EndIf
+        \State \textbf{return} $\textbf{C}$
+
+       \EndFunction
+      \end{algorithmic}
+  \end{algorithm}
+    }}}
+%     \[
+%   \mathcal{T}(n) = \left\{\begin{array}{lr}
+%       1, & \text{if}  n \leq 2\\
+%       7 \mathcal{T}(\frac{n}{2}) + n^2, & \text{if} n > 2\\
+%       \end{array}\right\}
+% \]
+\only<2>{
+    $
+    \mathcal{T}(n) =
+    \begin{cases}
+      1  & \text{if }  n \leq 2\\
+      7 \cdot \mathcal{T}(\frac{n}{2}) + n^2  & \text{if }  n > 2
+    \end{cases} = \mathcal{O}(n^{\log_2 7})$
+
+}
+\only<3>{
+    $
+    \mathcal{T}(n) =
+    \begin{cases}
+      1  & \text{if }  n \leq 2\\
+      7 \cdot \mathcal{T}(\frac{n}{2}) + n^2  & \text{if }  n > 2
+    \end{cases} = \mathcal{O}(n^{2.81})$
+
+}
+
+\end{frame}
+
+\begin{frame}
+  \frametitle{Algorithm}
+  \onslide<1->{
+
+  \scalebox{0.45}{\parbox{\linewidth}{
+    \begin{algorithm}[H]\caption{Strassen Matrix Multiplication}
+      \setlength{\lineskip}{7pt}
+      \begin{algorithmic}[1]
+        \Function{MM}{$\textbf{A}, \textbf{B}, n$}
+        \If{$n = 2$}
+        \State  $ \mathbf{C} \gets zeros((n, n))$
+                \State  $C[0, 0] \gets  A[0][0]*B[0][0]+A[0][1]*B[1][0]$
+                \State  $C[0, 1] \gets  A[0][0]*B[0][1]+A[0][1]*B[1][1]$
+                \State  $C[1, 0] \gets  A[1][0]*B[0][0]+A[1][1]*B[1][0]$
+                \State  $C[1, 1] \gets  A[1][0]*B[0][1]+A[1][1]*B[1][1]$
+        \Else
+      \State  $ m \gets n/2$
+  \State $\mathbf{A11}, \mathbf{A12}, \mathbf{A21}, \mathbf{A22} \gets \mathbf{A}[:m][:m], \mathbf{A}[:m][m:], \mathbf{A}[m:][:m], \mathbf{A}[m:][m:]$
+  \State $\mathbf{B11}, \mathbf{B12}, \mathbf{B21}, \mathbf{B22} \gets \mathbf{B}[:m][:m], \mathbf{B}[:m][m:], \mathbf{B}[m:][:m], \mathbf{B}[m:][m:]$
+
+    \State $\mathbf{C11} \gets \text{MM}(\mathbf{A11}, \mathbf{B11}) + \text{MM}(\mathbf{A12}, \mathbf{B21})$
+    \State $\mathbf{C12} \gets \text{MM}(\mathbf{A11},\mathbf{B12}) + \text{MM}(\mathbf{A12},\mathbf{B22})$
+    \State $\mathbf{C21} \gets \text{MM}(\mathbf{A21}, \mathbf{B11}) + \text{MM}(\mathbf{A22}, \mathbf{B21})$
+    \State $\mathbf{C22} \gets \text{MM}(\mathbf{A21}, \mathbf{B12}) + \text{MM}(\mathbf{A22}, \mathbf{B22})$
+    \State $  C \gets vstack((hstack((C11, C12)), hstack((C21, C22))))$
+
+        \EndIf
+        \State \textbf{return} $\textbf{C}$
+
+       \EndFunction
+      \end{algorithmic}
+  \end{algorithm}
+  \bigskip
+  \bigskip
+  \bigskip
+  \bigskip
+  \bigskip
+    }}}
+
+\only<2>{
+
+
+    $
+    \mathcal{T}(n) =
+    \begin{cases}
+      1  & \text{if }  n \leq 2\\
+      8 \cdot \mathcal{T}(\frac{n}{2}) + n^2  & \text{if }  n > 2
+    \end{cases} = \mathcal{O}(n^{\log_2 8})$
+
+}
+\only<3>{
+    $
+    \mathcal{T}(n) =
+    \begin{cases}
+      1  & \text{if }  n \leq 2\\
+      8 \cdot \mathcal{T}(\frac{n}{2}) + n^2  & \text{if }  n > 2
+    \end{cases} = \mathcal{O}(n^{3})$
+
+}
+
+\end{frame}
diff --git a/buch/papers/multiplikation/presentation/tikz/algo.pdf b/buch/papers/multiplikation/presentation/tikz/algo.pdf
new file mode 100644
index 0000000..752f42e
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/tikz/algo.pdf
diff --git a/buch/papers/multiplikation/presentation/tikz/algo.tex b/buch/papers/multiplikation/presentation/tikz/algo.tex
new file mode 100644
index 0000000..0b2c567
--- /dev/null
+++ b/buch/papers/multiplikation/presentation/tikz/algo.tex
@@ -0,0 +1,52 @@
+\documentclass[border=10pt]{article}
+\usepackage[left=25mm,right=25mm,top=25mm,bottom=25mm]{geometry}
+\usepackage[utf8]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{times}
+\usepackage{geometry}
+\usepackage{amsmath}
+\usepackage{amssymb}
+\usepackage{mathrsfs}
+\usepackage{amsfonts}
+\usepackage{amsthm}
+\usepackage{lipsum}
+\usepackage{amscd}
+\usepackage{graphicx}
+\usepackage{fancyhdr}
+\usepackage{textcomp}
+\usepackage{txfonts}
+\usepackage[all]{xy}
+\usepackage{paralist}
+\usepackage[colorlinks=true]{hyperref}
+\usepackage{array}
+\usepackage{tikz}
+\usepackage{slashed}
+\usepackage{pdfpages}
+\usepackage{cite}
+\usepackage{url}
+\usepackage{algorithm}
+\usepackage[noend]{algpseudocode}
+\usepackage{listings}
+\usepackage{multirow}
+\usepackage{color}
+
+\begin{document}
+
+\begin{algorithm}[H]\caption{Square Matrix Multiplication}
+  \setlength{\lineskip}{7pt}
+  \begin{algorithmic}[1]
+    \Function{MM}{$\textbf{A}, \textbf{B}, \textbf{C}, n$}
+    \State $sum \gets 0$
+      \For{$i = 0,1,2 \dots,n-1$}
+      \For{$j = 0,1,2 \dots,n-1$}
+      \State $sum \gets 0$
+      \For{$k = 0,1,2 \dots,n-1$}
+        \State $sum \gets  sum + \textbf{A}[i][k] \cdot \textbf{B}[k][j]$
+      \EndFor
+      \State $\textbf{C}[i][j] \gets  sum $
+      \EndFor
+      \EndFor
+    \EndFunction
+  \end{algorithmic}
+\end{algorithm}
+\end{document}
diff --git a/buch/papers/multiplikation/problemstellung.tex b/buch/papers/multiplikation/problemstellung.tex
new file mode 100755
index 0000000..b20a791
--- /dev/null
+++ b/buch/papers/multiplikation/problemstellung.tex
@@ -0,0 +1,104 @@
+%
+% teil1.tex -- Beispiel-File für das Paper
+%
+% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
+%
+\section{Problemstellung}
+\rhead{Problemstellung}
+Dank der breiten Anwendung der Matrizenmultiplikation ist eine effiziente L\"osung dieser Operation von grosser Bedeutung.
+Das Ziel dieses Papers ist verschiedenen Algorithmen der Matrizenmultiplikation vorzustellen.
+Wobei gezielt auf Algorithmen, welche das Problem schneller als der Standard Algorithmus L\"osen eingegangen wird.
+
+\subsection{Big $\mathcal{O}$ Notation}
+Die Big $\mathcal{O}$ Notation beschreibt die Laufzeitkomplexit\"at eines Algorithmus \cite{multiplikation:bigo}.
+$f(x) \in \mathcal{O}(g(x))$ besagt das die Funktion $f$ nicht wesentlich schneller w\"achst als $g$ wenn $x \rightarrow \infty$.
+Vereinfacht werden f\"ur Algorithmen die folgende Notation verwendet:
+\begin{itemize}
+	\item $f \in \mathcal{O}(1) \rightarrow f$ ist beschr\"ankt
+	\item $f \in \mathcal{O}(n) \rightarrow f$ w\"achst linear
+	\item $f \in \mathcal{O}(n^2) \rightarrow f$ w\"achst quadratisch
+	\item $f \in \mathcal{O}(\log n) \rightarrow f$ w\"achst logarithmisch
+	\item $f \in \mathcal{O}(n \log n) \rightarrow f$ hat super-lineares Wachstum
+	\item $f \in \mathcal{O}(e^n) \rightarrow f$ w\"achst exponentiell
+	\item usw.
+\end{itemize}
+
+In der Abbildung \ref{multiplikation:fig:bigo} k\"onnen die Verschiedenen Laufzeiten miteinander verglichen werden. 
+
+\begin{figure}
+	\center
+	\includegraphics[]{papers/multiplikation/images/bigo}
+	\caption{Verschiedene Laufzeiten}
+	\label{multiplikation:fig:bigo}
+\end{figure}
+
+\subsubsection{Beispiel Algorithmen}
+\paragraph{Beschr\"ankter Algorithmus}
+
+Ein Beispiel eines Beschr\"ankter Verhalten $\mathcal{O}(1)$, kann im Algorithmus \ref{multiplikation:alg:b1} entnommen werden.
+
+\begin{algorithm}\caption{}
+	\label{multiplikation:alg:b1}
+	\setlength{\lineskip}{7pt}
+	\begin{algorithmic}
+		\Function{B1}{$a, b$}
+		\State \textbf{return} $a+b$
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+Wobei Konstanten nicht beachtet werden, der Algorithmus \ref{multiplikation:alg:b2} f\"uhrt ebenso zu  $\mathcal{O}(1)$ und nicht zu $\mathcal{O}(2)$.
+
+\begin{algorithm}\caption{}
+	\label{multiplikation:alg:b2}
+	\setlength{\lineskip}{7pt}
+	\begin{algorithmic}
+		\Function{B2}{$a, b$}
+		\State $ x \gets a+b $
+		\State $ y \gets a \cdot b $
+		\State \textbf{return} $x+y$
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+\paragraph{Linearer Algorithmus}
+
+Folgender Algorithmus \ref{multiplikation:alg:l1} hat ein lineares $\mathcal{O}(n)$ Verhalten.
+
+\begin{algorithm}\caption{}
+	\setlength{\lineskip}{7pt}
+	\begin{algorithmic}
+		\label{multiplikation:alg:l1}
+		\Function{L}{$\mathbf{A}, \mathbf{B}$,n}
+		\State $ sum \gets 0$
+		\For{$i = 0,1,2 \dots,n$}
+		\State $ sum \gets sum + A[i] \cdot B[i] $
+		\EndFor
+		
+		\State \textbf{return} $sum$
+		
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+\paragraph{Quadratischer Algorithmus}
+
+Folgender Algorithmus \ref{multiplikation:alg:q1} hat ein quadratisches $\mathcal{O}(n^2)$ Verhalten.
+
+\begin{algorithm}[H]\caption{}
+	\label{multiplikation:alg:q1}
+	\setlength{\lineskip}{7pt}
+	\begin{algorithmic}
+		\Function{Q}{$\mathbf{A}, \mathbf{B}$,n}
+		\State $ sum \gets 0$
+		\For{$i = 0,1,2 \dots,n$}
+		\For{$j = 0,1,2 \dots,n$}
+		\State $ sum \gets sum + A[i] \cdot B[j] $
+		\EndFor
+		\EndFor
+		\State \textbf{return} $sum$
+		\EndFunction
+	\end{algorithmic}
+\end{algorithm}
+
+
diff --git a/buch/papers/multiplikation/references.bib b/buch/papers/multiplikation/references.bib
index 7149fb1..9d76e8e 100644..100755
--- a/buch/papers/multiplikation/references.bib
+++ b/buch/papers/multiplikation/references.bib
@@ -33,3 +33,33 @@
         url = {https://doi.org/10.1016/j.acha.2017.11.004}
 }
 
+@article{multiplikation:winograd_1968,
+ 				title={A New Algorithm for Inner Product},
+				volume={C-17},
+  			DOI={10.1109/tc.1968.227420},
+  			number={7},
+  			journal={IEEE Transactions on Computers},
+  			author={Winograd, S.},
+ 				year={1968},
+   		pages={693–694}
+}
+
+@article{multiplikation:strassen_1969,
+	      title={Gaussian elimination is not optimal},
+        volume={13},
+        DOI={10.1007/bf02165411},
+        number={4},
+        journal={Numerische Mathematik},
+        author={Strassen, Volker},
+        year={1969},
+        pages={354–356}
+}
+
+@online{multiplikation:bigo,
+	title = {Big O notation},
+	url = {https://en.wikipedia.org/wiki/Big_O_notation},
+	date = {2021-07-27},
+	year = {2021},
+	month = {7},
+	day = {27}
+}
diff --git a/buch/papers/multiplikation/teil0.tex b/buch/papers/multiplikation/teil0.tex
deleted file mode 100644
index 082b7f5..0000000
--- a/buch/papers/multiplikation/teil0.tex
+++ /dev/null
@@ -1,22 +0,0 @@
-%
-% einleitung.tex -- Beispiel-File für die Einleitung
-%
-% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
-%
-\section{Teil 0\label{multiplikation:section:teil0}}
-\rhead{Teil 0}
-Lorem ipsum dolor sit amet, consetetur sadipscing elitr, sed diam
-nonumy eirmod tempor invidunt ut labore et dolore magna aliquyam
-erat, sed diam voluptua \cite{multiplikation:bibtex}.
-At vero eos et accusam et justo duo dolores et ea rebum.
-Stet clita kasd gubergren, no sea takimata sanctus est Lorem ipsum
-dolor sit amet.
-
-Lorem ipsum dolor sit amet, consetetur sadipscing elitr, sed diam
-nonumy eirmod tempor invidunt ut labore et dolore magna aliquyam
-erat, sed diam voluptua.
-At vero eos et accusam et justo duo dolores et ea rebum.  Stet clita
-kasd gubergren, no sea takimata sanctus est Lorem ipsum dolor sit
-amet.
-
-
diff --git a/buch/papers/multiplikation/teil1.tex b/buch/papers/multiplikation/teil1.tex
deleted file mode 100644
index 0a6903a..0000000
--- a/buch/papers/multiplikation/teil1.tex
+++ /dev/null
@@ -1,55 +0,0 @@
-%
-% teil1.tex -- Beispiel-File für das Paper
-%
-% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
-%
-\section{Teil 1
-\label{multiplikation:section:teil1}}
-\rhead{Problemstellung}
-Sed ut perspiciatis unde omnis iste natus error sit voluptatem
-accusantium doloremque laudantium, totam rem aperiam, eaque ipsa
-quae ab illo inventore veritatis et quasi architecto beatae vitae
-dicta sunt explicabo.
-Nemo enim ipsam voluptatem quia voluptas sit aspernatur aut odit
-aut fugit, sed quia consequuntur magni dolores eos qui ratione
-voluptatem sequi nesciunt
-\begin{equation}
-\int_a^b x^2\, dx
-=
-\left[ \frac13 x^3 \right]_a^b
-=
-\frac{b^3-a^3}3.
-\label{multiplikation:equation1}
-\end{equation}
-Neque porro quisquam est, qui dolorem ipsum quia dolor sit amet,
-consectetur, adipisci velit, sed quia non numquam eius modi tempora
-incidunt ut labore et dolore magnam aliquam quaerat voluptatem.
-
-Ut enim ad minima veniam, quis nostrum exercitationem ullam corporis
-suscipit laboriosam, nisi ut aliquid ex ea commodi consequatur?
-Quis autem vel eum iure reprehenderit qui in ea voluptate velit
-esse quam nihil molestiae consequatur, vel illum qui dolorem eum
-fugiat quo voluptas nulla pariatur?
-
-\subsection{De finibus bonorum et malorum
-\label{multiplikation:subsection:finibus}}
-At vero eos et accusamus et iusto odio dignissimos ducimus qui
-blanditiis praesentium voluptatum deleniti atque corrupti quos
-dolores et quas molestias excepturi sint occaecati cupiditate non
-provident, similique sunt in culpa qui officia deserunt mollitia
-animi, id est laborum et dolorum fuga \eqref{000tempmlate:equation1}.
-
-Et harum quidem rerum facilis est et expedita distinctio
-\ref{multiplikation:section:loesung}.
-Nam libero tempore, cum soluta nobis est eligendi optio cumque nihil
-impedit quo minus id quod maxime placeat facere possimus, omnis
-voluptas assumenda est, omnis dolor repellendus
-\ref{multiplikation:section:folgerung}.
-Temporibus autem quibusdam et aut officiis debitis aut rerum
-necessitatibus saepe eveniet ut et voluptates repudiandae sint et
-molestiae non recusandae.
-Itaque earum rerum hic tenetur a sapiente delectus, ut aut reiciendis
-voluptatibus maiores alias consequatur aut perferendis doloribus
-asperiores repellat.
-
-
diff --git a/buch/papers/multiplikation/teil2.tex b/buch/papers/multiplikation/teil2.tex
deleted file mode 100644
index efbf31a..0000000
--- a/buch/papers/multiplikation/teil2.tex
+++ /dev/null
@@ -1,40 +0,0 @@
-%
-% teil2.tex -- Beispiel-File für teil2 
-%
-% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
-%
-\section{Teil 2 
-\label{multiplikation:section:teil2}}
-\rhead{Teil 2}
-Sed ut perspiciatis unde omnis iste natus error sit voluptatem
-accusantium doloremque laudantium, totam rem aperiam, eaque ipsa
-quae ab illo inventore veritatis et quasi architecto beatae vitae
-dicta sunt explicabo. Nemo enim ipsam voluptatem quia voluptas sit
-aspernatur aut odit aut fugit, sed quia consequuntur magni dolores
-eos qui ratione voluptatem sequi nesciunt. Neque porro quisquam
-est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci
-velit, sed quia non numquam eius modi tempora incidunt ut labore
-et dolore magnam aliquam quaerat voluptatem. Ut enim ad minima
-veniam, quis nostrum exercitationem ullam corporis suscipit laboriosam,
-nisi ut aliquid ex ea commodi consequatur? Quis autem vel eum iure
-reprehenderit qui in ea voluptate velit esse quam nihil molestiae
-consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla
-pariatur?
-
-\subsection{De finibus bonorum et malorum
-\label{multiplikation:subsection:bonorum}}
-At vero eos et accusamus et iusto odio dignissimos ducimus qui
-blanditiis praesentium voluptatum deleniti atque corrupti quos
-dolores et quas molestias excepturi sint occaecati cupiditate non
-provident, similique sunt in culpa qui officia deserunt mollitia
-animi, id est laborum et dolorum fuga. Et harum quidem rerum facilis
-est et expedita distinctio. Nam libero tempore, cum soluta nobis
-est eligendi optio cumque nihil impedit quo minus id quod maxime
-placeat facere possimus, omnis voluptas assumenda est, omnis dolor
-repellendus. Temporibus autem quibusdam et aut officiis debitis aut
-rerum necessitatibus saepe eveniet ut et voluptates repudiandae
-sint et molestiae non recusandae. Itaque earum rerum hic tenetur a
-sapiente delectus, ut aut reiciendis voluptatibus maiores alias
-consequatur aut perferendis doloribus asperiores repellat.
-
-
diff --git a/buch/papers/multiplikation/teil3.tex b/buch/papers/multiplikation/teil3.tex
deleted file mode 100644
index f58508b..0000000
--- a/buch/papers/multiplikation/teil3.tex
+++ /dev/null
@@ -1,40 +0,0 @@
-%
-% teil3.tex -- Beispiel-File für Teil 3
-%
-% (c) 2020 Prof Dr Andreas Müller, Hochschule Rapperswil
-%
-\section{Teil 3
-\label{multiplikation:section:teil3}}
-\rhead{Teil 3}
-Sed ut perspiciatis unde omnis iste natus error sit voluptatem
-accusantium doloremque laudantium, totam rem aperiam, eaque ipsa
-quae ab illo inventore veritatis et quasi architecto beatae vitae
-dicta sunt explicabo. Nemo enim ipsam voluptatem quia voluptas sit
-aspernatur aut odit aut fugit, sed quia consequuntur magni dolores
-eos qui ratione voluptatem sequi nesciunt. Neque porro quisquam
-est, qui dolorem ipsum quia dolor sit amet, consectetur, adipisci
-velit, sed quia non numquam eius modi tempora incidunt ut labore
-et dolore magnam aliquam quaerat voluptatem. Ut enim ad minima
-veniam, quis nostrum exercitationem ullam corporis suscipit laboriosam,
-nisi ut aliquid ex ea commodi consequatur? Quis autem vel eum iure
-reprehenderit qui in ea voluptate velit esse quam nihil molestiae
-consequatur, vel illum qui dolorem eum fugiat quo voluptas nulla
-pariatur?
-
-\subsection{De finibus bonorum et malorum
-\label{multiplikation:subsection:malorum}}
-At vero eos et accusamus et iusto odio dignissimos ducimus qui
-blanditiis praesentium voluptatum deleniti atque corrupti quos
-dolores et quas molestias excepturi sint occaecati cupiditate non
-provident, similique sunt in culpa qui officia deserunt mollitia
-animi, id est laborum et dolorum fuga. Et harum quidem rerum facilis
-est et expedita distinctio. Nam libero tempore, cum soluta nobis
-est eligendi optio cumque nihil impedit quo minus id quod maxime
-placeat facere possimus, omnis voluptas assumenda est, omnis dolor
-repellendus. Temporibus autem quibusdam et aut officiis debitis aut
-rerum necessitatibus saepe eveniet ut et voluptates repudiandae
-sint et molestiae non recusandae. Itaque earum rerum hic tenetur a
-sapiente delectus, ut aut reiciendis voluptatibus maiores alias
-consequatur aut perferendis doloribus asperiores repellat.
-
-
diff --git a/buch/papers/multiplikation/tikz_formulas/algo.fdb_latexmk b/buch/papers/multiplikation/tikz_formulas/algo.fdb_latexmk
new file mode 100644
index 0000000..5f14129
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo.fdb_latexmk
@@ -0,0 +1,254 @@
+# Fdb version 3
+["pdflatex"] 1620305767 "algo.tex" "algo.pdf" "algo" 1621586452
+  "/dev/null" 1621583990 0 d41d8cd98f00b204e9800998ecf8427e ""
+  "/etc/texmf/web2c/texmf.cnf" 1619433543 475 c0e671620eb5563b2130f56340a5fde8 ""
+  "/usr/share/texlive/texmf-dist/fonts/enc/dvips/base/8r.enc" 1165713224 4850 80dc9bab7f31fb78a000ccfed0e27cab ""
+  "/usr/share/texlive/texmf-dist/fonts/map/fontname/texfonts.map" 1577235249 3524 cb3e574dea2d1052e39280babc910dc8 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/jknappen/ec/ecrm1000.tfm" 1136768653 3584 adb004a0c8e7c46ee66cad73671f37b4 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm" 1229303445 688 37338d6ab346c2f1466b29e195316aa4 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs5.tfm" 1229303445 684 3a51bd4fd9600428d5264cf25f04bb9a ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs7.tfm" 1229303445 692 1b6510779f0f05e9cbf03e0f6c8361e6 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxb.tfm" 1136768653 1020 c53143d3e3747b5c1149bd9a5ecd7b55 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxmi.tfm" 1136768653 1056 e2202af076e43d03fc17f87e104021b0 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmb.tfm" 1136768653 4572 2c370d27bbb031f7592de9d41dc8cfca ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm" 1136768653 4452 0fd0a792eaab7113e4d4f1b941ff0367 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmri.tfm" 1136768653 4640 ce59980bcbe9e6236fab46d0b5212c7e ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm" 1136768653 1004 c0e991f864f31f017ea4ff9e451b76d4 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xb.tfm" 1136768653 6892 772bf8e6c154137db8568fa8a47a6ceb ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm" 1136768653 6716 6d25a377562601272906e3bfe6b2817a ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm" 1136768653 1080 b674b4ba143004461509a754a0984b67 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm" 1136768653 688 f56006d6e56f46e63d9f63252958b828 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm" 1136768653 2584 cf4a6a7c2a518d47468fe29ef0913ba0 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm" 1232065820 1944 f854e259cb2839e49d4aa2949544a6e1 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm" 1136768653 1180 72784d0ee5a983fba99a0986b31b0493 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm" 1136768653 2408 aec793a3c45e495f7ad15b227c91f508 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm" 1136768653 1268 1d124f224979493f8fd017a7597ea1cd ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm" 1136768653 972 2c9ffac4bbd20f91c01aaef9bf3f8710 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm" 1136768653 988 098ca7e8cc5647b9ac21b82dbdce1f01 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm" 1136768653 1084 75e807e9e71f7a312e4e1187dce5e93b ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyatip10.tfm" 1381187214 608 50246cc71b0635b0ba0a5c10a0bf4257 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybsql10.tfm" 1381187214 608 4db60f15ea23b4ec2d796c6d568a63fa ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybtip10.tfm" 1381187214 608 50246cc71b0635b0ba0a5c10a0bf4257 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycirc10.tfm" 1381187214 844 3393210079fb4ed9347e214b3bfd7c1a ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmat10.tfm" 1381187214 608 f124f78ed50a1817738d2adb190cf2bd ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmbt10.tfm" 1381187214 608 f124f78ed50a1817738d2adb190cf2bd ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xydash10.tfm" 1381187214 984 5c01c46b93e3ba8369f3f8edc6e62aef ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyluat10.tfm" 1381187214 608 a3a3bc08980c5126ff2a7a68fb5a64ff ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xylubt10.tfm" 1381187214 608 a3a3bc08980c5126ff2a7a68fb5a64ff ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/rtxmi.pfb" 1232065820 13806 49b888f4605a088e66b9eb4fee320a6e ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/rtxr.pfb" 1136849748 6339 e2b78706efdc360ee6aec9b6e20211a7 ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/txex.pfb" 1136849748 17531 c91f2d6943f51d7c46d6b7b9cedd50ba ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/txsy.pfb" 1136849748 20336 69267d8a81bca8b24c9b42694a4a28f9 ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmb8a.pfb" 1136849748 44729 811d6c62865936705a31c797a1d5dada ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmr8a.pfb" 1136849748 46026 6dab18b61c907687b520c72847215a68 ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmri8a.pfb" 1136849748 45458 a3faba884469519614ca56ba5f6b1de1 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/t1xb.vf" 1136768653 2144 bab2875eda5b2344ea7b1db74ccc03a4 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/t1xr.vf" 1136768653 2140 99e5b3a34695df6221a167ffa8b498d6 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txmi.vf" 1232065820 960 cfcc9d587b40b769f64408b3ca115941 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf" 1136768653 904 e582cae2d8ae3f48a0a520440ebcdb51 ""
+  "/usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii" 1461363279 71627 94eb9990bed73c364d7f53f960cc8c5b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/atbegshi/atbegshi.sty" 1575674566 24708 5584a51a7101caf7e6bbf1fc27d8f7b1 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty" 1576625341 40635 c40361e206be584d448876bba8a64a3b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty" 1576016050 33961 6b5c75130e435b2bfdb9f480a09a39f9 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty" 1576625273 7734 b98cbb34c81f667027c1e3ebdbfce34b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty" 1576625223 8371 9d55b8bd010bc717624922fb3477d92e ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty" 1572645307 492 1994775aa15b0d1289725a0b1bbc2d4c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty" 1572645307 480 5778104efadad304ced77548ca2184b1 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty" 1573336935 6902 30fdaf7dc5636b8e3afa306210c45cae ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty" 1572645307 1057 525c2192b5febbd8c1f662c9468335bb ""
+  "/usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty" 1575499628 8356 7bbb2c2373aa810be568c29e333da8ed ""
+  "/usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty" 1576625065 31769 002a487f55041f8e805cfbf6385ffd97 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty" 1576878844 5412 d5a2436094cd7be85769db90f29250a6 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty" 1576624944 13807 952b0226d4efca026f0e19dd266dcc22 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty" 1576624883 18552 1e1cc7b75da0dfaacce7cdcb27d306bf ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty" 1576015897 19007 15924f7228aca6c6d184b115f4baa231 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex" 1557692582 992 fb3cda354707a54fda62787a411c7c22 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorearrows.code.tex" 1546728038 43820 bc6cf5aa959817914ace33f5c6232161 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreexternal.code.tex" 1557692582 19324 c9a64402f22bd8d81821141a357af653 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoregraphicstate.code.tex" 1546728038 6038 d639d02574be9a72f3c602c2a3510e02 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreimage.code.tex" 1546728038 6948 284bbe3c9a7ca0a826c1c03895e69b9f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorelayers.code.tex" 1546728038 4883 a6f3eb1f71d8c4affaf43a169828b043 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreobjects.code.tex" 1546728038 2544 3b1b198fd49f01e328adc9162a07b213 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathconstruct.code.tex" 1576793519 44189 1fd6229dad4c898883516c032f2ca5d2 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathprocessing.code.tex" 1546728038 17311 3092579be20ef0f229c42ad3f09da85c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathusage.code.tex" 1546728038 21302 d6c4b340248adbe650ebf6ca76bdccca ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepatterns.code.tex" 1562964315 9690 7585efa5a591822837f837bc5bc35621 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepoints.code.tex" 1576793519 33335 942ccafe284041918d36e54696b98aa7 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorequick.code.tex" 1546728038 2965 502761b60f43ab2de5ecb2f4625163ae ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorerdf.code.tex" 1546728038 5196 f8c5c775d4d6e2cb050392127cabda72 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorescopes.code.tex" 1576793519 20726 ed6ec1d6f0f35e7a93de4e79af83dbce ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreshade.code.tex" 1557692582 35249 144a6b9c4df4644618bb3a0a40472608 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransformations.code.tex" 1546728038 21989 266e83c51fe41eb8b8d5e6896dc71cc1 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransparency.code.tex" 1546728038 8842 5cc856e132fac404805c6da091779283 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryarrows.code.tex" 1546728038 319 8fc6edce901e074ba09de320a8fc686b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryautomata.code.tex" 1546728038 3986 c962be8d57437fcaf853d2babd8ed403 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarybackgrounds.code.tex" 1546728038 4572 980c82f01c0e3983edadbbc373d304cb ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryfit.code.tex" 1546728038 3643 4a4bd51bd85886cc39d4073af8cf77a9 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarymatrix.code.tex" 1546728038 4202 e655aa2657da1088ec7745ece2876c4c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarypositioning.code.tex" 1546728038 3937 20cd45386ca23052ce976464f0ada984 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryshapes.multipart.code.tex" 1546728038 919 da625675781832f2b61a7048a51ef656 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarytopaths.code.tex" 1576793519 11544 2a5d66a3270abf4ef673e8a0b7734a90 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex" 1576967981 187592 7922ceab1864698dec4c84978d5b182f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code.tex" 1546728038 31874 d843d507175f2bdfa3abf01f0349dac8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers.code.tex" 1546728038 32995 a4d54c043ae5274ceaaddeb36ad43a6f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshapes.multipart.code.tex" 1546728038 62281 fd68e6d2c2dc178611c8f4d2d86e79ae ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfint.code.tex" 1557692582 3063 8c415c68a0f3394e45cfeca0b65f6ee6 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex" 1557692582 521 c70cf6ad609de83a27ee7929eb356332 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathcalc.code.tex" 1557692582 13391 933cab19c6d27039dbfc487330d1005a ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfloat.code.tex" 1557692582 104938 15f2d8bdabd6bf9ca70f62cd8e3d4940 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.base.code.tex" 1557692582 10157 218d58ab074e5bd0d027de45ec64cc00 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.basic.code.tex" 1576793519 28176 568b081ec39645f2db1a29fbd0c635e2 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.code.tex" 1562964315 9054 388d21239a1b6df2cc8beaae31c976b0 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.comparison.code.tex" 1557692582 3865 cddf7ddc80f018587c55afdcc79fc333 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.integerarithmetics.code.tex" 1557692582 3177 27d85c44fbfe09ff3b2cf2879e3ea434 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.misc.code.tex" 1557692582 10925 df50b8a6e5660a585e3a2bf55726dcc8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.random.code.tex" 1562964315 7787 1750fc3f164703caf31fc8ea9218c67e ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.round.code.tex" 1557692582 3379 cbd0948a550bd7a495a160ca6beee9ed ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.trigonometric.code.tex" 1557692582 92405 bba89470858d7b0788a9c09331c39653 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathparser.code.tex" 1576793519 36526 453db1f8626a56b5ebb0fad496d6a39f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathutil.code.tex" 1576793519 8471 b18959397c76e1e582402ab9f592ed9f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmodulematrix.code.tex" 1576793519 21201 46a4dded6619f990ac7347f99fbaac9f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleplot.code.tex" 1557692582 16121 9e240115374a8d489f2f786115df83a9 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleshapes.code.tex" 1576793519 43259 3e05ba63539916af2eaca603c2eda780 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex" 1578520427 465 1f401ab1e7fc6cb7ede39e96c66531fd ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgf.cfg" 1557692582 926 70ff613fabeb70f5d1673dc0c93987bd ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-common-pdf.def" 1557692582 5546 3586827e6032c95512b2a6682d2979a3 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def" 1562964315 12603 c02869ea216d842c29d52fae8738264e ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex" 1557692582 60269 e86bc0081af83a4ad47e4500ee09a2e4 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex" 1557692582 1896 82c274ff520f9e450ccea4e3ef4edc12 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex" 1557692582 7778 a25a32a10ca820357491d4c7b3ac02ea ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex" 1562964315 23777 cb6c8f02f87d86d621f5cb92c44f4998 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex" 1576793519 36815 f7f1772c398f07af2cb741992963045c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeysfiltered.code.tex" 1562964315 37439 bd44d50aef702b03193f731207931834 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex" 1557692582 4494 7e5ace0ccf59408f2cf63219a5d36927 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common-lists.tex" 1557692582 7250 03b2b9fb5fa38e7ca5cc3c45860fb210 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common.tex" 1576793519 28309 488ccc6c701bbdd1bf671f708757aa5c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-latex.def" 1562964315 6286 1bd76fc45da9929ab2a64f51cba3ab6f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty" 1576624663 7008 f92eaa0a3872ed622bbf538217cd2ab7 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xkeyval/keyval.tex" 1403829539 2725 fc34ef3ccb37ba15a640e8fca6190bca ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkeyval.tex" 1417732693 19231 26434a5656c684f5ffb1f26f98006baa ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkvutils.tex" 1403829539 7677 6f5ce7c1124cad7ec57d05b2562bd8fe ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xy.sty" 1312310545 4692 1e1bcf75c622af1eefd9169948208302 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xy.tex" 1381187214 115380 413d5f789929a45aab7d12ce0d0aee7d ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyall.tex" 1312310545 1449 24340b6befc66d28ee1ebb657efb5892 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyarrow.tex" 1312310545 22657 990ce136a3cc15728ba417a2e78b25c8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xycmtip.tex" 1312310545 1374 43fb8dc80dd748631d78096701166d76 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xycolor.tex" 1312310545 4586 edd672434f45626662368282c0322160 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xycurve.tex" 1312310545 109670 d412ee1ff259daefee5e927172e2f9a8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyframe.tex" 1337903317 24249 186931a828664624939ab0b347e3952c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xygraph.tex" 1312310545 9619 b7e4d9a6936ba2ad6119a280abde9641 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyidioms.tex" 1312310545 2907 1ee562fde0b53c9cd16f7a604f33fdf0 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyline.tex" 1312310545 10928 c3a572983ccc9fc596b4e9ce454d5652 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xymatrix.tex" 1312310545 22583 25b1e7edeee41f181ee9733429da4a9c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-co.tex" 1312310545 8442 90cb8a3b00c2081384c1ce988d2ba0a3 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-cu.tex" 1312310545 39762 25a964ebb390bcfcd35c040f477eef1d ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-fr.tex" 1312310545 16485 5686b19cc46d046c885428794ed9c114 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-li.tex" 1312310545 2619 1a12b316e2132654e44ba2cd21def637 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-ro.tex" 1312310545 5290 e16fc85c85f64d0a5c04708bf3312d00 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf.tex" 1312310545 18763 e61049d36bdfccb226f22e582d70d368 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyrecat.tex" 1312310545 1391 c8763fc8e281cb6ecf697988b6608e4a ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyrotate.tex" 1312310545 7008 cb768d8d63a12d35607cbb3c4e7ba163 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xytips.tex" 1381187214 3689 0d51788a4141bc66ab896f7ac63495fd ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty" 1513722769 12604 3dec726c041422879dc3268237f09026 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty" 1359763108 5949 3f3fd50a8cc94c3d4cbf4fc66cd3df1c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty" 1359763108 13829 94730e64147574077f8ecfea9bb69af4 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty" 1523134290 2211 ca7ce284ab93c8eecdc6029dc5ccbd73 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amscd.sty" 1523134290 5309 0c9ef5db85b924cdbb316f080dfd826e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty" 1523134290 4161 7f6eb9092061a11f87d08ed13515b48d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty" 1580683321 85660 baee036978c7a91f4e2bba43f05e5945 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty" 1523134290 4116 32e6abd27229755a83a8b7f18e583890 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty" 1523134290 2432 8ff93b1137020e8f21930562a874ae66 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/aobs-tikz/tikzlibraryoverlay-beamer-styles.code.tex" 1389658833 4047 82a015585c1ef210fb6750d6322afa7f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/atveryend/atveryend.sty" 1576191570 19336 ce7ae9438967282886b3b036cfad1e4d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty" 1576625391 3935 57aa3c3e203a5c2effb4d2bd2efbc323 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/article.cls" 1580683321 20023 e427dd9e17e239bf926ef3aab67fe35e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty" 1581632200 4947 0c2888dd88121ae675fc6e82213623ba ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/ifthen.sty" 1580683321 5159 892429808d9e0e2b3548aaefd9a06ed0 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty" 1580683321 5050 8933a39ad74377accd18991c5eb90c58 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/size10.clo" 1580683321 8446 9874cccac5fee462272c582807dbbf56 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty" 1581112666 2821 2c0928feafd5527387e29a1af774d030 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/carlisle/slashed.sty" 1137109962 5327 8b3c95b5f71136add36a4a0bb1507594 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/cite/cite.sty" 1425427964 26218 19edeff8cdc2bcb704e8051dc55eb5a7 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty" 1579991033 13886 d1306dcf79a944f6988e688c1785f9ce ""
+  "/usr/share/texlive/texmf-dist/tex/latex/eso-pic/eso-pic.sty" 1526160256 11991 c1669f88e13f8bb6243df144e456b477 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/fancyhdr/fancyhdr.sty" 1548974385 11128 a53805799bebfed6358fc1658a18e41f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty" 1578002852 41601 9cf6c5257b1bc7af01a58859749dd37a ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg" 1459978653 1213 620bba36b25224fa9b7e1ccb4ecb76fd ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg" 1465944070 1224 978390e9c2234eab29404bc21b268d1e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def" 1515537368 17334 520b9b85ad8a2a48eda3f643e27a5179 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty" 1580683321 16932 04729abe63b66ec59ea56edcd722b058 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty" 1580683321 9067 1b996612394a52e1efe89c8bfe8a5892 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/lscape.sty" 1580683321 1753 f80abc75c0e3a4915097779c2649cc98 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty" 1580683321 3976 d7fa7d81d2870d509d25b17d0245e735 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty" 1580250785 17914 4c28a13fc3d975e6e81c9bea1d697276 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def" 1579642962 50630 3d9728faf8630190cf601ce2cbe470d9 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty" 1579642962 238752 60dd338d71b6a4ab2192131f73dc908b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty" 1579642962 13244 0070bcab7b5a88187847128d22faf4d8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def" 1579642962 14134 32b36577d311ddb6522413c7581ee968 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/jknapltx/mathrsfs.sty" 1137110241 300 12fa6f636b617656f2810ee82cb05015 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/jknapltx/ursfs.fd" 1137110241 548 cc4e3557704bfed27c7002773fad6c90 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty" 1575152344 22520 c4c2dab203104295e1e618be7e5c0f5b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdfmode.def" 1580854751 25404 9d60f463a00d154207ec0048dee27cf0 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/l3kernel/expl3.sty" 1581719662 4381 04628f3002bdd1d9c43ef984fd60ae18 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/l3packages/xparse/xparse.sty" 1581719662 81717 e93576ac4b24ce6e121ebd6ec6cf2893 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg" 1279039959 678 4792914a8f45be57bb98413425e4c7af ""
+  "/usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty" 1575499565 5766 13a9e8766c47f30327caf893ece86ac8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.ltd.tex" 1546728170 98047 c6fa29828cc60471827afe275c8bd77f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.sty" 1546638616 18060 8cf65af2c4529eed91b5d364b50d3ada ""
+  "/usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg" 1568236792 1830 bbaba8afaf42cc048ec4d4ff73467521 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty" 1568236792 80511 830f3f1d3ab7448dd84233e9c2f6462c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty" 1568236792 77022 32914f01b528131c47be2a1040d3856d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/pgflibrarymatrix.skeleton.code.tex" 1565039202 19612 007f8469df07e9ef0f680e346cc01945 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/tikzlibrarymatrix.skeleton.code.tex" 1565039202 7267 4d597b08b2429acaa1e526052d9509ed ""
+  "/usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty" 1177890616 3878 6aa7c08ff2621006e0603349e40a30a8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/multirow/multirow.sty" 1559339157 5486 a1d954b09782ba0acd8a8abfd98e1028 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/paralist/paralist.sty" 1485124581 14857 82c76ebe8f06becf69ab309565b2a0cb ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdflscape/pdflscape.sty" 1575674318 6575 25396d208d8f2b9395d06ef315d5886c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdfpages/pdfpages.sty" 1580249532 54071 88f1e37dc9e1f95352061a066ed07263 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdfpages/pppdftex.def" 1580249532 6418 197ed301e61ce5b7f446e70345a43a62 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdftexcmds/pdftexcmds.sty" 1574631863 19963 36fd8e818f9f0f32e2db8413d4970122 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty" 1546728038 1090 d20f587ea9464d1841bd0d13d3ff9856 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty" 1288312291 410 5bf12ea7330e5f12c445332a4fe9a263 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65.sty" 1546728038 21013 e98e1aaaf40d31632787c2bd25d24b57 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty" 1546728038 989 2cf3da8e8ec55131c49389428d565e37 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty" 1203877327 339 592cf35cba3d400082b8a9a5d0199d70 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty" 1393459310 306 0796eafca5e159e6ec2167a6d22d81b1 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty" 1393459310 443 0b2e781830192df35c0fd357cf13e26e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty" 1393459310 348 8927fde343487e003b01a4c2ca34073b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty" 1203727794 274 4cad6e665cc93ac2ac979039a94fa1e1 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty" 1203877327 325 2bcd023400636339210573e2b3ee298b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/psnfss/times.sty" 1156702453 857 6c716f26c5eadfb81029fcd6ce2d45e6 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty" 1576624809 9878 9e94e8fa600d95f9c7731bb21dfb67a4 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty" 1575674187 9715 b051d5b493d9fe5f4bc251462d039e5f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cfg" 1522098998 1015 662b4d7ad816b857a598284525f5c75e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cls" 1522098998 28890 df75e6d37f47b7e27bff3f37375336b3 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/tools/array.sty" 1580683321 12560 ce3f59ceae9d9a27bfe037d6bf1d903c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/tools/calc.sty" 1580683321 10216 5efd55f2010055e7b7875afd6a75be82 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty" 1580683321 4120 d1680a5ff60d0aea9c327e07c030f4e9 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/omltxmi.fd" 1137111002 492 e7f8afe4428797548d4301de03a1b15f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/omstxsy.fd" 1137111002 329 6ac7e19535b9f1d64e4d8e3f77dc30a3 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/omxtxex.fd" 1137111002 312 11fe1916b0a13a81a05234a6fc7f8738 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/ot1txr.fd" 1137111002 1271 4e3afbd8e832f2f9c7f064894e6e68e4 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/t1txr.fd" 1137111002 1242 cbf8a0d4f750f9833a0bfb05fb39f1cb ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/txfonts.sty" 1206746551 50381 d367461010070c7a491b1f6979ab2062 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxexa.fd" 1137111002 310 1b00b0b05685b816e4c6caccce437e0d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxmia.fd" 1137111002 334 87436a82076ca2e35cd305f852507afc ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsya.fd" 1137111002 310 cee07e4964749ccbc77d84fc49726a79 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyb.fd" 1137111002 310 8c5467c8932c259af51b0f116c9734bd ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyc.fd" 1137111002 310 4b5d6fe830337242ef847b3bff48ba21 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/url/url.sty" 1388531844 12796 8edb7d69a20b857904dd0ea757c14ec9 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/varwidth/varwidth.sty" 1238697683 10894 d359a13923460b2a73d4312d613554c8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty" 1463002160 55589 34128738f682d033422ca125f82e5d62 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty" 1417732693 4962 9c1069474ff71dbc47d5006555e352d3 ""
+  "/usr/share/texlive/texmf-dist/web2c/texmf.cnf" 1581979058 38841 ce3692aa899bb693b90b87eaa5d4d84e ""
+  "/usr/share/texmf/web2c/texmf.cnf" 1581979058 38841 ce3692aa899bb693b90b87eaa5d4d84e ""
+  "/var/lib/texmf/fonts/map/pdftex/updmap/pdftex.map" 1619433582 4770781 1ed1abab22da9c3e2cc82e4db562318b ""
+  "/var/lib/texmf/web2c/pdftex/pdflatex.fmt" 1619433611 8255863 afe1ed795207f6401d11bafd6327aa55 ""
+  "algo.aux" 1620305767 767 9191aef204e325cc808d7c85cedac35f "pdflatex"
+  "algo.out" 1620305767 43 8eacde2f35419fc00651f55d16e47ae8 "pdflatex"
+  "algo.tex" 1621585209 3156 4070ef1cd3442b3ab588aedcc8a306bd ""
+  (generated)
+  "algo.aux"
+  "algo.log"
+  "algo.pdf"
+  "algo.out"
diff --git a/buch/papers/multiplikation/tikz_formulas/algo.fls b/buch/papers/multiplikation/tikz_formulas/algo.fls
new file mode 100644
index 0000000..16d387b
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo.fls
@@ -0,0 +1,438 @@
+PWD /home/nunigan/Documents/MSE/FS21/SeminarMatrizen/buch/papers/multiplikation/tikz_formulas
+INPUT /etc/texmf/web2c/texmf.cnf
+INPUT /usr/share/texmf/web2c/texmf.cnf
+INPUT /usr/share/texlive/texmf-dist/web2c/texmf.cnf
+INPUT /var/lib/texmf/web2c/pdftex/pdflatex.fmt
+INPUT algo.tex
+OUTPUT algo.log
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkeyval.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkvutils.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xkeyval/keyval.tex
+INPUT /dev/null
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/article.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/article.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/size10.clo
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/size10.clo
+INPUT /usr/share/texlive/texmf-dist/tex/latex/varwidth/varwidth.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/varwidth/varwidth.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty
+INPUT /usr/share/texlive/texmf-dist/fonts/map/fontname/texfonts.map
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/jknappen/ec/ecrm1000.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/psnfss/times.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/psnfss/times.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/mathrsfs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/mathrsfs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3kernel/expl3.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3kernel/expl3.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdfmode.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdfmode.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3packages/xparse/xparse.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3packages/xparse/xparse.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.ltd.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.ltd.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amscd.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amscd.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/fancyhdr/fancyhdr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/fancyhdr/fancyhdr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/txfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/txfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xy.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyrecat.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyidioms.tex
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xydash10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyatip10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybtip10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybsql10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycirc10.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyall.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyall.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycurve.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycurve.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyframe.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyframe.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycmtip.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycmtip.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xytips.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xytips.tex
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmat10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmbt10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyluat10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xylubt10.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyline.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyline.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyrotate.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyrotate.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycolor.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycolor.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xymatrix.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xymatrix.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyarrow.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyarrow.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xygraph.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xygraph.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-co.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-cu.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-fr.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-li.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-ro.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/paralist/paralist.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/paralist/paralist.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdftexcmds/pdftexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdftexcmds/pdftexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/url/url.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/url/url.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/atbegshi/atbegshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/atbegshi/atbegshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/atveryend/atveryend.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/atveryend/atveryend.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/array.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/array.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common-lists.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-latex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeysfiltered.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgf.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-common-pdf.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathcalc.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathutil.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathparser.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.basic.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.trigonometric.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.random.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.comparison.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.base.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.round.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.misc.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.integerarithmetics.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfloat.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfint.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepoints.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathconstruct.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathusage.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorescopes.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoregraphicstate.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransformations.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorequick.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreobjects.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathprocessing.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorearrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreshade.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreimage.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreexternal.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorelayers.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransparency.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepatterns.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorerdf.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleshapes.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleplot.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmodulematrix.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarytopaths.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarytopaths.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/carlisle/slashed.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/carlisle/slashed.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pdfpages.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pdfpages.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/ifthen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/ifthen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/calc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/calc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/eso-pic/eso-pic.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/eso-pic/eso-pic.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pppdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pppdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/cite/cite.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/cite/cite.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarymatrix.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarymatrix.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarypositioning.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarypositioning.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/aobs-tikz/tikzlibraryoverlay-beamer-styles.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/aobs-tikz/tikzlibraryoverlay-beamer-styles.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/tikzlibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/tikzlibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/pgflibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/pgflibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryfit.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryfit.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarybackgrounds.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarybackgrounds.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryautomata.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryautomata.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/multirow/multirow.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/multirow/multirow.sty
+INPUT algo.aux
+INPUT algo.aux
+OUTPUT algo.aux
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omltxmi.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omltxmi.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omstxsy.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omstxsy.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omxtxex.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omxtxex.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxexa.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxexa.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/t1txr.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/t1txr.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii
+INPUT /usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii
+INPUT /usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/ot1txr.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/ot1txr.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsya.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsya.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyb.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyb.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/ursfs.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/ursfs.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs7.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs5.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxmia.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxmia.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyc.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyc.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty
+INPUT algo.out
+INPUT algo.out
+INPUT algo.out
+INPUT algo.out
+OUTPUT algo.pdf
+INPUT ./algo.out
+INPUT ./algo.out
+OUTPUT algo.out
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdflscape/pdflscape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdflscape/pdflscape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/lscape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/lscape.sty
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txmi.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmri.tfm
+INPUT /var/lib/texmf/fonts/map/pdftex/updmap/pdftex.map
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/t1xr.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/t1xb.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txmi.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmri.tfm
+INPUT algo.aux
+INPUT ./algo.out
+INPUT ./algo.out
+INPUT /usr/share/texlive/texmf-dist/fonts/enc/dvips/base/8r.enc
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/rtxmi.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/rtxr.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/txex.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/txsy.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmb8a.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmr8a.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmri8a.pfb
diff --git a/buch/papers/multiplikation/tikz_formulas/algo.pdf b/buch/papers/multiplikation/tikz_formulas/algo.pdf
new file mode 100644
index 0000000..f711224
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo.pdf
diff --git a/buch/papers/multiplikation/tikz_formulas/algo.tex b/buch/papers/multiplikation/tikz_formulas/algo.tex
new file mode 100755
index 0000000..1e437c2
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo.tex
@@ -0,0 +1,131 @@
+\documentclass[border=10pt,varwidth]{standalone}
+\usepackage[left=25mm,right=25mm,top=25mm,bottom=25mm]{geometry}
+\usepackage[utf8]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{times}
+\usepackage{geometry}
+\usepackage{amsmath}
+\usepackage{amssymb}
+\usepackage{mathrsfs}
+\usepackage{amsfonts}
+\usepackage{amsthm}
+\usepackage{lipsum}
+\usepackage{amscd}
+\usepackage{graphicx}
+\usepackage{fancyhdr}
+\usepackage{textcomp}
+\usepackage{txfonts}
+\usepackage[all]{xy}
+\usepackage{paralist}
+\usepackage[colorlinks=true]{hyperref}
+\usepackage{array}
+\usepackage{tikz}
+\usepackage{slashed}
+\usepackage{pdfpages}
+\usepackage{cite}
+\usepackage{url}
+\usepackage{amsmath,amsfonts,amssymb}
+\usepackage{tikz}
+\usetikzlibrary{arrows,matrix,positioning}
+\usetikzlibrary{overlay-beamer-styles}
+\usetikzlibrary{matrix.skeleton}
+\usetikzlibrary{automata,positioning}
+\usepackage{listings}
+\usepackage{multirow}
+\usepackage{color}
+
+\begin{document}
+
+$
+A=
+\begin{bmatrix}
+A_{11} & A_{12}\\
+A_{21} & A_{22}
+\end{bmatrix},
+B=
+\begin{bmatrix}
+B_{11} & B_{12}\\
+B_{21} & B_{22}
+\end{bmatrix},
+C=
+\begin{bmatrix}
+C_{11} & C_{12}\\
+C_{21} & C_{22}
+\end{bmatrix}
+$
+
+\medskip
+$
+A \cdot B = C
+$
+
+\medskip
+$
+C_{11} = A_{11} \cdot B_{11} + A_{12} \cdot B_{21}\\
+C_{12} = A_{11} \cdot B_{12} + A_{12} \cdot B_{22}\\
+C_{21} = A_{21} \cdot B_{11} + A_{22} \cdot B_{21}\\
+C_{22} = A_{21} \cdot B_{12} + A_{22} \cdot B_{22}
+$
+
+\medskip
+\begin{math}
+\begin{aligned}
+\text{I}   &= (A_{11} + A_{22}) \cdot (B_{11} + B_{22}) \\
+\text{II}  &= (A_{21} + A_{22}) \cdot B_{11} \\
+\text{III} &= A_{11} \cdot (B_{12}-B_{22}) \\
+\text{IV}  &= A_{22} \cdot (-B_{11}+B_{21}) \\
+\text{V}   &= (A_{11} + A_{12}) \cdot B_{22} \\
+\text{VI}  &= (-A_{11} + A_{21}) \cdot (B_{11} + B_{12})) \\
+\text{VII} &= (A_{12} - A_{22}) \cdot (B_{21} + B_{22}) \\
+\end{aligned}
+\end{math}
+
+
+\medskip
+\begin{math}
+\begin{aligned}
+C_{11} &= \text{I} + \text{IV} - \text{V} + \text{VII} \\
+C_{21} &= \text{II} + \text{IV} \\
+C_{12} &= \text{III} + \text{V}\\
+C_{22} &= \text{I} + \text{III} - \text{II} + \text{VI} \\
+\end{aligned}
+\end{math}
+
+
+\medskip
+\begin{math}
+\begin{aligned}
+C_{11} &= \text{II} + \text{IV} \\
+C_{11} &= (A_{11} + A_{22}) \cdot (B_{11} + B_{22}) + A_{22} \cdot (-B_{11}+B_{21}) - (A_{11} + A_{12}) \cdot B_{22} + (A_{12} - A_{22}) \cdot (B_{21} + B_{22})C_{21} \\
+C_{11} &= A_{11}B_{11} + A_{11}B_{22} + A_{22}B_{11} + A_{22}B_{22} -A_{22}B_{11}+A_{22}B_{21} - A_{11}B_{22} - A_{12}B_{22}+ A_{12}B_{21} + A_{12}B_{22} - A_{22}B_{21} - A_{22}B_{22} \\
+C_{11} &= A_{11}B_{11} + A_{12}B_{21}
+\end{aligned}
+\end{math}
+
+\section{Winograd}
+
+$
+x_1 y_1 + x_2 y_2 = (x_1 +y_2)(y_1 + x_2)-x_1 x_2 - y_1 y_2
+$
+
+$
+x = (x_1, \cdots, x_n), y=(y_1, \cdots, y_n)
+$
+
+\[
+\xi = \sum_{j=1}^{ \lfloor n/2 \rfloor} x_{2j-1} \cdot x_{2j}
+\]
+
+\[
+\eta = \sum_{j=1}^{ \lfloor n/2 \rfloor} y_{2j-1} \cdot y_{2j}
+\]
+
+\[
+\langle x,y \rangle =
+\begin{cases}
+ \displaystyle  \sum_{j=1}^{ \lfloor n/2 \rfloor} (x_{2j-1} + y_{2j})(x_{2j}+y_{2j-1})-\xi - \eta & \text{if  $n$ is even}\\
+\displaystyle  \sum_{j=1}^{ \lfloor n/2 \rfloor} (x_{2j-1} + y_{2j})(x_{2j}+y_{2j-1})-\xi - \eta + x_n y_n & \text{if  $n$ is odd}
+\end{cases}
+\]
+
+\end{document}
diff --git a/buch/papers/multiplikation/tikz_formulas/algo_graph.fdb_latexmk b/buch/papers/multiplikation/tikz_formulas/algo_graph.fdb_latexmk
new file mode 100644
index 0000000..ddfa880
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo_graph.fdb_latexmk
@@ -0,0 +1,245 @@
+# Fdb version 3
+["pdflatex"] 1621585121 "algo_graph.tex" "algo_graph.pdf" "algo_graph" 1621585184
+  "/dev/null" 1621583990 0 d41d8cd98f00b204e9800998ecf8427e ""
+  "/etc/texmf/web2c/texmf.cnf" 1619433543 475 c0e671620eb5563b2130f56340a5fde8 ""
+  "/usr/share/texlive/texmf-dist/fonts/enc/dvips/base/8r.enc" 1165713224 4850 80dc9bab7f31fb78a000ccfed0e27cab ""
+  "/usr/share/texlive/texmf-dist/fonts/map/fontname/texfonts.map" 1577235249 3524 cb3e574dea2d1052e39280babc910dc8 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/jknappen/ec/ecrm1000.tfm" 1136768653 3584 adb004a0c8e7c46ee66cad73671f37b4 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm" 1229303445 688 37338d6ab346c2f1466b29e195316aa4 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs5.tfm" 1229303445 684 3a51bd4fd9600428d5264cf25f04bb9a ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs7.tfm" 1229303445 692 1b6510779f0f05e9cbf03e0f6c8361e6 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxmi.tfm" 1136768653 1056 e2202af076e43d03fc17f87e104021b0 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm" 1136768653 4452 0fd0a792eaab7113e4d4f1b941ff0367 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmri.tfm" 1136768653 4640 ce59980bcbe9e6236fab46d0b5212c7e ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm" 1136768653 1004 c0e991f864f31f017ea4ff9e451b76d4 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm" 1136768653 6716 6d25a377562601272906e3bfe6b2817a ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm" 1136768653 1080 b674b4ba143004461509a754a0984b67 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm" 1136768653 688 f56006d6e56f46e63d9f63252958b828 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm" 1136768653 2584 cf4a6a7c2a518d47468fe29ef0913ba0 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm" 1232065820 1944 f854e259cb2839e49d4aa2949544a6e1 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm" 1136768653 1180 72784d0ee5a983fba99a0986b31b0493 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm" 1136768653 2408 aec793a3c45e495f7ad15b227c91f508 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm" 1136768653 1268 1d124f224979493f8fd017a7597ea1cd ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm" 1136768653 972 2c9ffac4bbd20f91c01aaef9bf3f8710 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm" 1136768653 988 098ca7e8cc5647b9ac21b82dbdce1f01 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm" 1136768653 1084 75e807e9e71f7a312e4e1187dce5e93b ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyatip10.tfm" 1381187214 608 50246cc71b0635b0ba0a5c10a0bf4257 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybsql10.tfm" 1381187214 608 4db60f15ea23b4ec2d796c6d568a63fa ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybtip10.tfm" 1381187214 608 50246cc71b0635b0ba0a5c10a0bf4257 ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycirc10.tfm" 1381187214 844 3393210079fb4ed9347e214b3bfd7c1a ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmat10.tfm" 1381187214 608 f124f78ed50a1817738d2adb190cf2bd ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmbt10.tfm" 1381187214 608 f124f78ed50a1817738d2adb190cf2bd ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xydash10.tfm" 1381187214 984 5c01c46b93e3ba8369f3f8edc6e62aef ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyluat10.tfm" 1381187214 608 a3a3bc08980c5126ff2a7a68fb5a64ff ""
+  "/usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xylubt10.tfm" 1381187214 608 a3a3bc08980c5126ff2a7a68fb5a64ff ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/rtxr.pfb" 1136849748 6339 e2b78706efdc360ee6aec9b6e20211a7 ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmr8a.pfb" 1136849748 46026 6dab18b61c907687b520c72847215a68 ""
+  "/usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmri8a.pfb" 1136849748 45458 a3faba884469519614ca56ba5f6b1de1 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/t1xr.vf" 1136768653 2140 99e5b3a34695df6221a167ffa8b498d6 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txmi.vf" 1232065820 960 cfcc9d587b40b769f64408b3ca115941 ""
+  "/usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf" 1136768653 904 e582cae2d8ae3f48a0a520440ebcdb51 ""
+  "/usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii" 1461363279 71627 94eb9990bed73c364d7f53f960cc8c5b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/atbegshi/atbegshi.sty" 1575674566 24708 5584a51a7101caf7e6bbf1fc27d8f7b1 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty" 1576625341 40635 c40361e206be584d448876bba8a64a3b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty" 1576016050 33961 6b5c75130e435b2bfdb9f480a09a39f9 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty" 1576625273 7734 b98cbb34c81f667027c1e3ebdbfce34b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty" 1576625223 8371 9d55b8bd010bc717624922fb3477d92e ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty" 1572645307 492 1994775aa15b0d1289725a0b1bbc2d4c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty" 1572645307 480 5778104efadad304ced77548ca2184b1 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty" 1573336935 6902 30fdaf7dc5636b8e3afa306210c45cae ""
+  "/usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty" 1572645307 1057 525c2192b5febbd8c1f662c9468335bb ""
+  "/usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty" 1575499628 8356 7bbb2c2373aa810be568c29e333da8ed ""
+  "/usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty" 1576625065 31769 002a487f55041f8e805cfbf6385ffd97 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty" 1576878844 5412 d5a2436094cd7be85769db90f29250a6 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty" 1576624944 13807 952b0226d4efca026f0e19dd266dcc22 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty" 1576624883 18552 1e1cc7b75da0dfaacce7cdcb27d306bf ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty" 1576015897 19007 15924f7228aca6c6d184b115f4baa231 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex" 1557692582 992 fb3cda354707a54fda62787a411c7c22 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorearrows.code.tex" 1546728038 43820 bc6cf5aa959817914ace33f5c6232161 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreexternal.code.tex" 1557692582 19324 c9a64402f22bd8d81821141a357af653 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoregraphicstate.code.tex" 1546728038 6038 d639d02574be9a72f3c602c2a3510e02 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreimage.code.tex" 1546728038 6948 284bbe3c9a7ca0a826c1c03895e69b9f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorelayers.code.tex" 1546728038 4883 a6f3eb1f71d8c4affaf43a169828b043 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreobjects.code.tex" 1546728038 2544 3b1b198fd49f01e328adc9162a07b213 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathconstruct.code.tex" 1576793519 44189 1fd6229dad4c898883516c032f2ca5d2 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathprocessing.code.tex" 1546728038 17311 3092579be20ef0f229c42ad3f09da85c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathusage.code.tex" 1546728038 21302 d6c4b340248adbe650ebf6ca76bdccca ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepatterns.code.tex" 1562964315 9690 7585efa5a591822837f837bc5bc35621 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepoints.code.tex" 1576793519 33335 942ccafe284041918d36e54696b98aa7 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorequick.code.tex" 1546728038 2965 502761b60f43ab2de5ecb2f4625163ae ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorerdf.code.tex" 1546728038 5196 f8c5c775d4d6e2cb050392127cabda72 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorescopes.code.tex" 1576793519 20726 ed6ec1d6f0f35e7a93de4e79af83dbce ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreshade.code.tex" 1557692582 35249 144a6b9c4df4644618bb3a0a40472608 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransformations.code.tex" 1546728038 21989 266e83c51fe41eb8b8d5e6896dc71cc1 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransparency.code.tex" 1546728038 8842 5cc856e132fac404805c6da091779283 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryarrows.code.tex" 1546728038 319 8fc6edce901e074ba09de320a8fc686b ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryautomata.code.tex" 1546728038 3986 c962be8d57437fcaf853d2babd8ed403 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarybackgrounds.code.tex" 1546728038 4572 980c82f01c0e3983edadbbc373d304cb ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryfit.code.tex" 1546728038 3643 4a4bd51bd85886cc39d4073af8cf77a9 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarymatrix.code.tex" 1546728038 4202 e655aa2657da1088ec7745ece2876c4c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarypositioning.code.tex" 1546728038 3937 20cd45386ca23052ce976464f0ada984 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryshapes.multipart.code.tex" 1546728038 919 da625675781832f2b61a7048a51ef656 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarytopaths.code.tex" 1576793519 11544 2a5d66a3270abf4ef673e8a0b7734a90 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex" 1576967981 187592 7922ceab1864698dec4c84978d5b182f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code.tex" 1546728038 31874 d843d507175f2bdfa3abf01f0349dac8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers.code.tex" 1546728038 32995 a4d54c043ae5274ceaaddeb36ad43a6f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshapes.multipart.code.tex" 1546728038 62281 fd68e6d2c2dc178611c8f4d2d86e79ae ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfint.code.tex" 1557692582 3063 8c415c68a0f3394e45cfeca0b65f6ee6 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex" 1557692582 521 c70cf6ad609de83a27ee7929eb356332 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathcalc.code.tex" 1557692582 13391 933cab19c6d27039dbfc487330d1005a ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfloat.code.tex" 1557692582 104938 15f2d8bdabd6bf9ca70f62cd8e3d4940 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.base.code.tex" 1557692582 10157 218d58ab074e5bd0d027de45ec64cc00 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.basic.code.tex" 1576793519 28176 568b081ec39645f2db1a29fbd0c635e2 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.code.tex" 1562964315 9054 388d21239a1b6df2cc8beaae31c976b0 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.comparison.code.tex" 1557692582 3865 cddf7ddc80f018587c55afdcc79fc333 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.integerarithmetics.code.tex" 1557692582 3177 27d85c44fbfe09ff3b2cf2879e3ea434 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.misc.code.tex" 1557692582 10925 df50b8a6e5660a585e3a2bf55726dcc8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.random.code.tex" 1562964315 7787 1750fc3f164703caf31fc8ea9218c67e ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.round.code.tex" 1557692582 3379 cbd0948a550bd7a495a160ca6beee9ed ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.trigonometric.code.tex" 1557692582 92405 bba89470858d7b0788a9c09331c39653 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathparser.code.tex" 1576793519 36526 453db1f8626a56b5ebb0fad496d6a39f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathutil.code.tex" 1576793519 8471 b18959397c76e1e582402ab9f592ed9f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmodulematrix.code.tex" 1576793519 21201 46a4dded6619f990ac7347f99fbaac9f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleplot.code.tex" 1557692582 16121 9e240115374a8d489f2f786115df83a9 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleshapes.code.tex" 1576793519 43259 3e05ba63539916af2eaca603c2eda780 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex" 1578520427 465 1f401ab1e7fc6cb7ede39e96c66531fd ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgf.cfg" 1557692582 926 70ff613fabeb70f5d1673dc0c93987bd ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-common-pdf.def" 1557692582 5546 3586827e6032c95512b2a6682d2979a3 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def" 1562964315 12603 c02869ea216d842c29d52fae8738264e ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex" 1557692582 60269 e86bc0081af83a4ad47e4500ee09a2e4 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex" 1557692582 1896 82c274ff520f9e450ccea4e3ef4edc12 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex" 1557692582 7778 a25a32a10ca820357491d4c7b3ac02ea ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex" 1562964315 23777 cb6c8f02f87d86d621f5cb92c44f4998 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex" 1576793519 36815 f7f1772c398f07af2cb741992963045c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeysfiltered.code.tex" 1562964315 37439 bd44d50aef702b03193f731207931834 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex" 1557692582 4494 7e5ace0ccf59408f2cf63219a5d36927 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common-lists.tex" 1557692582 7250 03b2b9fb5fa38e7ca5cc3c45860fb210 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common.tex" 1576793519 28309 488ccc6c701bbdd1bf671f708757aa5c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-latex.def" 1562964315 6286 1bd76fc45da9929ab2a64f51cba3ab6f ""
+  "/usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty" 1576624663 7008 f92eaa0a3872ed622bbf538217cd2ab7 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xkeyval/keyval.tex" 1403829539 2725 fc34ef3ccb37ba15a640e8fca6190bca ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkeyval.tex" 1417732693 19231 26434a5656c684f5ffb1f26f98006baa ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkvutils.tex" 1403829539 7677 6f5ce7c1124cad7ec57d05b2562bd8fe ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xy.sty" 1312310545 4692 1e1bcf75c622af1eefd9169948208302 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xy.tex" 1381187214 115380 413d5f789929a45aab7d12ce0d0aee7d ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyall.tex" 1312310545 1449 24340b6befc66d28ee1ebb657efb5892 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyarrow.tex" 1312310545 22657 990ce136a3cc15728ba417a2e78b25c8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xycmtip.tex" 1312310545 1374 43fb8dc80dd748631d78096701166d76 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xycolor.tex" 1312310545 4586 edd672434f45626662368282c0322160 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xycurve.tex" 1312310545 109670 d412ee1ff259daefee5e927172e2f9a8 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyframe.tex" 1337903317 24249 186931a828664624939ab0b347e3952c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xygraph.tex" 1312310545 9619 b7e4d9a6936ba2ad6119a280abde9641 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyidioms.tex" 1312310545 2907 1ee562fde0b53c9cd16f7a604f33fdf0 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyline.tex" 1312310545 10928 c3a572983ccc9fc596b4e9ce454d5652 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xymatrix.tex" 1312310545 22583 25b1e7edeee41f181ee9733429da4a9c ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-co.tex" 1312310545 8442 90cb8a3b00c2081384c1ce988d2ba0a3 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-cu.tex" 1312310545 39762 25a964ebb390bcfcd35c040f477eef1d ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-fr.tex" 1312310545 16485 5686b19cc46d046c885428794ed9c114 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-li.tex" 1312310545 2619 1a12b316e2132654e44ba2cd21def637 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-ro.tex" 1312310545 5290 e16fc85c85f64d0a5c04708bf3312d00 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf.tex" 1312310545 18763 e61049d36bdfccb226f22e582d70d368 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyrecat.tex" 1312310545 1391 c8763fc8e281cb6ecf697988b6608e4a ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xyrotate.tex" 1312310545 7008 cb768d8d63a12d35607cbb3c4e7ba163 ""
+  "/usr/share/texlive/texmf-dist/tex/generic/xypic/xytips.tex" 1381187214 3689 0d51788a4141bc66ab896f7ac63495fd ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty" 1513722769 12604 3dec726c041422879dc3268237f09026 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty" 1359763108 5949 3f3fd50a8cc94c3d4cbf4fc66cd3df1c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty" 1359763108 13829 94730e64147574077f8ecfea9bb69af4 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty" 1523134290 2211 ca7ce284ab93c8eecdc6029dc5ccbd73 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amscd.sty" 1523134290 5309 0c9ef5db85b924cdbb316f080dfd826e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty" 1523134290 4161 7f6eb9092061a11f87d08ed13515b48d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty" 1580683321 85660 baee036978c7a91f4e2bba43f05e5945 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty" 1523134290 4116 32e6abd27229755a83a8b7f18e583890 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty" 1523134290 2432 8ff93b1137020e8f21930562a874ae66 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/aobs-tikz/tikzlibraryoverlay-beamer-styles.code.tex" 1389658833 4047 82a015585c1ef210fb6750d6322afa7f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/atveryend/atveryend.sty" 1576191570 19336 ce7ae9438967282886b3b036cfad1e4d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty" 1576625391 3935 57aa3c3e203a5c2effb4d2bd2efbc323 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/article.cls" 1580683321 20023 e427dd9e17e239bf926ef3aab67fe35e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty" 1581632200 4947 0c2888dd88121ae675fc6e82213623ba ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/ifthen.sty" 1580683321 5159 892429808d9e0e2b3548aaefd9a06ed0 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty" 1580683321 5050 8933a39ad74377accd18991c5eb90c58 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/size10.clo" 1580683321 8446 9874cccac5fee462272c582807dbbf56 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty" 1581112666 2821 2c0928feafd5527387e29a1af774d030 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/carlisle/slashed.sty" 1137109962 5327 8b3c95b5f71136add36a4a0bb1507594 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/cite/cite.sty" 1425427964 26218 19edeff8cdc2bcb704e8051dc55eb5a7 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty" 1579991033 13886 d1306dcf79a944f6988e688c1785f9ce ""
+  "/usr/share/texlive/texmf-dist/tex/latex/eso-pic/eso-pic.sty" 1526160256 11991 c1669f88e13f8bb6243df144e456b477 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/fancyhdr/fancyhdr.sty" 1548974385 11128 a53805799bebfed6358fc1658a18e41f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty" 1578002852 41601 9cf6c5257b1bc7af01a58859749dd37a ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg" 1459978653 1213 620bba36b25224fa9b7e1ccb4ecb76fd ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg" 1465944070 1224 978390e9c2234eab29404bc21b268d1e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def" 1515537368 17334 520b9b85ad8a2a48eda3f643e27a5179 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty" 1580683321 16932 04729abe63b66ec59ea56edcd722b058 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty" 1580683321 9067 1b996612394a52e1efe89c8bfe8a5892 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/lscape.sty" 1580683321 1753 f80abc75c0e3a4915097779c2649cc98 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty" 1580683321 3976 d7fa7d81d2870d509d25b17d0245e735 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty" 1580250785 17914 4c28a13fc3d975e6e81c9bea1d697276 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def" 1579642962 50630 3d9728faf8630190cf601ce2cbe470d9 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty" 1579642962 238752 60dd338d71b6a4ab2192131f73dc908b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty" 1579642962 13244 0070bcab7b5a88187847128d22faf4d8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def" 1579642962 14134 32b36577d311ddb6522413c7581ee968 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/jknapltx/mathrsfs.sty" 1137110241 300 12fa6f636b617656f2810ee82cb05015 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/jknapltx/ursfs.fd" 1137110241 548 cc4e3557704bfed27c7002773fad6c90 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty" 1575152344 22520 c4c2dab203104295e1e618be7e5c0f5b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdfmode.def" 1580854751 25404 9d60f463a00d154207ec0048dee27cf0 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/l3kernel/expl3.sty" 1581719662 4381 04628f3002bdd1d9c43ef984fd60ae18 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/l3packages/xparse/xparse.sty" 1581719662 81717 e93576ac4b24ce6e121ebd6ec6cf2893 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg" 1279039959 678 4792914a8f45be57bb98413425e4c7af ""
+  "/usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty" 1575499565 5766 13a9e8766c47f30327caf893ece86ac8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.ltd.tex" 1546728170 98047 c6fa29828cc60471827afe275c8bd77f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.sty" 1546638616 18060 8cf65af2c4529eed91b5d364b50d3ada ""
+  "/usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg" 1568236792 1830 bbaba8afaf42cc048ec4d4ff73467521 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty" 1568236792 80511 830f3f1d3ab7448dd84233e9c2f6462c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty" 1568236792 77022 32914f01b528131c47be2a1040d3856d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/pgflibrarymatrix.skeleton.code.tex" 1565039202 19612 007f8469df07e9ef0f680e346cc01945 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/tikzlibrarymatrix.skeleton.code.tex" 1565039202 7267 4d597b08b2429acaa1e526052d9509ed ""
+  "/usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty" 1177890616 3878 6aa7c08ff2621006e0603349e40a30a8 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/multirow/multirow.sty" 1559339157 5486 a1d954b09782ba0acd8a8abfd98e1028 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/paralist/paralist.sty" 1485124581 14857 82c76ebe8f06becf69ab309565b2a0cb ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdflscape/pdflscape.sty" 1575674318 6575 25396d208d8f2b9395d06ef315d5886c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdfpages/pdfpages.sty" 1580249532 54071 88f1e37dc9e1f95352061a066ed07263 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdfpages/pppdftex.def" 1580249532 6418 197ed301e61ce5b7f446e70345a43a62 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pdftexcmds/pdftexcmds.sty" 1574631863 19963 36fd8e818f9f0f32e2db8413d4970122 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty" 1546728038 1090 d20f587ea9464d1841bd0d13d3ff9856 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty" 1288312291 410 5bf12ea7330e5f12c445332a4fe9a263 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65.sty" 1546728038 21013 e98e1aaaf40d31632787c2bd25d24b57 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty" 1546728038 989 2cf3da8e8ec55131c49389428d565e37 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty" 1203877327 339 592cf35cba3d400082b8a9a5d0199d70 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty" 1393459310 306 0796eafca5e159e6ec2167a6d22d81b1 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty" 1393459310 443 0b2e781830192df35c0fd357cf13e26e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty" 1393459310 348 8927fde343487e003b01a4c2ca34073b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty" 1203727794 274 4cad6e665cc93ac2ac979039a94fa1e1 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty" 1203877327 325 2bcd023400636339210573e2b3ee298b ""
+  "/usr/share/texlive/texmf-dist/tex/latex/psnfss/times.sty" 1156702453 857 6c716f26c5eadfb81029fcd6ce2d45e6 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty" 1576624809 9878 9e94e8fa600d95f9c7731bb21dfb67a4 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty" 1575674187 9715 b051d5b493d9fe5f4bc251462d039e5f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cfg" 1522098998 1015 662b4d7ad816b857a598284525f5c75e ""
+  "/usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cls" 1522098998 28890 df75e6d37f47b7e27bff3f37375336b3 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/tools/array.sty" 1580683321 12560 ce3f59ceae9d9a27bfe037d6bf1d903c ""
+  "/usr/share/texlive/texmf-dist/tex/latex/tools/calc.sty" 1580683321 10216 5efd55f2010055e7b7875afd6a75be82 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty" 1580683321 4120 d1680a5ff60d0aea9c327e07c030f4e9 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/omltxmi.fd" 1137111002 492 e7f8afe4428797548d4301de03a1b15f ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/omstxsy.fd" 1137111002 329 6ac7e19535b9f1d64e4d8e3f77dc30a3 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/omxtxex.fd" 1137111002 312 11fe1916b0a13a81a05234a6fc7f8738 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/ot1txr.fd" 1137111002 1271 4e3afbd8e832f2f9c7f064894e6e68e4 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/t1txr.fd" 1137111002 1242 cbf8a0d4f750f9833a0bfb05fb39f1cb ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/txfonts.sty" 1206746551 50381 d367461010070c7a491b1f6979ab2062 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxexa.fd" 1137111002 310 1b00b0b05685b816e4c6caccce437e0d ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxmia.fd" 1137111002 334 87436a82076ca2e35cd305f852507afc ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsya.fd" 1137111002 310 cee07e4964749ccbc77d84fc49726a79 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyb.fd" 1137111002 310 8c5467c8932c259af51b0f116c9734bd ""
+  "/usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyc.fd" 1137111002 310 4b5d6fe830337242ef847b3bff48ba21 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/url/url.sty" 1388531844 12796 8edb7d69a20b857904dd0ea757c14ec9 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty" 1463002160 55589 34128738f682d033422ca125f82e5d62 ""
+  "/usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty" 1417732693 4962 9c1069474ff71dbc47d5006555e352d3 ""
+  "/usr/share/texlive/texmf-dist/web2c/texmf.cnf" 1581979058 38841 ce3692aa899bb693b90b87eaa5d4d84e ""
+  "/usr/share/texmf/web2c/texmf.cnf" 1581979058 38841 ce3692aa899bb693b90b87eaa5d4d84e ""
+  "/var/lib/texmf/fonts/map/pdftex/updmap/pdftex.map" 1619433582 4770781 1ed1abab22da9c3e2cc82e4db562318b ""
+  "/var/lib/texmf/web2c/pdftex/pdflatex.fmt" 1619433611 8255863 afe1ed795207f6401d11bafd6327aa55 ""
+  "algo_graph.aux" 1621585123 662 b2b94621371df8d9296b8bf5bec1b851 "pdflatex"
+  "algo_graph.out" 1621585122 0 d41d8cd98f00b204e9800998ecf8427e "pdflatex"
+  "algo_graph.tex" 1621585144 5895 0e03594e6e25b7f3671b72694de0d3f4 ""
+  (generated)
+  "algo_graph.out"
+  "algo_graph.pdf"
+  "algo_graph.aux"
+  "algo_graph.log"
diff --git a/buch/papers/multiplikation/tikz_formulas/algo_graph.fls b/buch/papers/multiplikation/tikz_formulas/algo_graph.fls
new file mode 100644
index 0000000..bd1c14e
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo_graph.fls
@@ -0,0 +1,485 @@
+PWD /home/nunigan/Documents/MSE/FS21/SeminarMatrizen/buch/papers/multiplikation/tikz_formulas
+INPUT /etc/texmf/web2c/texmf.cnf
+INPUT /usr/share/texmf/web2c/texmf.cnf
+INPUT /usr/share/texlive/texmf-dist/web2c/texmf.cnf
+INPUT /var/lib/texmf/web2c/pdftex/pdflatex.fmt
+INPUT algo_graph.tex
+OUTPUT algo_graph.log
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/shellesc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifluatex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/iftex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xkeyval/xkeyval.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkeyval.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xkeyval/xkvutils.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xkeyval/keyval.tex
+INPUT /dev/null
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/standalone/standalone.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/article.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/article.cls
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/size10.clo
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/size10.clo
+INPUT /usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/geometry/geometry.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifvtex.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/inputenc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/fontenc.sty
+INPUT /usr/share/texlive/texmf-dist/fonts/map/fontname/texfonts.map
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/jknappen/ec/ecrm1000.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/psnfss/times.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/psnfss/times.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amstext.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsgen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsbsy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amsopn.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amssymb.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsfonts/amsfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/mathrsfs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/mathrsfs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amscls/amsthm.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3kernel/expl3.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3kernel/expl3.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdfmode.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3backend/l3backend-pdfmode.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3packages/xparse/xparse.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/l3packages/xparse/xparse.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.ltd.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/lipsum/lipsum.ltd.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amscd.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/amsmath/amscd.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphicx.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/graphics.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/trig.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/graphics.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-def/pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/fancyhdr/fancyhdr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/fancyhdr/fancyhdr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/textcomp.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/txfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/txfonts.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xy.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xy.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyrecat.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyidioms.tex
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xydash10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyatip10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybtip10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xybsql10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycirc10.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/iftex/ifpdf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyall.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyall.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycurve.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycurve.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyframe.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyframe.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycmtip.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycmtip.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xytips.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xytips.tex
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmat10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xycmbt10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xyluat10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/xypic/xylubt10.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyline.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyline.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyrotate.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyrotate.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycolor.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xycolor.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xymatrix.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xymatrix.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyarrow.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xyarrow.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xygraph.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xygraph.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-co.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-cu.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-fr.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-li.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/xypic/xypdf-ro.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/paralist/paralist.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/paralist/paralist.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hyperref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/ltxcmds/ltxcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdftexcmds/pdftexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdftexcmds/pdftexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/infwarerr/infwarerr.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvsetkeys/kvsetkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/kvdefinekeys/kvdefinekeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pdfescape/pdfescape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hycolor/hycolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/letltxmacro/letltxmacro.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/auxhook/auxhook.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/kvoptions/kvoptions.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/pd1enc.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/intcalc/intcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/etexcmds/etexcmds.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/url/url.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/url/url.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bitset/bitset.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/bigintcalc/bigintcalc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/atbegshi/atbegshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/atbegshi/atbegshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/hpdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/atveryend/atveryend.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/atveryend/atveryend.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/rerunfilecheck/rerunfilecheck.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/uniquecounter/uniquecounter.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/array.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/array.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/frontendlayer/tikz.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgf.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfrcs.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-common-lists.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfutil-latex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/ms/everyshi.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfrcs.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/pgf.revision.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/basiclayer/pgfcore.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/systemlayer/pgfsys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeysfiltered.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgf.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-pdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsys-common-pdf.def
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsyssoftpath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/systemlayer/pgfsysprotocol.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/xcolor/xcolor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics-cfg/color.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcore.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathcalc.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathutil.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathparser.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.basic.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.trigonometric.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.random.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.comparison.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.base.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.round.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.misc.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfunctions.integerarithmetics.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmathfloat.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfint.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepoints.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathconstruct.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathusage.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorescopes.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoregraphicstate.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransformations.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorequick.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreobjects.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepathprocessing.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorearrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreshade.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreimage.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoreexternal.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorelayers.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcoretransparency.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorepatterns.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/basiclayer/pgfcorerdf.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleshapes.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmoduleplot.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-0-65.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/compatibility/pgfcomp-version-1-18.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgffor.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/utilities/pgfkeys.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgfkeys.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pgf/math/pgfmath.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/utilities/pgffor.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/math/pgfmath.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/tikz.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryplothandlers.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/modules/pgfmodulematrix.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarytopaths.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarytopaths.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/carlisle/slashed.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/carlisle/slashed.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pdfpages.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pdfpages.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/ifthen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/base/ifthen.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/calc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/tools/calc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/eso-pic/eso-pic.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/eso-pic/eso-pic.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pppdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdfpages/pppdftex.def
+INPUT /usr/share/texlive/texmf-dist/tex/latex/cite/cite.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/cite/cite.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/pgflibraryarrows.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarymatrix.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarymatrix.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarypositioning.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarypositioning.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/aobs-tikz/tikzlibraryoverlay-beamer-styles.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/aobs-tikz/tikzlibraryoverlay-beamer-styles.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/tikzlibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/tikzlibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/pgflibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/matrix-skeleton/pgflibrarymatrix.skeleton.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryfit.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryfit.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarybackgrounds.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibrarybackgrounds.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryautomata.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryautomata.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/frontendlayer/tikz/libraries/tikzlibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/generic/pgf/libraries/shapes/pgflibraryshapes.multipart.code.tex
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/lstmisc.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/listings/listings.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/multirow/multirow.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/multirow/multirow.sty
+INPUT algo_graph.aux
+INPUT algo_graph.aux
+OUTPUT algo_graph.aux
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omltxmi.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omltxmi.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omstxsy.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omstxsy.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omxtxex.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/omxtxex.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxexa.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxexa.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/t1txr.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/t1txr.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii
+INPUT /usr/share/texlive/texmf-dist/tex/context/base/mkii/supp-pdf.mkii
+INPUT /usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/epstopdf-pkg/epstopdf-base.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/latexconfig/epstopdf-sys.cfg
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/ot1txr.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/ot1txr.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsya.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsya.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyb.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyb.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/ursfs.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/jknapltx/ursfs.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs7.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs5.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxmia.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxmia.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyc.fd
+INPUT /usr/share/texlive/texmf-dist/tex/latex/txfonts/utxsyc.fd
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/hyperref/nameref.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/refcount/refcount.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty
+INPUT /usr/share/texlive/texmf-dist/tex/generic/gettitlestring/gettitlestring.sty
+INPUT algo_graph.out
+INPUT algo_graph.out
+INPUT algo_graph.out
+INPUT algo_graph.out
+INPUT ./algo_graph.out
+INPUT ./algo_graph.out
+OUTPUT algo_graph.out
+OUTPUT algo_graph.pdf
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdflscape/pdflscape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/pdflscape/pdflscape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/lscape.sty
+INPUT /usr/share/texlive/texmf-dist/tex/latex/graphics/lscape.sty
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs5.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/t1xr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsy.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txex.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsya.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyb.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/rsfs/rsfs10.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txmia.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txsyc.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/txexa.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txmi.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmri.tfm
+INPUT /var/lib/texmf/fonts/map/pdftex/updmap/pdftex.map
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txmi.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxmi.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmri.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/txr.vf
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxptmr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/tfm/public/txfonts/rtxr.tfm
+INPUT /usr/share/texlive/texmf-dist/fonts/vf/public/txfonts/t1xr.vf
+INPUT algo_graph.aux
+INPUT ./algo_graph.out
+INPUT ./algo_graph.out
+INPUT /usr/share/texlive/texmf-dist/fonts/enc/dvips/base/8r.enc
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/public/txfonts/rtxr.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmr8a.pfb
+INPUT /usr/share/texlive/texmf-dist/fonts/type1/urw/times/utmri8a.pfb
diff --git a/buch/papers/multiplikation/tikz_formulas/algo_graph.pdf b/buch/papers/multiplikation/tikz_formulas/algo_graph.pdf
new file mode 100755
index 0000000..7f5a984
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo_graph.pdf
diff --git a/buch/papers/multiplikation/tikz_formulas/algo_graph.tex b/buch/papers/multiplikation/tikz_formulas/algo_graph.tex
new file mode 100755
index 0000000..ad4228b
--- /dev/null
+++ b/buch/papers/multiplikation/tikz_formulas/algo_graph.tex
@@ -0,0 +1,140 @@
+\documentclass[border=10pt]{standalone}
+\usepackage[left=25mm,right=25mm,top=25mm,bottom=25mm]{geometry}
+\usepackage[utf8]{inputenc}
+\usepackage[T1]{fontenc}
+\usepackage{times}
+\usepackage{geometry}
+\usepackage{amsmath}
+\usepackage{amssymb}
+\usepackage{mathrsfs}
+\usepackage{amsfonts}
+\usepackage{amsthm}
+\usepackage{lipsum}
+\usepackage{amscd}
+\usepackage{graphicx}
+\usepackage{fancyhdr}
+\usepackage{textcomp}
+\usepackage{txfonts}
+\usepackage[all]{xy}
+\usepackage{paralist}
+\usepackage[colorlinks=true]{hyperref}
+\usepackage{array}
+\usepackage{tikz}
+\usepackage{slashed}
+\usepackage{pdfpages}
+\usepackage{cite}
+\usepackage{url}
+\usepackage{amsmath,amsfonts,amssymb}
+\usepackage{tikz}
+\usetikzlibrary{arrows,matrix,positioning}
+\usetikzlibrary{overlay-beamer-styles}
+\usetikzlibrary{matrix.skeleton}
+\usetikzlibrary{automata,positioning}
+\usepackage{listings}
+\usepackage{multirow}
+\usepackage{color}
+
+\begin{document}
+
+\begin{tikzpicture}[ampersand replacement=\&]
+
+  \foreach \i in {1,...,4}
+  {
+  \small{
+    \matrix (X\i)[matrix of math nodes,nodes in empty cells,
+              nodes = {draw, minimum size=10mm,
+                       anchor=center,
+                       inner sep=0pt, outer sep=0pt},
+              column sep=-\pgflinewidth,
+              row sep=-\pgflinewidth,
+              ] at (0,-\i*5)
+   {
+   A_{11}B_{11} \& A_{12}B_{11} \& A_{21}B_{11} \& A_{22}B_{11} \\
+   A_{11}B_{21} \& A_{12}B_{21} \& A_{21}B_{21} \& A_{22}B_{21} \\
+   A_{11}B_{11} \& A_{12}B_{12} \& A_{21}B_{12} \& A_{22}B_{12} \\
+   A_{11}B_{22} \& A_{12}B_{22} \& A_{21}B_{22} \& A_{22}B_{22} \\
+   };}
+
+    \foreach \j in {1,...,7}
+    {
+    \matrix(M\i\j)[matrix of math nodes,nodes in empty cells,
+                nodes = {draw, minimum size=10mm,
+                         anchor=center,
+                         inner sep=0pt, outer sep=0pt},
+                column sep=-\pgflinewidth,
+                row sep=-\pgflinewidth,
+                ] at (\j*5,-\i*5)
+     {
+     \& \& \& \\
+     \& \& \& \\
+     \& \& \& \\
+     \& \& \& \\
+     };
+   }
+ }
+
+\huge{
+ \node at (-3,-20)  {$C_{22}=$};
+ \node at (-3,-15) {$C_{21}=$} ;
+ \node at (-3,-10) {$C_{12}=$} ;
+ \node at (-3,-5) {$C_{11}=$} ;
+
+ \node at (5,-2)  {I};
+ \node at (10,-2)  {II};
+ \node at (15,-2)  {III};
+ \node at (20,-2)  {IV};
+ \node at (25,-2)  {V};
+ \node at (30,-2)  {VI};
+ \node at (35,-2)  {VII};
+ }
+
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X1-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X1-2-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X2-3-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X2-4-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X3-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X3-2-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X4-3-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(X4-4-4)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-4-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M11-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M14-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M14-2-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M15-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M15-4-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M17-2-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M17-4-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M17-2-2)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M17-4-2)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M23-3-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M23-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M25-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M25-4-2)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M32-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M32-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M34-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M34-2-4)] {};
+
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-4-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M41-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M42-1-4)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M42-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M43-3-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M43-4-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M46-1-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M46-1-1)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=green, fit=(M46-3-3)] {};
+ \node[opacity=0.5, rounded corners=0pt, inner sep=-1pt, fill=red, fit=(M46-3-1)] {};
+\end{tikzpicture}
+
+
+
+\end{document}
diff --git a/buch/papers/verkehr/main.tex b/buch/papers/verkehr/main.tex
index 6348993..98d0581 100644
--- a/buch/papers/verkehr/main.tex
+++ b/buch/papers/verkehr/main.tex
@@ -3,8 +3,7 @@
 %
 % (c) 2020 Hochschule Rapperswil
 %
-\chapter{Thema\label{chapter:verkehr}}
-\lhead{Verkehrsfluss und Verkehrsnetze}
+\chapter{Verkehrsfluss und Verkehrsnetze\label{chapter:verkehr}}
 \begin{refsection}
 \chapterauthor{Pascal Andreas Schmid und Robine Luchsinger}
 
diff --git a/buch/papers/verkehr/section1.tex b/buch/papers/verkehr/section1.tex
index d96d450..416e311 100644
--- a/buch/papers/verkehr/section1.tex
+++ b/buch/papers/verkehr/section1.tex
@@ -1,99 +1,75 @@
-\section{Einführung}
 \label{section:verkehr/einfuehrung}
 
-\subsection{Verkehrsnetze}
 Das Verkehrsnetz besteht aus allen Anlagen, auf oder unter der Erdoberfläche, auf denen eine räumliche Fortbewegung von Personen oder auch Gütern stattfindet. Verkehrsnetze sind ein Bestandteil der Verkehrsinfrastruktur, die auf topografischen Karten festgehalten werden. Sie umfassen den Schienenverkehr, alle Strassen und Wege, wie auch Flugplätze und alle dazugehörigen Bauwerke.
 Aus verkehrsgeografischer Sicht besteht das Verkehrsnetz aus Kanten, Knotenpunkten und dem Hinterland. Die Knotenpunkte werden auch hier durch die Kanten verbunden, die den Verkehrsstrom aufnehmen, wobei das Hinterland durch einzelne Knoten versorgt wird. Die Aufteilung in Kanten und Knotenpunkte ermöglicht eine Vereinfachung komplexer Verkehrsnetze, damit sie mittels der Graphentheorie untersucht werden können.
 Grundsätzlich können kurze Wege zwischen den Knotenpunkten das Ziel beim Aufbau eines Verkehrsnetzes sein. Es kann aber auch versucht werden, die Bau- und Unterhaltskosten des Verkehrsnetzes in einem gewissen Rahmen zu halten. Aus diesen Vorgaben ergibt sich dann, je nach dem was gewünscht wird, eine grob- oder feinmaschige Struktur des Netzes.
 Ziel ist aber ein möglichst wirtschaftliches und optimales Verkehrsnetz.
 
-\subsection{Suchalgorithmen}
+\section{Suchalgorithmen}
+Inbesondere bei Graphen in Form von Verkehrsnetzen ist das Finden eines kürzesten Weges von Interesse. Mathematisch betrachtet handelt es sich hierbei um ein Optimierungsproblem, bei dem die Summe der Kantengewichte zwischen zwei Knoten minimiert werden soll. Zu diesem Zweck existieren verschiedene Suchalgorithmen. In den folgenden Abschnitten wird auf eine Auswahl davon eingegangen. Zuvor ist es jedoch notwendig, einige Begriffe und Eigenschaften von Suchalgorithmen zu definieren.
 
-\subsubsection{Dijkstra-Algorithmus}
-Der Algorithmus von Dijkstra ist benannt nach seinem Erfinder dem Mathematik- und Infomratikprofessor Edsger Dijkstra. Den Algorithmus hat er im Jahr 1959 erfunden.
-Der Algorithmus von Dijkstra ist ein Greedy-Algorithmus (gieriger Algorithmus), der schrittweise einen Folgezustand auswählt, damit beim Zeitpunkt der Wahl der grösste Gewinn bzw. das beste Ergebnis erzielt werden kann.
-Trotz der Schnelligkeit der Greedy-Algorithmen, können viele Probleme nicht optimal gelöst werden.
-Vereinfacht wird beim Dijkstra-Algorithmus, ausgehend von einem Startknoten so lange dem kürzesten Pfad gefolgt, bis der Zielknoten erreicht wird. Dabei muss für jeden besuchten Knoten die Kostenfunktion als auch der Pfad dahin (vorheriger Knoten) gespeichert werden.
-Dadurch wird hingegen garantiert, dass, wenn der Zielknoten erreicht wird, auch der kürzeste Pfad gefunden wurde.
-Grundlegende Voraussetzung für den Dijkstra-Algorithmus ist die strikte Positivität der Kantengewichte. Andernfalls würde ein wiederholtes Ablaufen einer Kante mit negativem Gewicht zu einer stetigen Reduktion der Kostenfunktion führen, was zu einer unendlichen Schlaufe führen würde.
+Einerseits wird zwischen optimalen und nicht-optimalen Algorithmen unterschieden. Ein Suchalgorithmus gilt als optimal, falls er einen günstigsten Pfad zwischen zwei Knoten findet. Es gilt zu beachten, dass im Falle des Vorhandenseins von mehrerern Pfaden mit identischer, minimaler Summe der Kantengewichte zwischen zwei Knoten, mindestens einer dieser Pfade gefunden wird.
 
-Gegeben sei ein Netzwerk mit $n$ Knoten und dem Startknoten $a$.
-Alle Kanten sind mit $k(i, j)$ bewertet.
-Gesucht wird der kürzeste Pfad zwischen dem Startknoten und allen übrigen Knoten im Netz.
-$D(i)$ ist die kürzeste Distanz vom Startknoten $a$ zum Knoten $i, V(i)$ ist der unmittelbare Vorgängerknoten vom Knoten $i$ auf dem kürzesten Weg vom Startknoten $a$ zum Konten $i$ und die Menge $M$ ist die Menge einer bestimmten Auswahl an Knoten.
+Weiter wird zwischen informierten und uninformierten Algorithmen differenziert. Während uninformierte Suchalgorithmen den Suchraum schematisch auf Basis der Eigenschaften des Graphen absuchen, bis eine günstigste Lösung gefunden wurde, verwenden informierte Suchalgorithmen eine Heuristik zur Abschätzung der Suchrichtung. Oftmals wird bei informierten Algorithmen ein Verlust der Optimalität zugunsten einer verbesserten Rechenzeit in Kauf genommen. Es exisitieren jedoch auch Heurstiken, die eine optimale Lösung gewährleisten.
 
-Dabei gilt
-\begin{equation}M={a}\end{equation}
-\begin{equation}D(a)=0\end{equation} wobei
-\begin{equation}D(i)=\infty\end{equation} und
-\begin{equation}i \neq a \end{equation}
-Ausserdem gilt \begin{equation}V(i)=(-) \text{für alle Knoten $i$}\end{equation}\\
+Eine besondere Art von Suchalgorithmen stellen die sogenannten Greedy-Algorithmen, zu deutsch gierige Algorithmen, dar. Sie zeichnen sich dadurch aus, dass sie stets den zurzeit günstigsten Folgezustand auswählen. Dadurch sind sie in der Regel äusserst effizient, garantieren bei vielen Problemstellungen jedoch keine optimale Lösung.
 
-%THEORIE...
-Iteration
+\subsection{Dijkstra-Algorithmus}
+Der Algorithmus von Dijkstra ist benannt nach seinem Erfinder dem Mathematik- und Informatikprofessor Edsger Dijkstra. Er gehört zur Klasse der uninformierten Greedy-Algorithmen. Zudem ist die Optimalität bei strikt positiven Kantengewichten gewährleistet.
+Vorteilhaft ist die einfache Implementierung. Abhängig von der Programmiersprache sind zwischen 30 und 40 Zeilen an Code ausreichend, damit er den kürzesten Pfad zwischen einem Startknoten $a$ und Zielknoten $b$ finden kann. 
 
-1. Auswahl eines Knotens \begin{equation} K\in M \text{mit} D(K)=D(i);i\in M\end{equation}
+Die für dieses Paper verwendete programmierte Funktion (MATLAB) verwendet eine abgewandelte Form der gewichteten Adjazenz-Matrix $A$, für welche gilt:
+Der Matrix-Eintrag $A_{i,j}$ enthält das Kantengewicht der Kante von Knoten $j$ nach $i$ auf. Falls keine Kante zwischen $j$ und $i$ vorhanden ist, beträgt der Eintrag $\infty$. Dies vereinfacht die Implementierung zur Bestimmung des nächst-günstigsten Pfades.
+Zudem werden zwei Hilfs-Vektoren $\vec{d}$ und $\vec{b}$ der Länge $n$ eingeführt, wobei $n$ die Anzahl Knoten des Graphen ist. Im Vektoreintrag $\vec{d}(i)$ wird das kummulierte Kantengewicht zur Erreichung von Knoten $i$ vom Startknoten $a$ gespeichert. Der Eintrag $\vec{d}(a)$ beträgt somit $0$. Im Vektor $\vec{b}$ wird zudem vermerkt, falls ein Knoten bereits als Ziel eines kürzesten Pfads gefunden wurde und somit für die weitere Suche nicht mehr berücksichtigt werden muss ($\vec{b}(i)=1$, sonst $\vec{b}(i)=0$).
 
-2. Für alle Nachfolger $N(j)$ vom Knoten $K$ gilt:
-\begin{equation}D(K) + k_Kj < D(j)\end{equation} dann wird \begin{equation}D(j) = D(K) + k_Kj, V(j) = K\end{equation} gesetzt und somit wird der Knoten $j$ in die Menge $M$ aufgenommen.
+Ausgehend vom Startknoten $a$ wird nun anhand der Matrix $A$ in der Spalte $a$ nach dem kleinsten Eintrag gesucht. Somit wird der Folgeknoten $c$ gefunden. Dieser Vorgang wird nun wiederholt, wobei jedoch sämtliche von Knoten $a$ und $c$ erreichbaren Knoten berücksichtigt werden, die noch nicht besucht wurden. In anderen Worten alle nicht verschwindenden Einträge $i$ der Spalten $a$ und $c$ der Matrix $A$, für welche gilt $\vec{b}(i)=0$. Ausschlaggebend für die folgende Auswahl ist die Summe der kummulierten Kantengewichte und des Kantengewichts des nächsten Knotens. Als Beispiel zur Erreichung von Knoten $k$ über Knoten $j$:
+\begin{equation}
+\vec{d}(k)=\vec{d}(j)+A(k,j)
+\end{equation}
+Diese Iteration wird solange durchgeführt, bis der Folgeknoten dem Zielknoten entspricht.
 
-3. Der ausgewählte Knoten \begin{equation}K\in M\text{wird aus der Menge herausgelöscht}\end{equation}\\
-Diese drei Schritte werden so lange wiederholt bis gilt
-\begin{equation}M=\{\}\end{equation}
+\subsection{A*-Algorithmus}
+Der A*-Algorithmus basiert auf dem Dijkstra-Algorithmus, verwendet jedoch eine Heuristik zur Abschätzung der günstigsten Suchrichtung. Somit handelt es sich um einen informierten Greedy-Algorithmus, der abhängig von der verwendeten Heuristik auch optimal sein kann. Er wurde von Peter Hart, Nils Nilsson und Bertram Raphael entwickelt.
 
-\subsubsection{A*-Algorithmus}
-Suchalgorithmen werden nach einfachen (uninformierte) und heuristischen (informierten) Algorithmen unterschieden. Während einfache Algorithmen den Suchraum intuitiv durchsuchen, beziehen heuristische Algorithmen Wissen über den Suchraum mit ein.
-Der A*-Algorithmus geht auf seine Erfinder Peter Hart, Nils Nilsson und Bertram Raphael zurück, die den Algorithmus erstmals im Jahr 1968 beschrieben.
-Der A*-Algorithmus ist ein heuristischer Suchalgorithmus, der den kürzesten Pfad zwischen zwei Knoten in einem Graphen mit positiven Kantengewichten berechnet.
-Im Gegensatz zu einfachen Suchalgorithmen, wird beim A*-Algorithmus eine Schätzfunktion, die sogenannte Heuristik, verwendet. Dies ermöglicht ein zielgerichtetes Suchen und gleichzeitig wird die Laufzeit verringert.
-Ausserdem findet der A*-Algorithmus immer eine optimale Lösung, sofern eine vorhanden ist.
-Der A*-Algorithmus wird als Verallgemeinerung gehandhabt und gilt als Erweiterung des Dijkstra-Algorithmus.
+\subsection{Anwendung A*-Algorithmus}
+Wie oben erwähnt basiert der A*-Algorithmus auf dem Shortest-Path-Algorithmus von Dijkstra. Gemäss dem Algorihtmus von Dijkstra werden von einem Startknoten aus die jeweiligen Nachbarknoten, die Nachbarknoten der Nachbarknoten usw. verarbeitet. Die Kantengewichte werden dabei aufsummiert und die Priorität wird auf die Kante gelegt, die das geringste Gewicht aufweist. Mit diesem Verfahren wird sichergestellt, dass die erste gefundene Lösung auch eine optimale Lösung darstellt.\\
 
-\subsubsection{Anwendung A*-Algorithmus}
-Wie oben erwähnt basiert der A*-Algorithmus auf dem Shortest-Path-Algorithmus von Dijkstra. Gemäss dem Algorihtmus von Dijkstra werden von einem Startknoten aus die jeweiligen Nachbarknoten, die Nachbarknoten der Nachbarknoten usw. verarbeitet. Die Kantengewichte werden dabei aufsummiert und die Priorität wird auf die Kante gelegt, die das geringste Gewicht aufweist. Mit diesem Verfahren wird sichergestellt, dass die erste gefundene Lösung auch die optimalste Lösung darstellt.\\
+Der A*-Algorithmus unterscheidet sich vom Dijkstra-Algorithmus dahingehend, dass bei der Auswahl des Folgeknotens, nicht nur die Summe der Kantengewichte $\vec{d}(j)+A(k,j)$, sondern zusätzlich die für jeden Knoten definierte Abschätzfunktion $f(k)$ hinzuaddiert wird. Dies passiert jedoch nur bei der \emph{Auswahl} des Folgeknotens. Der Wert von $f(k)$ wird nicht im Eintrag $\vec{d}(k)$ gespeichert. Somit wird gewährleistet, dass der gefundene Pfad, der Summe der Kantengewichte entspricht. Ein Beispiel dafür, wie eine Abschätzfunktion gebildet werden kann findet sich in Abschnitt \ref{sec:verkehr/euklidische}
 
-Die Kantengewichte werden für jeden Knoten in Form einer Funktion dargestellt
-\begin{equation}f(n)=g(n)\end{equation} mit
-\begin{equation}g(n)=\text{Summe aller Kantengewichte vom Startknoten bis n}\end{equation}\\
-Der A*-Algorithmus erweitert die Vorgehensweise des Algorithmus von Dijkstra um die Heuristik $h(n)$, die für jeden Knoten $n$ die geschätzte Entfernung zum Zielknoten beschreibt.
-Somit gilt:
-\begin{equation}f(n)=g(n)+h(n)\end{equation}\\
-Wie auch der Algorithmus von Dijkstra findet der A*-Algorithmus die optimalste Lösung.
+\subsection{Euklidische Heuristik}
+\label{sec:verkehr/euklidische}
+Bei Verkehrsnetzen ist die euklidische Distanz eine gängige und zuverlässige Heurstik. Dabei wird zu den effektiven Reisekosten zum aktuellen Knoten die euklidische Distanz bis zum Zielknoten hinzuaddiert. Dadurch wird die Kostenfunktion konsequent nie überschätzt. Dies stellt eine Voraussetzung an eine zulässige Heuristik dar. Unter Verwendung dieser Heuristik gilt der A*-Algorithmus als optimal.
 
-\subsubsection{Floyd-Warshall-Algorithmus}
-Der Floyd-Warshall-Algorithmus, auch Tripel-Algorithmus genannt, wurde erstmals im Jahr 1962 von seinen Namensgebern Robert Floyd und Stephen Warshall vorgestellt.
-Der Floyd-Warshall-Algorithmus sucht kürzeste Wege innerhalb eines Graphen. Er ermittelt aber nicht nur die Distanz zwischen zwei Knoten, sondern berechnet die kürzesten Wege zwischen allen Knotenpaaren eines gewichteten Graphen. Somit werden die kürzesten , beziehungsweise die optimalsten Wege zwischen allen Paaren von Knoten berechnet. Der Floyd-Warhshall-Algrithmus kann ausserdem mit negativen Kantengewichten umgehen, sofern der Graph aber keinen negativen Kreis (Zyklus) aufweist. Ist dies der Fall, führt der Algorithmus zu einem falschen Ergebnis.
-Ein Kreis (Zyklus) in einem Graphen ist ein Weg, bei dem Start- und Endpunkt den gleichen Knoten aufweisen. Dieser wird negativ, wenn die Summe der gewichteten Kanten kleiner als Null wird.\\
-Der Floyd-Warshall-Algorithmus besteht grundsätzlich aus Floyd's Berechnung der kürzesten Distanzen zwischen zwei Knoten und Warshall's Konstruktion der kürzesten Wege. Werden diese beiden Teilgebiete zusammengefügt, ergibt sich der Floyd-Warshall-Algorithmus.
+Bei der euklidischen Heuristik wird die Abschätzfunktion $f(k)$ für jeden Knoten $k$ durch euklidische Distanz zum Zielknoten $b$ gebildet.
+\begin{equation}
+f(k)=\sqrt{(x_k-x_b)^2+(y_k-y_b)^2}
+\end{equation}
+
+Was bei einem physischen Verkehrsnetz einfach zu bewältigen ist, da Koordinaten von Verkehrsnetzen zur Berechnung der Distanz verwendet werden können, ist bei virtuellen Netzwerken (z.B. Servernetzen) entweder nicht möglich, oder nicht relevant. Hier können hingegen andere Eigenschaften des Netzwerks verwendet werden, auf welche in diesem Paper nicht weiter eingegangen wird.
 
-\subsubsection{Anwendung Floyd-Warshall-Algorithmus}
+\subsection{Floyd-Warshall-Algorithmus}
+Der Floyd-Warshall-Algorithmus, auch Tripel-Algorithmus genannt, wurde erstmals im Jahr 1962 von seinen Namensgebern Robert Floyd und Stephen Warshall vorgestellt.
+Der Floyd-Warshall-Algorithmus sucht kürzeste Wege innerhalb eines Graphen. Er ermittelt aber nicht nur die Distanz zwischen zwei Knoten, sondern berechnet die kürzesten Wege zwischen allen Knotenpaaren eines gewichteten Graphen. Somit werden die günstigsten Wege zwischen allen Paaren von Knoten berechnet. Der Floyd-Warhshall-Algrithmus kann ausserdem mit negativen Kantengewichten umgehen, sofern der Graph keinen negativen Kreis (Zyklus) aufweist. Ein Kreis, sprich ein Weg mit identischem Start- und Zielknoten, ist negativ, falls die Summe der Kantengewichte des Weges kleiner als null ist. Ist dies der Fall, führt der Algorithmus zu einem falschen Ergebnis.
 
-Wie oben erwähnt, besteht der Floyd-Warshall-Algorithmus aus dem Teil von Floyd zur Berechnung der kürzesten Pfade und dem Teil von Warshall zur Konstruktion der kürzesten Pfade.
+\subsection{Anwendung Floyd-Warshall-Algorithmus}
 
 %THEORIE...
-Als erstes wird eine Gewichtsmatrix $W$ mit den Matrixeinträgen $W[i, j]$ erstellt.
+In einem ersten Schritt wird eine Gewichtsmatrix $W$ mit den Matrixeinträgen $W[i, j]$ erstellt.
 Der Algorithmus berechnet danach in einer Hauptschleife alle Knoten $k$ von 1 bis $n$.
 Dabei versucht er in jeder Iteration alle Wege von $i$ nach $j$ durch die Wege $(i, k)$ und $(k, j)$ zu verbessern.
-Falls dieser mögliche Umweg zu einer Verbesserung führt, wird der Algorithmus aktualisiert.
+Falls dieser mögliche Umweg zu einer Verbesserung führt, wird der entsprechende Eintrag aktualisiert.
 
 Die aktuelle Gewichtung der Pfade wird mit
-\begin{equation}d[i, j]=min[d[i,j], d[i,k] + d[k,i]]\end{equation}
+\begin{equation}d[i, j]=\min[d[i,j], d[i,k] + d[k,i]]\end{equation}
 ermittelt.
 
-\subsubsection{Euklidische Heuristik}
-Bei Verkehrsnetzen ist die euklidische Distanz eine gängige und zuverlässige Heurstik. Dabei wird zu den effektiven Reisekosten zum aktuellen Knoten die euklidische Distanz bis zum Zielknoten hinzuaddiert. Dadurch wird die Kostenfunktion konsequent nie überschätzt. Dies stellt eine Voraussetzung an eine zulässige Heuristik dar.
-Was bei einem physischen Verkehrsnetz einfach zu bewältigen ist, da Koordinaten von Verkehrsnetzen zur Berechnung der Distanz verwendet werden können, ist bei virtuellen Netzwerken (z.B. Servernetzen) entweder nicht möglich, oder nicht relevant.
 
-\subsection{PageRank-Algorithmus}
-Der PageRank-Algorithmus wurde von den Gründern von Google, Larry Page und Sergey Brin im Jahr 1996 entwickelt und zum Patent angemeldet. Zwei Jahre später gründeten sie ihr Unternehmen Google Inc..
-Beim PageRank-Algorithmus handelt es sich um den Algorithmus von Google, aus dem die Google-Matrix abgeleitet wird.
-Die Google-Matrix ist eine immens grosse Matrix mit Millionen Zeilen und Spalten, die für die schnelle und vor allem exakte Bestimmung der PageRanks (Gewichtung) eine grosse Bedeutung hat.
-Der PageRank-Algorithmus analysiert und gewichtet beispielsweise die Verlinkungsstruktur verschiedener Websites des World Wide Web anhand ihrer Struktur.
-Der PageRank wird umso höher, je mehr hochwertige Links auf eine Webseite verweisen und je höher die Gewichtung einer Webseite ist, desto grösser ist der Effekt.\\
-Dabei handelt es sich um einen iterativen Prozess. Ausgegangen wird von der Adjazenz-Matrix $A$, für welche gilt.
 
-%THEORIE...
-Grundsätzlich setzt sich der PageRank Algorithmus mit der Fragestellung auseinander, wie eine Suchmaschine wie Google Suchresultate bewertet und somit sortieren soll. Öfters aufgerufene Resultate sollen schliesslich höher gewichtet werden. Dabei wird angenommen, dass eine Website populärer ist, je mehr andere Websites darauf verweisen.
+\section{PageRank-Algorithmus}
+Der PageRank-Algorithmus wurde von den Gründern von Google, Larry Page und Sergey Brin im Jahr 1996 entwickelt und zum Patent angemeldet. Zwei Jahre später gründeten sie ihr Unternehmen Google Inc.
+Beim PageRank-Algorithmus handelt es sich nicht um einen Suchalgorithmus, stattdessen werden Knoten aufgrund der Vernetzung des vorliegenden Graphen bewertet.
+Verwendet wird er beispielsweise um die Verlinkungsstruktur verschiedener Websites des World Wide Web anhand ihrer Struktur zu bewerten und relevante Suchergebnisse zu ermittteln. Der PageRank wird umso höher, je mehr hochwertige Links auf eine Webseite verweisen und je höher die Gewichtung einer Webseite ist, desto grösser ist der Effekt.\\
+Dabei handelt es sich um einen iterativen Prozess. Ausgegangen wird von der Adjazenz-Matrix $A$, für welche folgendes gilt:
 
 \begin{equation}
 A_{i,j}=\left\{ \begin{matrix}
@@ -103,16 +79,20 @@ A_{i,j}=\left\{ \begin{matrix}
 \label{verkehr:Adja}
 \end{equation}
 
+%THEORIE...
+Grundsätzlich setzt sich der PageRank Algorithmus mit der Fragestellung auseinander, wie eine Suchmaschine wie Google Suchresultate bewertet und somit sortieren soll. Öfters aufgerufene Resultate sollen schliesslich höher gewichtet werden. Dabei wird angenommen, dass eine Website populärer ist, je mehr andere Websites darauf verweisen.
+
+
 
-Für ungerichtete Graphen mit $n$ Knoten gilt \begin{equation}A_{i,j}=A_{j,i}\end{equation} und weiter \begin{equation}A_{i,i}=0\quad\forall i\in \left\{1...n\right\}\end{equation}
+Für ungerichtete Graphen mit $n$ Knoten gilt \begin{equation}A_{i,j}=A_{j,i}\end{equation} und weiter \begin{equation}A_{i,i}=0\quad\forall i\in \left\{1\dot n\right\}\end{equation}
 Beim PageRank-Algorithmus wird eine abgewandelte Form der Adjazenz-Matrix verwendet.
 Dabei werden die Matrix-Einträge spaltenweise durch die jeweilige Spaltensumme geteilt.
-\begin{equation} P_{i,j}=\frac{A_{i,j}}{\sum_{i=1}^{n}A_{i,j}} \end{equation}
+\[ P_{i,j}=\frac{A_{i,j}}{\sum_{i=1}^{n}A_{i,j}} \]
 Anschliessend multipliziert man diese Matrix $P$ mit einem Spaltenvektor $\Vec{r_0}$ mit $n$ Einträgen, für welchen gilt:
-\begin{equation} \Vec{r_0}(i) = \frac{1}{n} \quad\forall i\in \left\{1...n\right\} \end{equation}
+\[ \Vec{r_0}(i) = \frac{1}{n} \quad\forall i\in \left\{1\dot n\right\} \]
 Dieser Vektor stellt ein neutrales Ranking dar. Alle Knoten werden gleich gewichtet.
-Dadurch erhält man wiederum einen $n$-zeiligen Spaltenvektor $\Vec{r_1}$, der das "erste" Ranking darstellt. Durch Multiplikation der ursprünglichen Matrix $P$ mit dem 1. Ranking-Vektor $\Vec{r_1}$ wird auf Basis des ersten Rankings ein zweites erstellt.
-\begin{equation} \Vec{r_2} = P\cdot\Vec{r_1} = P\cdot(P\cdot\Vec{r_0}) = P^2\cdot\Vec{r_0}\end{equation}
+Dadurch erhält man wiederum einen $n$-zeiligen Spaltenvektor $\Vec{r_1}$, der das ``erste" Ranking darstellt. Durch Multiplikation der ursprünglichen Matrix $P$ mit dem 1. Ranking-Vektor $\Vec{r_1}$ wird auf Basis des ersten Rankings ein zweites erstellt.
+\[ \Vec{r_2} = P\cdot\Vec{r_1} = P\cdot(P\cdot\Vec{r_0}) = P^2\cdot\Vec{r_0}\]
 somit
 \begin{equation} \Vec{r_i} = P^i\cdot\Vec{r_0}\end{equation}
-Der Vektor $\Vec{r_i}$ konvergiert zu einem Eigenvektor von $P$ und stellt das abschliessende Ranking dar.
+Der Vektor $\Vec{r_i}$ konvergiert zu einem Eigenvektor von $P$ der das abschliessende Ranking darstellt.
diff --git a/buch/papers/verkehr/section2.tex b/buch/papers/verkehr/section2.tex
index 638d9dd..527885e 100644
--- a/buch/papers/verkehr/section2.tex
+++ b/buch/papers/verkehr/section2.tex
@@ -1,12 +1,12 @@
 \section{Versuchsreihe}
 \label{section:verkehr/versuchsreihe}
 
-Um zwei der vorgestellten Suchalgorithmen zu vergleichen, wurden zwei Versuchsreihen erstellt. Dazu wurden in einem ersten Schritt zufällige Netzwerke generiert und anschliessend der \emph{Dijkstra}-, sowie der \emph{$A^*$}-Algorithmus auf das Netzwerk angewandt.
-Dieser Vorgang wurde für die zufällig generierten Netzwerke mit einer Knotenzahl von 10, 20 50, 100, 200, 500 und 1000 je zehnmal repetiert.
-Die Anzahl der Knoten im abgesuchten Netzwerk wirkt sich direkt auf die Rechenzeit aus. Der \emph{Dijkstra}-Algorithmus weist eine Zeitkomplexität von $\mathcal{O}(E\log{}V)$ auf, wobei $E$ die Anzahl Kanten (engl. \emph{edges}) und $V$ die Anzahl Knoten (engl. \emph{vertices}) darstellt.
-Für den \emph{A*}-Algorithmus ist die Zeitkomplexität einerseits abhängig von der verwendeten Heuristik, andererseits aber auch vom vorliegenden Netzwerk selbst. Aus diesem Grund lässt sich keine defintive Angabe zu $\mathcal{O}$ machen.
+Um zwei der vorgestellten Suchalgorithmen zu vergleichen, wurden zwei Versuchsreihen erstellt. Dazu wurden in einem ersten Schritt zufällige Netzwerke generiert und anschliessend der Dijkstra- und der A*-Algorithmus auf das Netzwerk angewandt.
+Dieser Vorgang wurde für die zufällig generierten Netzwerke mit einer Knotenzahl von 10, 20 50, 100, 200, 500 und 1000 je zehnmal wiederholt.
+Die Anzahl der Knoten im abgesuchten Netzwerk wirkt sich direkt auf die Rechenzeit aus. Der \emph{Dijkstra}-Algorithmus weist eine Zeitkomplexität von $\mathcal{O}(|E|\log{}|V|)$ auf, wobei $E$ die Menge der Kanten (engl. \emph{edges}) und $V$ die Menge der Knoten (engl. \emph{vertices}) des Graphen $G$ darstellt.
+Für den A*-Algorithmus ist die Zeitkomplexität einerseits abhängig von der verwendeten Heuristik, andererseits aber auch vom vorliegenden Netzwerk selbst. Aus diesem Grund lässt sich keine definitive Angabe zur Zeitkomplexität machen.
 
-Die beiden Versuchsreihen unterscheiden sich zudem dahingehend, dass der Start- und Zielknoten bei der ersten Versuchsreihe im Netzwerk diametral gegenüber liegen. Dadurch gehen viele Knoten verloren, welcher \emph{Dijkstra} als uninformierter Suchalgorithmus absuchen würde. In der zweiten Veruschsreihe werden hingegen Start- un Zielpunkt zufällig im Netzwerk ausgewählt. Es wird deshalb erwwartet, dass die Unterschiede in der Rechenzeit der beiden Algorithmen in der zweiten Versuchsreihe deutlich ausgeprägter sind.
+Die beiden Versuchsreihen unterscheiden sich zudem dahingehend, dass der Start- und Zielknoten bei der ersten Versuchsreihe im Netzwerk diametral gegenüber liegen. Dadurch gehen viele Knoten verloren, welcher \emph{Dijkstra} als uninformierter Suchalgorithmus absuchen würde. In der zweiten Veruschsreihe werden hingegen Start- un Zielpunkt zufällig im Netzwerk ausgewählt. Es wird deshalb erwartet, dass die Unterschiede in der Rechenzeit der beiden Algorithmen in der zweiten Versuchsreihe deutlich ausgeprägter sind.
 
 \subsection{Einfluss der Knotenzahl auf die Rechenzeit}
 \label{verkehr:Knotenzahl}
@@ -19,9 +19,9 @@ Die beiden Versuchsreihen unterscheiden sich zudem dahingehend, dass der Start-
 \label{verkehr:Vr1}
 \end{figure}
 
-In \ref{verkehr:Vr1} ist ersichtlich, dass der Unterschied in der Rechenzeit zwischen \emph{Dijkstra} und \emph{A*} erst aber einer Knotenzahl von ca. $n=500$ merklich ansteigt. Dieses etwas überraschende Resultat ist darauf zurückzuführen, dass bei steigender Knotenzahl die Abweichung des effektiven kürzesten Pfades von der Distanz der Luftlinie abnimmt.
+In \ref{verkehr:Vr1} ist ersichtlich, dass der Unterschied in der Rechenzeit zwischen Dijkstra und A* erst ab einer Knotenzahl von ca. $n=500$ merklich ansteigt. Dieses etwas überraschende Resultat ist darauf zurückzuführen, dass bei steigender Knotenzahl die Abweichung des effektiven kürzesten Pfades von der Distanz der Luftlinie abnimmt.
 Die Effektivität von \emph{A*} mit euklidischer Heuristik ist wiederum grösser, wenn die Abweichung des kürzesten Pfads von der Luftlinie minimal ist.
-Bei Betrachtung von \ref{verkehr:pathDifference} wird dies ersichtlich, wobei die relative Abweichung erstaunlicherweise bei einer Knotenzahl von $n=100$ maximal ist und nach $n=500$ nur noch marginal abnimmt.
+Abbildung \ref{verkehr:pathDifference} illustriert dies, wobei die relative Abweichung erstaunlicherweise bei einer Knotenzahl von $n=100$ maximal ist und nach $n=500$ nur noch marginal abnimmt.
 
 \begin{figure}
 \centering
@@ -36,13 +36,13 @@ Bei Betrachtung von \ref{verkehr:pathDifference} wird dies ersichtlich, wobei di
 
 \begin{figure}
 \centering
-\includegraphics[width=12cm]{papers/verkehr/figures/chart_Vr2.png}\\
+\includegraphics[width=12cm]{papers/verkehr/figures/chart_Vr2.png}
 \caption{Gemessene Rechenzeiten der zweiten Versuchsreihe in Abhängigkeit der Knotenzahl.}
 \label{verkehr:Vr2}
 \end{figure}
 
-Zum Vergleich der Resultate in \ref{verkehr:Knotenzahl} zeigt \ref{verkehr:Vr2} die Rechenzeiten der zweiten Versuchsreihe, in welcher die Start- und Zielknoten zufällig im Netzwerk ausgewählt wurden. Einerseits ist eine reduzierte durchschnittliche Rechenzeit festzustellen, was schlicht daran liegt, dass die zufällige Wahl der Knoten dazu führt, dass diese tendenziell weniger weit auseinander liegen.\\
-Des weiteren ist festzustellen, dass sich die Unterschiede der Rechenzeiten zwischen  \emph{Dijkstra} und \emph{A*} deutlich früher abzeichnen. Dieses Phänomen lässt sich leicht durch die zielgerichtete Suche des \emph{A*}-Algorithmus erklären.
+Zum Vergleich der Resultate in Abschnitt \ref{verkehr:Knotenzahl} zeigt Abbildung \ref{verkehr:Vr2} die Rechenzeiten der zweiten Versuchsreihe, in welcher die Start- und Zielknoten zufällig im Netzwerk ausgewählt wurden. Einerseits ist eine reduzierte durchschnittliche Rechenzeit festzustellen, was daran liegt, dass die zufällige Wahl der Knoten dazu führt, dass diese tendenziell weniger weit auseinander liegen.
+Des weiteren ist festzustellen, dass sich die Unterschiede der Rechenzeiten zwischen Dijkstra und A* deutlich früher abzeichnen. Dieses Phänomen lässt sich leicht durch die zielgerichtete Suche des A*-Algorithmus erklären.
 
 \begin{figure}
 \centering
@@ -52,4 +52,4 @@ Des weiteren ist festzustellen, dass sich die Unterschiede der Rechenzeiten zwis
 \label{verkehr:Comparison}
 \end{figure}
 
-In \ref{verkehr:Comparison} ist ersichtlich, dass bei einem im Netzwerk liegenden Startknoten die zielgerichtete Suche von \emph{A*} deutlich ausgeprägter zum Zuge kommt, als wenn dieser am Rand des Netzwerks liegen würde.
+In Abbildung \ref{verkehr:Comparison} ist ersichtlich, dass bei einem im Netzwerk liegenden Startknoten die zielgerichtete Suche von \emph{A*} deutlich ausgeprägter zum Zuge kommt, als wenn dieser am Rand des Netzwerks liegen würde.
diff --git a/buch/papers/verkehr/section3.tex b/buch/papers/verkehr/section3.tex
index 99a0d92..9aa8ae4 100644
--- a/buch/papers/verkehr/section3.tex
+++ b/buch/papers/verkehr/section3.tex
@@ -1,8 +1,9 @@
 \section{Ausblick}
 \subsection{Optimierungsprobleme bei Graphen}
-Das Finden eines kürzesten Pfades, sprich die Minimierung der Summe der Kantengewichte, ist nur eines der Optimierungsprobleme, die sich im Bereich von Grafen aufstellen lassen. Verschiedene, ähnliche Problemstellungen lassen sich teilweise mit denselben Algorithmen lösen.\\
-Im Bereich vom Computernetzwerken könnte zum Beispiel die Minimierung der Knotenzahl zur Datenübbertragung von Interesse sein. Dabei lässt sich dieses Problem einfach dadurch lösen, dass dem \emph{Dijkstra}, oder dem \emph{A*}-Algorithmus anstelle der Graph-Matrix (mit Kantengewichten als Einträgen) die Adjazenz-Matrix als Argument übergeben wird. Der gefundene kürzeste Pfad enstpricht der Anzahl benutzter Kanten, bzw. der Anzahl besuchter Knoten.  
+Das Finden eines kürzesten Pfades, sprich die Minimierung der Summe der Kantengewichte, ist nur eines der Optimierungsprobleme, die sich im Bereich von Graphen aufstellen lassen. Verschiedene, ähnliche Problemstellungen lassen sich teilweise mit denselben Algorithmen lösen.
+
+Im Bereich vom Computernetzwerken könnte zum Beispiel die Minimierung der Knotenzahl zur Datenübbertragung von Interesse sein. Dabei lässt sich dieses Problem einfach dadurch lösen, dass dem Dijkstra- oder dem A*-Algorithmus anstelle der gewichteten Adjazenz-Matrix (mit Kantengewichten als Einträgen) die ungewichtet Adjazenz-Matrix als Argument übergeben wird. Der gefundene kürzeste Pfad enstpricht der Anzahl benutzter Kanten, bzw. der Anzahl besuchter Knoten.  
 
 \subsection{Wahl der Heuristik}
-Ein grundlegendes Problem bei der Anwendung des \emph{A*} oder ähnlicher informierter Suchalgorithmen ist die Wahl der Heurstik. Bei einem physischen Verkehrsnetz kann bspw. die euklidische Distanz problems ermittelt werde. Bei einem regionalen Netzwerk ist die Annahme eines orthogonalen X-Y-Koordinatenetzes absolut ausreichend. Dies gilt z.B. auch für das Vernessungsnetz der Schweiz\footnote{Die aktuelle Schweizer Referenzsystem LV95 benutzt ein E/N-Koordinatennetz, wobei aufgrund zunehmender Abweichung vom Referenzellipsoid bei grosser Entfernung vom Nullpunkt ein Korrekturfaktor für die Höhe angebracht werden muss.} Bei überregionalen Netzwerken (Beispiel: Flugverbindungen) ist hingegen eine Berechnung im dreidimensionalen Raum, oder vereinfacht als Projektion auf das Geoid notwendig. Anonsten ist der Ablauf bei der Ausführung des Algorithmus allerdings identisch.\\
+Ein grundlegendes Problem bei der Anwendung des A* oder ähnlicher informierter Suchalgorithmen ist die Wahl der Heurstik. Bei einem physischen Verkehrsnetz kann bspw. die euklidische Distanz problems ermittelt werde. Bei einem regionalen Netzwerk ist die Annahme eines orthogonalen X-Y-Koordinatenetzes absolut ausreichend. Dies gilt z.B. auch für das Vernessungsnetz der Schweiz\footnote{Die aktuelle Schweizer Referenzsystem LV95 benutzt ein E/N-Koordinatennetz, wobei aufgrund zunehmender Abweichung vom Referenzellipsoid bei grosser Entfernung vom Nullpunkt ein Korrekturfaktor für die Höhe angebracht werden muss.} Bei überregionalen Netzwerken (Beispiel: Flugverbindungen) ist hingegen eine Berechnung im dreidimensionalen Raum, oder vereinfacht als Projektion auf das Geoid notwendig. Anonsten ist der Ablauf bei der Ausführung des Algorithmus allerdings identisch.
 In nicht-physischen Netzwerken stellt sich jedoch eine zweite Problematik. Da eine physische Distanz entweder nicht ermittelt werden kann, oder aber nicht ausschlaggebend ist, sind andere Netzwerk-Eigenschaften zur Beurteilung beizuziehen. Die Zuverlässigkeit ist dabei aber in den meisten Fällen nicht vergleichbar hoch, wie bei der euklidischen Heuristik. Oftmals werden deshalb bei derartigen Problem auch Algorithmen angewendet, die eine deutlich optimierte Zeitkomplexität aufweisen, dafür aber nicht mit Sicherheit den effizienstesten Pfad finden.