diff --git a/LCP_Y3_Gr1_Final_Project.ipynb b/LCP_Y3_Gr1_Final_Project.ipynb new file mode 100644 index 0000000..8fcf982 --- /dev/null +++ b/LCP_Y3_Gr1_Final_Project.ipynb @@ -0,0 +1,2046 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Laboratory of Computational Physics - Year 3\n", + "\n", + "### Group 1 - Matteo De Tullio, Francesca Dodici, Arianna Mischianti, Pierpaolo Ranieri \n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "## Tracking muons with 4 Drift Tubes chambers setup\n", + "\n", + "The project consist in the analysis of the data gathered by four drift-tubes detectors during a beam test aimed at the production of $\\mu^+ - \\mu^-$ pairs. This was achieved by shooting 45 GeV positrons on a Beryllium target. Most of the collisons yielded background events (e.g. Bhabha scattering events), whereas only a small fraction produced an actual muons pair. A signal event would consist of two tracks, each traversing two muon detectors (as a dipole magnet deflected in different directions the positively and the negatively charged particles).\n", + "\n", + "Our analysis has been conducted taking into account a several sets of calibration runs, obtained by shouting directly positive muons at a given energy on the target. Each run consists of single track on one of the two sides of the apparatus, whose side was determined by the sign of the current powering the magnet.\n", + "\n", + "Each detector consists of four layers of drift-tubes, i.e. cells with an anodic wire at the center and cathods at the sides filled up with a gas mixture of ${\\rm Ar-CO_2}$ ($85\\%-15\\%$). The passage of a charged particle through a cell ionizes the gas, with a consequent drift of electrons towards the anodic wire. \n", + "Exploiting a linear relation (the drift velocity inside the cell is constant), by measuring the time of arrival of the primary ionization, it is possible to reconstruct the track's position within the cell. Note that there is a left-right ambiguity in the determination of the position." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Import data\n", + "\n", + "The data files are organized as a series of events (rows of a dataframe) where each event consists of the coordinates of the hits recorded in that event. The number of hits for event is not fixed, hence the dataset cannot be seen as a unique big table with a defined number of \"columns\". More specifically every raw contains:\n", + "\n", + "* event number\n", + "* number of recorded hits (N)\n", + "* hit 1 coordinates\n", + "* ...\n", + "* hit N coordinates\n", + "\n", + "where N could be zero too and the hits coordinates are: \n", + "* *chamber*, which of the four detector registered the hit (numbering is in the range $0-4$)\n", + "* *layer*, which layer of that detector\n", + "* *xleft*, the x position of the hit **in the local detector coordinates** assuming the track passed at the left of the wire\n", + "* *xright*, the x position of the hit **in the local detector coordinates** assuming the track passed at the right of the wire\n", + "* *time*, the drift time (redundant)\n", + "\n", + "The local detector coordinates are defined with respect to one side (the left one) of the detector. All the detectors however were placed as rotated by 180 degrees, i.e. the x axes of the local and global coordinates have opposite orientation." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Including packages \n", + "\n", + "Here we include all the packages which were useful for our analysis." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import pandas as pd\n", + "import numpy as np\n", + "from matplotlib import pyplot as plt\n", + "%matplotlib inline\n", + "from matplotlib.patches import Rectangle\n", + "from IPython.display import display\n", + "from scipy import stats, optimize\n", + "import matplotlib.ticker as ticker" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Detector coordinates\n", + "\n", + "As previously mentioned, the spatial quantities are expressed in terms of the chamber local coordinates. In many cases it would have been more clever to perform a conversion to global coordinates. The parameters used for this conversion are shown below." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "# Dimensions of cells\n", + "XCELL = 42.\n", + "ZCELL = 13.\n", + "\n", + "# X coordinates translation\n", + "global_x_shifts = [994.2, 947.4,-267.4,-261.5,] \n", + "\n", + "# Z coordinates translations\n", + "local_z_shifts = [z*ZCELL for z in range(0,4)]\n", + "global_z_shifts = [823.5, 0, 823.5, 0] " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Calibration runs" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Four different calibration runs were collected, with different values of energy and magnetic current. \n", + "\n", + "In the following table the relevant parameters are listed:\n", + "\n", + "| Run | Energy (GeV)| Magnet current (A)|\n", + "|-----|:---:|:-----:|\n", + "| 260 | 22 | -580 |\n", + "| 261 | 18 | -850 |\n", + "| 262 | 18 | 850 |\n", + "| 263 | 22 | 580 |\n", + "\n", + "In particular we noticed that the sign of the magnetic current gives information about the side of the apparatus which will be crossed by the muons during a single event, while its module tells where we expect to find the biggest amount of hits along the x-coordinate.\n", + "\n", + "In the following sections we'll start from the `\"data_260.txt\"` dataset to describe the general procedure and the functions utilized in the analysis of all calibration runs. The results of this analysis in all 4 cases will be displayed in the **Analysis** section." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Read_data`\n", + "\n", + "* **Input**\n", + " - `file_name`: Name of file containing the data \n", + "* **Output**\n", + " - `Events`: List of pandas dataframes, one for each event \n", + " - `Hit_number`: List of number of hits in each event\n", + "\n", + "This function takes in input the .txt file with all the data of the run considered, and then outputs a list of Pandas Dataframes, one for each non null event, and the number of hits registered for each event, separately. The rows of each dataframe contain the information of the hits in the event, transforming local coordinates into global ones. " + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The file initially contains: 4833 events\n" + ] + } + ], + "source": [ + "file_name = \"data_260.txt\"\n", + "sign = 'neg'\n", + "\n", + "def Read_data(file_name):\n", + " Events = []\n", + " Hit_number = []\n", + " with open(file_name, mode = 'r') as f:\n", + " for line in f:\n", + " line = np.array(list(float(item) for item in line.split())) \n", + " N_hit = int(line[1])\n", + " if N_hit != 0:\n", + " Hit_number.append(N_hit)\n", + " sline = line[2::]\n", + " event = pd.DataFrame(np.reshape(sline, (N_hit, 5)), columns = ['chamber','layer','xleft_loc','xright_loc','time'])\n", + " event['xleft_gl'] = np.fromiter((global_x_shifts[int(i)] for i in event['chamber']), float) - event['xleft_loc']\n", + " event['xright_gl'] = np.fromiter((global_x_shifts[int(i)] for i in event['chamber']), float) - event['xright_loc']\n", + " event['z_local'] = np.fromiter((local_z_shifts[int(4-i)] + ZCELL/2 for i in event['layer']),float)\n", + " event['z_global'] = np.fromiter((global_z_shifts[int(i)] for i in event['chamber']),float) + event['z_local']\n", + " Events.append(event)\n", + " return Events, Hit_number\n", + "\n", + "Events, Hit_number = Read_data(file_name)\n", + "initial_ev_number = len(Events)\n", + "\n", + "print(\"The file initially contains: \", initial_ev_number, \"events\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Filtering criteria" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 1. Selection of good events by distribution of hits\n", + "\n", + "Now we create a histogram of the number of hits in each event. On one hand, events with few hits are not meaningful, on the other hand events with too many hits are too noisy. Moreover, not all events collected in the list `Events` correspond to the trajectory of a $\\mu^+$. To select only \"good\" calibration events, since the trajectories are almost vertical, we require hits either on the left side (detectors 2 and 3) or on the right side (detectors 0 and 1) but clearly not simultaneously on both. Finally, we ask to have at least three hits in three different layers." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `setup_graph_1`\n", + "\n", + "* **Input**\n", + " - `ax`: label of the histogram to which the graphical settings are applied\n", + "* **Output**\n", + " - personalized settings for the graph taken into account (such as axis ticks, x and y limits, line width of the borders and so on...)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [], + "source": [ + "def setup_graph_1(ax):\n", + " ax.xaxis.set_major_locator(ticker.MultipleLocator(5))\n", + " ax.xaxis.set_minor_locator(ticker.MultipleLocator(1))\n", + " ax.yaxis.set_major_locator(ticker.MultipleLocator(100))\n", + " ax.yaxis.set_minor_locator(ticker.MultipleLocator(10))\n", + " ax.tick_params(which= 'major', width=1.0, length=10, labelsize=12)\n", + " ax.grid(linestyle=\"--\", linewidth=0.5)\n", + " ax.set_xlim(0, 50)\n", + " ax.set_xlabel(\"Number of hits\", fontsize=16)\n", + " ax.set_ylabel(\"Counts\", fontsize=16)\n", + " ax.set_title(\"Histogram of the number of hits\", fontsize=18, fontweight='bold')\n" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111)\n", + "setup_graph_1(ax)\n", + "\n", + "counts, bins = np.histogram(Hit_number, bins=70)\n", + "ax.hist(bins[:-1], bins, alpha=0.6, color='skyblue', ec = \"steelblue\", weights=counts, label='Histogram');" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "This histogram shows the counts registered per number of hit. It is possible to distinguish a remarkable peak centered around the value $7$. Since it is evident that most of the statistics can be found close to that peak, we decided to keep only those events with number of hits in the interval $3-9$. In particular:\n", + "\n", + "- the lower limit has been set to $3$ hits because it was requested that different hits were registered at least in three different layers in order to get enough event points to perform a linear interpolation;\n", + "\n", + "- the upper limit has been set to $9$ hits, a restrictive condition necessary to get rid of confusing events which make it hard to spot the right local alignment." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Noise_reduction`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `Hit_number`: list of the number of hits per each event\n", + "* **Output**\n", + " - `Events_filtered`: list of filtered dataframes \n", + " - `new_Hit_number`: filtered list of the number of hits per each event\n", + " \n", + "This function is used in order to perform a preliminary filter to reduce the noise in our data. Here we only select the events with number of hits in the interval previously indicated. Moreover we implement a control to check if an event has hits simultaneously on both sides of the apparatus. Also in that case the event will be rejected. \n", + "Finally, we require at least three hits in three different layers in order to have enough data for a later moment, when we will reconstruct the muons' tracks. " + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The number of events has been reduced to: 1559\n" + ] + } + ], + "source": [ + "def Noise_reduction(Events, Hit_number):\n", + " mask = []\n", + " for event, N_hit in zip(Events, Hit_number):\n", + " if N_hit <= 3 or N_hit >= 9:\n", + " selected = False\n", + "\n", + " else:\n", + " # left chambers\n", + " if (event[\"chamber\"] >= 2).all():\n", + " layer_count_ch2 = event[event[\"chamber\"] == 2][\"layer\"].nunique()\n", + " layer_count_ch3 = event[event[\"chamber\"] == 3][\"layer\"].nunique()\n", + "\n", + " if(layer_count_ch2 >= 3 and layer_count_ch3 >= 3): \n", + " selected = True\n", + " else:\n", + " selected = False\n", + " \n", + " # With hits on right chambers\n", + " elif (event[\"chamber\"] <= 1).all():\n", + " layer_count_ch0 = event[event[\"chamber\"] == 0][\"layer\"].nunique()\n", + " layer_count_ch1 = event[event[\"chamber\"] == 1][\"layer\"].nunique()\n", + "\n", + " if(layer_count_ch0 >= 3 and layer_count_ch1 >= 3):\n", + " selected = True\n", + " else:\n", + " selected = False\n", + " # With hits on both the left and right chambers\n", + " else:\n", + " selected = False \n", + " mask.append(selected)\n", + " Events_filtered = []\n", + " new_Hit_number = []\n", + " \n", + " for event, N_hit, i in zip(Events, Hit_number, mask):\n", + " if i:\n", + " Events_filtered.append(event)\n", + " new_Hit_number.append(N_hit)\n", + " \n", + " return Events_filtered, new_Hit_number\n", + "\n", + "Events, Hit_number = Noise_reduction(Events, Hit_number)\n", + "\n", + "print(\"The number of events has been reduced to: \", len(Events))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### 2. Selection of good events by distribution along x-coordinate\n", + "\n", + "By looking at the distribution of the x-coordinates of the recorded hits, it is possible to observe a peak around a certain position, which depends on sign and module of the magnetic field. As a matter of fact, as we previously said, the sign of magnetic current determines which will be the side preferred by muon tracks. Hence we performed a histogram representing this x-coordinates distribution to choose the convenient region of interest for each run and and we cut then those events falling out of it." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `setup_graph_2`\n", + "\n", + "* **Input**\n", + " - `ax`: label of the histogram to which the graphical settings are applied\n", + "* **Output**\n", + " - personalized settings for the graph taken into account (such as axis ticks, x and y limits, line width of the borders and so on...)\n", + " \n", + "The following two functions work in the same way as `setup_graph_1`, but for the histograms of the counts as a function of the global and local coordinates respectively." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "def setup_graph_2_global(ax):\n", + " ax.xaxis.set_major_locator(ticker.MultipleLocator(200))\n", + " ax.xaxis.set_minor_locator(ticker.MultipleLocator(50))\n", + " ax.yaxis.set_major_locator(ticker.MultipleLocator(500))\n", + " ax.yaxis.set_minor_locator(ticker.MultipleLocator(100))\n", + " ax.tick_params(which= 'major', width=1.0, length=10, labelsize=12)\n", + " ax.grid(linestyle=\"--\", linewidth=0.5)\n", + " ax.set_xlabel(\"Global x coordinate [mm]\", fontsize=16)\n", + " ax.set_ylabel(\"Counts\", fontsize=16)\n", + " ax.set_xlim(-1000, 1000)\n", + " ax.set_title(\"Distribution of hits in global coordinates\", fontsize=18, fontweight='bold')\n", + " \n", + "def setup_graph_2_local(ax, t):\n", + " ax.xaxis.set_major_locator(ticker.MultipleLocator(100))\n", + " ax.xaxis.set_minor_locator(ticker.MultipleLocator(10))\n", + " ax.yaxis.set_major_locator(ticker.MultipleLocator(200))\n", + " ax.yaxis.set_minor_locator(ticker.MultipleLocator(20))\n", + " ax.tick_params(which= 'major', width = 1.0, length = 10, labelsize = 12)\n", + " ax.grid(linestyle=\"--\", linewidth = 0.5)\n", + " ax.set_xlabel(\"Local x coordinate [mm]\", fontsize = 16)\n", + " ax.set_ylabel(\"Counts\", fontsize = 16)\n", + " ax.set_xlim(-10, 800)\n", + " ax.set_title(t, fontsize = 16, fontweight = 'bold')\n", + " ax.legend(loc = 'best', fontsize = 14)" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [], + "source": [ + "# Support function defined to perform gaussian fits with optimize.curve_fit()\n", + "\n", + "def gauss(x,sigma,mu,factor,cost):\n", + " return (factor*(1/(sigma*(2*np.pi)**.5))*np.exp(-(x-mu)**2/(2*sigma**2))+cost)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `glob_x`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `c` : array with the colors of the histogram \n", + "* **Output**\n", + " - Histogram of the distribution of hits in all four chambers as a function of their global x-coordinate " + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "def glob_x(Events, c):\n", + " gl_x_left = np.empty(1)\n", + " gl_x_right = np.empty(1)\n", + "\n", + " for event in Events:\n", + " gl_x_left = np.append(gl_x_left,event['xleft_gl'])\n", + " gl_x_right = np.append(gl_x_right,event['xright_gl'])\n", + "\n", + " array_g = np.append(gl_x_right,gl_x_left)\n", + " fig = plt.figure(figsize=(7.5, 5))\n", + " ax = fig.add_subplot(111)\n", + " setup_graph_2_global(ax)\n", + " ax.hist(array_g, bins = 100, alpha = 0.6, color =c[0] , ec = c[1]);" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "glob_x(Events,['palegreen','forestgreen'])" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The first of the graphs shown above represents the distribution of hits in all four chambers as a function of their global x-coordinate. It can be seen that the majority of the hits is localized in the left portion of the apparatus (chambers 2 and 3). Since this analysis was carried out with the data from the run 260, we find out that with a negative magnetic current the $\\mu^+$ are deflected to the left." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `up_down_x`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `bins` : number of bins\n", + " - `p0` : initial guess for the parameters of the gaussian fit\n", + " - `x_fit` : x range over which the gaussian fit is plotted\n", + " - `c` : array with the colors of the histogram \n", + "* **Output**\n", + " - Histogram of the distribution of the number of hits as function of their local x-coordinate for the upper and lower chamber" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [], + "source": [ + "def up_down_x(Events, bins, p0, x_fit, c):\n", + " array_x_left = np.empty(1)\n", + " array_x_right = np.empty(1)\n", + "\n", + " if sign == 'pos':\n", + " ch_U, ch_L = 0, 1\n", + "\n", + " else:\n", + " ch_U, ch_L = 2, 3\n", + "\n", + " Events_upper = [ev[ev[\"chamber\"] == ch_U] for ev in Events]\n", + " Events_lower = [ev[ev[\"chamber\"] == ch_L] for ev in Events]\n", + "\n", + " up_low = [Events_upper, Events_lower]\n", + " titles = [\"upper chamber\", \"lower chamber\"]\n", + "\n", + " fig, (axU, axL) = plt.subplots(nrows = 1, ncols=2, figsize=(12, 5))\n", + " fig.tight_layout(pad = 5.0)\n", + " fig.subplots_adjust(top = 0.80)\n", + " fig.suptitle(\"Hit distribution in local coordinates \\n\", fontsize = 20, fontweight='bold')\n", + "\n", + " axes = [axU,axL]\n", + " P = []\n", + "\n", + " for ev, ax, t in zip(up_low, axes, titles):\n", + " for event in ev:\n", + " array_x_left = np.append(array_x_left,event['xleft_loc'])\n", + " array_x_right = np.append(array_x_right,event['xright_loc'])\n", + "\n", + " np.delete(array_x_left,0)\n", + " np.delete(array_x_right,0)\n", + " array_l = np.append(array_x_right,array_x_left) \n", + "\n", + " countsL, binsL = np.histogram(array_l, bins = 50)\n", + " ax.hist(array_l, binsL[:-1], alpha = 0.6, color = c[0], ec = c[1], label = 'Histogram');\n", + "\n", + " paramsL, covarianceL = optimize.curve_fit(gauss, binsL[:-1], countsL, p0=p0)\n", + " ax.plot(x_fit, gauss(x_fit,*paramsL), '-', color = c[2], lw = 2, label = 'Gaussian fit')\n", + " setup_graph_2_local(ax, t)\n", + " \n", + " Range = [paramsL[1] - 4 * paramsL[0], paramsL[1] + 4 * paramsL[0]] \n", + "\n", + " print('The gaussian parameters (𝜇 ± 𝜎) for the',t,'are:', round(paramsL[1],2),'±', round(paramsL[0],2), \n", + " '\\n') \n", + "\n", + " for i in range(2): \n", + " if Range[i]<0: Range[i]=0\n", + " elif Range[i]>700: Range[i]=700\n", + " P.append(Range)\n", + "\n", + " P = np.array(P) \n", + " range_P = [P.max(axis=0)[0],P.min(axis=0)[1]]\n", + "\n", + " print('and the interval Δx chosen for the filter: [',round(range_P[0],2), ',', round(range_P[1],2),']\\n')\n", + " return range_P\n", + " " + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The gaussian parameters (𝜇 ± 𝜎) for the upper chamber are: 72.67 ± 23.87 \n", + "\n", + "The gaussian parameters (𝜇 ± 𝜎) for the lower chamber are: 56.57 ± 30.96 \n", + "\n", + "and the interval Δx chosen for the filter: [ 0.0 , 168.15 ]\n", + "\n" + ] + }, + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "x = np.arange(-100, 300, 0.01) + 1\n", + "range_P = up_down_x(Events, 50, [30, 90, 1000, 0], x, ['plum','magenta','firebrick'] )" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "These two histograms, show the number of hits as function of their local x-coordinate for the left side of the setup (chambers 2 and 3). A gaussian fit was performed on these histograms to evaluate the peak region where most of the hits are located. For each chamber we calculated the mean value $\\mu$ and the sigma $\\sigma$ and consequently obtained two intervals $[\\mu - 4\\sigma, \\mu + 4\\sigma]$ for the good events' x-coordinates. Of course, since the chambers' dimensions are limited, we set the left limit to $0$ and the right one to $700$ when $\\mu \\pm 4\\sigma$ fell outside these values. \n", + "\n", + "As condition on the global x coordinate for the filter we take the smallest interval to be left with those events which are registered by both chambers." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Filter_on_x_coord`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `sign`: sign of the magnetic current for the run considered\n", + " - `range_P`: the smallest interval for the x coordinates found during the previous analysis for the upper and lower chambers\n", + " - `Hit_number`: list of the number of hits per each event\n", + "* **Output**\n", + " - `Final_Events`: list of dataframes related to the different events stored into the file after every filtering procedure implemented\n", + " \n", + "With this function we perform an additional filter on the events to remove those with hits outside the region of interest found in the previous analysis. For this reason it is necessary to give as input the parameters of the previous fit and the sign of the current to decide whether we have to consider the left or right side. " + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "After having applied this last filter the percentage of the good events selected is: 32.26 %\n" + ] + } + ], + "source": [ + "def Filter_on_x_coord(Events, sign, range_P, Hit_number):\n", + " if sign == 'pos':\n", + " ch_U = 0\n", + " ch_L = 1\n", + " Events = [ev[ev[\"chamber\"] <= 1] for ev in Events]\n", + " else:\n", + " ch_U = 2\n", + " ch_L = 3\n", + " Events = [ev[ev[\"chamber\"] >= 2] for ev in Events]\n", + " \n", + " Events = [ev[ev[\"xleft_loc\"] < range_P[1]] for ev in Events]\n", + " Events = [ev[ev[\"xleft_loc\"] > range_P[0]] for ev in Events] \n", + " mask1 = [(ev[\"chamber\"] == ch_U).any() for ev in Events]\n", + " mask2 = [(ev[\"chamber\"] == ch_L).any() for ev in Events]\n", + " mask = mask1 or mask2\n", + " Events_e=[]\n", + "\n", + " for event,i in zip(Events,mask):\n", + " if i:\n", + " Events_e.append(event)\n", + " \n", + " #To actually remove the empty dataframes\n", + " Ev_corr_ch = []\n", + " for event in Events_e:\n", + " if not event.empty: \n", + " Ev_corr_ch.append(event)\n", + " \n", + " Final_Events, Hit_number = Noise_reduction(Ev_corr_ch, Hit_number)\n", + " \n", + " print('After having applied this last filter the percentage of the good events selected is:', \n", + " round((len(Events)/initial_ev_number)*100,2),'%')\n", + " return Final_Events\n", + " \n", + "Events = Filter_on_x_coord(Events, sign, range_P, Hit_number)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Plot of the setup and reconstruction of the tracks\n", + "\n", + "Now that the data has been stripped from most of the noise, we can carry out a graphical representation of the setup and the distribution of the hits inside the chambers and its layers. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Plot_Setup`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `sign`: sign of the magnetic current for the run considered\n", + " - `n`: number of considered event\n", + "\n", + "* **Output**\n", + " - Plot of the setup in global coordinates showing the hits in the event considered\n", + " \n", + "This function takes as input the list of all filtered events, the sign of the current and the number of the event we want to study. Then, using the geometrical parameters of the setup we display the four chambers as the rectangles below. Inside of them, we perform a scatter plot of the hits corresponding to the event. Since there is left-right ambiguity in the determination of the position, the blue-red paired dots in the display correspond to the two different possibilities that is whether the $\\mu^+$ crossed the layer to the left or to the right of the anodic wires. The small rectangles highlight the layers in which the hits are registered." + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def Plot_Setup(Events, sign, n):\n", + " \n", + " plt.figure(figsize = (14,9)) \n", + " plt.xlim(-1000, 1000)\n", + " plt.ylim(-100, 1000) \n", + " plt.title(f\"Event {n}\", fontsize=18, fontweight='bold')\n", + " plt.xlabel(\"Global x coordinate [mm]\", fontsize=16)\n", + " plt.ylabel(\"Global z coordinate [mm]\", fontsize=16)\n", + " \n", + " ch_0, ch_1, ch_2, ch_3 = 0, 0, 0, 0\n", + " ch_s = [ch_0, ch_1, ch_2, ch_3]\n", + " \n", + " x_vertex = np.array([(global_x_shifts[i] - 700) for i in range(4)])\n", + " z_vertex = np.array([(global_z_shifts[i]) for i in range(4)])\n", + " \n", + " for chamber, i in zip(ch_s, range(4)):\n", + " chamber = plt.Rectangle((x_vertex[i], z_vertex[i]), 700, ZCELL*4, ec = \"k\", fill = False, lw = 1.5)\n", + " plt.gca().add_patch(chamber)\n", + " \n", + " event = Events[n]\n", + " \n", + " if sign == 'pos':\n", + " ch_U = 0\n", + " ch_L = 1\n", + " else:\n", + " ch_U = 2\n", + " ch_L = 3\n", + " \n", + " event_chU = event[event[\"chamber\"] == ch_U]\n", + " event_chL = event[event[\"chamber\"] == ch_L]\n", + "\n", + " event_chs = [event_chU, event_chL]\n", + " ev_ch_lay_list, ev1_ch_lay_list = [], []\n", + " event_chs_lay_list = [ev_ch_lay_list, ev1_ch_lay_list] \n", + " \n", + "\n", + " for ev, ev_chs in zip(event_chs, event_chs_lay_list):\n", + " for i in range(4):\n", + "\n", + " ev_chs.append(ev[ev[\"layer\"] == i+1])\n", + " x_wire = (ev_chs[i]['xleft_gl'].values + ev_chs[i]['xright_gl'].values)/2\n", + " z_wire = ev_chs[i]['z_global'].values\n", + "\n", + " plt.scatter(ev_chs[i]['xleft_gl'].values, ev_chs[i]['z_global'].values, c = 'r', marker = '.')\n", + " plt.scatter(ev_chs[i]['xright_gl'].values, ev_chs[i]['z_global'].values, c = 'b',marker = '.')\n", + "\n", + " x_vert_cell = np.array([x_wire-XCELL/2])\n", + " z_vert_cell = np.array([z_wire-ZCELL/2])\n", + "\n", + " if x_vert_cell.size == 0: continue \n", + " else:\n", + " layer = plt.Rectangle((x_vert_cell[0][0], z_vert_cell[0][0]), XCELL, ZCELL, ec = \"k\", fill = False, lw = 0.7)\n", + " plt.gca().add_patch(layer)\n", + " \n", + " return\n", + "\n", + "Plot_Setup(Events, sign, 115)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Select_xlim`\n", + "\n", + "* **Input**\n", + " - `event_ch`: pandas dataframe of the considered event containing information regarding upper or lower chambers\n", + "* **Output**\n", + " - `ch_limits`: list with x limits for the subplots of upper or lower chambers (to get the correct zoom in)\n", + " \n", + "This function allows to determine the optimal x-axis limit we must set to obtain a close-up of the chamber near the layers where the hits are located. " + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": {}, + "outputs": [], + "source": [ + "def Select_xlim(event_ch): \n", + " rows, ch_limits = [], []\n", + " for i in range(4):\n", + " rows.append(event_ch[event_ch['layer'] == i+1])\n", + " xL_values = np.array(rows[i]['xleft_gl'].values)\n", + " xR_values = np.array(rows[i]['xright_gl'].values)\n", + " x_values = np.append(xL_values, xR_values)\n", + " \n", + " ch_limits.append(np.min(x_values)-50)\n", + " ch_limits.append(np.max(x_values)+50)\n", + " \n", + " return ch_limits " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `X_Combinations`\n", + "\n", + "* **Input**\n", + " - `event_ch`: pandas dataframe of the considered event containing information regarding upper or lower chambers\n", + "* **Output**\n", + " - `X`: list containing all possible combinations of x-coordinates taking only one point at a time for each layer" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": {}, + "outputs": [], + "source": [ + "def X_Combinations(event_ch): \n", + " \n", + " rows, L = [], []\n", + " \n", + " for i in range(4):\n", + " rows.append(event_ch[event_ch['layer'] == i+1])\n", + " xL_values = np.array(rows[i]['xleft_gl'].values)\n", + " xR_values = np.array(rows[i]['xright_gl'].values)\n", + " x_values = np.append(xL_values, xR_values)\n", + " L.append(list(x_values))\n", + " \n", + " for i in L:\n", + " if len(i) == 0:\n", + " i.append(0)\n", + " else:\n", + " continue\n", + " X = np.array([(h1,h2,h3,h4) for h1 in L[0] for h2 in L[1] for h3 in L[2] for h4 in L[3]])\n", + " \n", + " return X" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Best_fit`\n", + "\n", + "* **Input**\n", + " - `X`: list of all possible combinations of x-coordinates taking one point for each layer\n", + " - `z`: list of ordered z-coordinates for each layer\n", + "* **Output**\n", + " - `m`: slope of the line corresponding to best fit among the possible combinations of x-coordinates \n", + " - `q`: intercept of the line corresponding to best fit among the possible combinations of x-coordinates\n", + " - `x_opt`: optimal x-coordinates corresponding to the ones with the minimum standard error of the mean\n", + " - `z_opt`: optimal z-coordinates corresponding to the ones with the minimum standard error of the mean\n", + " \n", + "With this function we try to the determine for which of the combinations stored in X, the standard error of the mean is the smallest. As a matter of fact, since the tracks are almost vertical, we expect the global x-coordinates to have similar absolute values. We initialize the variable `min_err` to a big value and then update it every time a lower value is found. When the minimum value is found, we perform a linear regression with the x and z corresponding to that error. The output of the function are the parameters of this fit and the optimal x and z coordinates. " + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": {}, + "outputs": [], + "source": [ + "def Best_fit(X, z):\n", + " \n", + " min_err = 10000 \n", + " \n", + " for x in X:\n", + " z_filter = z[x!=0]\n", + " x = x[x!=0]\n", + " err = stats.sem(x)\n", + " \n", + " if min_err > err:\n", + " \n", + " min_err = err\n", + " x_opt = x\n", + " z_opt = z_filter\n", + " m, q, _ , _, _ = stats.linregress(x_opt, z_opt) \n", + " \n", + " return m, q, x_opt, z_opt" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Local_Fit`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `sign`: sign of the magnetic current for the run considered\n", + " - `n`: number of considered event\n", + "* **Output**\n", + " - `best_fit_chs`: list containing the parameters of the two local fits for the upper and lower chambers and the coordinates of the points selected from the local fit\n", + " \n", + "Using the previously defined functions `X_Combinations` and `Best_fit` this function allows to obtain a list with the parameters of the local fits taking as input the event considered and the sign of the current. Before calling those functions we split the dataframe into two separate ones: one for the upper chamber `event_chU` and one for the lower `event_chL`. Then we repeat the same procedure for both dataframes.\n", + "\n", + "Finally we plot the lines corresponding to these fits over the scheme of the setup obtained calling again `Plot_Setup`." + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dataframe for the event considered:\n" + ] + }, + { + "data": { + "text/html": [ + "
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chamberlayerxleft_locxright_loctimexleft_glxright_glz_localz_global
02.01.0101.60108.4062.5-369.00-375.8045.5869.0
12.03.0102.40107.6048.3-369.80-375.0019.5843.0
22.02.0108.40143.60326.7-375.80-411.0032.5856.0
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63.02.070.1897.82256.7-331.68-359.3232.532.5
73.04.068.7099.30284.2-330.20-360.806.56.5
\n", + "
" + ], + "text/plain": [ + " chamber layer xleft_loc xright_loc time xleft_gl xright_gl z_local \\\n", + "0 2.0 1.0 101.60 108.40 62.5 -369.00 -375.80 45.5 \n", + "1 2.0 3.0 102.40 107.60 48.3 -369.80 -375.00 19.5 \n", + "2 2.0 2.0 108.40 143.60 326.7 -375.80 -411.00 32.5 \n", + "3 2.0 4.0 107.30 144.70 347.5 -374.70 -412.10 6.5 \n", + "4 3.0 1.0 54.88 71.12 150.8 -316.38 -332.62 45.5 \n", + "5 3.0 3.0 57.08 68.92 110.0 -318.58 -330.42 19.5 \n", + "6 3.0 2.0 70.18 97.82 256.7 -331.68 -359.32 32.5 \n", + "7 3.0 4.0 68.70 99.30 284.2 -330.20 -360.80 6.5 \n", + "\n", + " z_global \n", + "0 869.0 \n", + "1 843.0 \n", + "2 856.0 \n", + "3 830.0 \n", + "4 45.5 \n", + "5 19.5 \n", + "6 32.5 \n", + "7 6.5 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "\n", + "The slope and intercept parameters for the upper chamber are: m = -28.13 and q = -9707.13\n", + "The slope and intercept parameters for the lower chamber are: m = -14.38 and q = -4736.57 \n", + "\n" + ] + }, + { + "data": { + "image/png": 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def Local_Fit(Events, sign, n):\n", + " if sign == 'pos':\n", + " ch_U, ch_L = 0,1 \n", + " else:\n", + " ch_U, ch_L = 2,3\n", + " \n", + " z_U = np.array([869.0, 856.0, 843.0, 830.0])\n", + " z_L = np.array([45.5, 32.5, 19.5, 6.5]) \n", + "\n", + " event = Events[n]\n", + " \n", + " event_chU = event[event[\"chamber\"] == ch_U]\n", + " event_chL = event[event[\"chamber\"] == ch_L]\n", + " \n", + " event_chs = [event_chU, event_chL]\n", + " z_chs = [z_U, z_L]\n", + " \n", + " best_fit_chs = []\n", + " \n", + " for ch, z in zip(event_chs, z_chs):\n", + " X = X_Combinations(ch)\n", + " m, q, x_f, z_f = Best_fit(X, z)\n", + " best_fit_chs.append([m, q, x_f, z_f])\n", + " \n", + " return best_fit_chs\n", + "\n", + "p = 115\n", + "\n", + "print(\"Dataframe for the event considered:\")\n", + "display(Events[p])\n", + "print('\\n')\n", + "\n", + "best_fit_chs = Local_Fit(Events, sign, p)\n", + "\n", + "Plot_Setup(Events, sign, p)\n", + "x = np.linspace(-1000, 1000, 20000)\n", + "\n", + "labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + "color = [\"r\", \"navy\"]\n", + "\n", + "for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = \"--\", alpha = 0.6, label = labels[k])\n", + " plt.legend(loc = 7, fontsize = 16)\n", + "\n", + "print(f\"The slope and intercept parameters for the upper chamber are: m = {round(best_fit_chs[0][0],2)}\", \n", + " f\" and q = {round(best_fit_chs[0][1],2)}\")\n", + "print(f\"The slope and intercept parameters for the lower chamber are: m = {round(best_fit_chs[1][0],2)}\",\n", + " f\" and q = {round(best_fit_chs[1][1],2)}\", \"\\n\")\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Although the results are different depending on the event considered, we can see that in almost all cases the two local fits are not perfectly consistent with each other. This is due to the fact that the points are concentrated in a very small region and the results of their fit cannot be easily extended over the whole area of the setup. In fact, far from the fitted region, the errors on the parameters make the results unreliable.\n", + "\n", + "The purpose of performing this local fit is to individuate and save the best candidate points related to the trajectory of the muon crossing each chamber. In particular, this procedure allows us to gather their x and z coordinates and reject all the other points which are not involved into the fit." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Global_Fit`\n", + "\n", + "* **Input**\n", + " - `best_fit_chs`: list containing the parameters of the two local fits for the upper and lower chambers and the coordinates of the points selected from the local fit\n", + "* **Output**\n", + " - `m_gl`: global fit line slope parameter\n", + " - `q_gl`: global fit line intercept parameter\n", + "\n", + "This function takes as input the list `best_fit_chs` and collects in two numpy arrays the optimal x and z coordinates from both chambers previously found. Then, by performing on them a linear regression, it returns the global fit parameters as output." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The slope and intercept parameters for the global fit are: m = -18.67 and q = -6159.23\n" + ] + } + ], + "source": [ + "def Global_Fit(best_fit_chs):\n", + " sel_x = np.concatenate([best_fit_chs[1][2], best_fit_chs[0][2]])\n", + " sel_z = np.concatenate([best_fit_chs[1][3], best_fit_chs[0][3]])\n", + " m_gl, q_gl, _ , _, _ = stats.linregress(sel_x, sel_z)\n", + " return m_gl, q_gl\n", + "\n", + "p = 115\n", + "\n", + "best_fit_chs = Local_Fit(Events, sign, p)\n", + "\n", + "Plot_Setup(Events, sign, p)\n", + "\n", + "x = np.linspace(-1000, 1000, 20000)\n", + "\n", + "labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + "color = [\"r\", \"navy\"]\n", + "\n", + "for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = \"--\", alpha = 0.6, label = labels[k])\n", + "\n", + "m_gl, q_gl = Global_Fit(best_fit_chs)\n", + "plt.plot(x, m_gl*x + q_gl, c = \"g\", lw = 2, label = 'Global fit')\n", + "plt.legend(loc = 7, fontsize = 16)\n", + "\n", + "plt.show()\n", + "\n", + "print(f\"The slope and intercept parameters for the global fit are: m = {round(m_gl,2)}\", \n", + " f\" and q = {round(q_gl,2)}\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The global fit represent our best estimate of the trajectory across the two chambers for the $\\mu^+$ in the event considered." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### `Zoom_Event`\n", + "\n", + "* **Input**\n", + " - `Events`: list of dataframes related to the different events stored into the file\n", + " - `sign`: sign of the magnetic current for the run considered\n", + " - `n`: number of considered event\n", + " \n", + "* **Output**\n", + " - Subplots of each chamber crossed during the event considered with points associated to the hits recorded and fits.\n", + " \n", + "We use this function we repeat the previous procedure zooming over the regions where the hits are located insider the two chambers." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "def Zoom_event(Events, sign, n):\n", + " ch_U, ch_L = 0,0 \n", + "\n", + " if sign == 'pos':\n", + " ch_U, ch_L = 0,1 \n", + " else:\n", + " ch_U, ch_L = 2,3\n", + "\n", + " event = Events[n]\n", + " #To separate upper and lower chamber events\n", + " event_chU = event[event[\"chamber\"] == ch_U]\n", + " event_chL = event[event[\"chamber\"] == ch_L] \n", + " event_chs = [event_chU, event_chL]\n", + " # Choose left and right x_limits depending on x coordinates of hit\n", + " chU_limits = Select_xlim(event_chU)\n", + " chL_limits = Select_xlim(event_chL) \n", + " ch_limits = [chU_limits,chL_limits]\n", + " chs=[ch_U,ch_L]\n", + " ylims = [[803.5, 895.5],[-20,72]]\n", + " \n", + " for ch,ch_L,ylim in zip(chs,ch_limits,ylims):\n", + " \n", + " plt.figure(figsize = (15,5)) \n", + " # Determine vertex of upper chamber\n", + " x_vertex = np.array(global_x_shifts[ch] - 700) \n", + " z_vertex = np.array(global_z_shifts[ch]) \n", + " # Plot chamber\n", + " chamber = plt.Rectangle((x_vertex, z_vertex), 700, ZCELL*4, ec = \"k\", fill = False, lw = 2.5) \n", + " plt.gca().add_patch(chamber) \n", + " # Plot points and layers\n", + " event_ch = event[event[\"chamber\"] == ch] \n", + " ev_ch_lay_list = [] \n", + " for i in range(4):\n", + " ev_ch_lay_list.append(event_ch[event_ch[\"layer\"] == i+1])\n", + " x_wire = (ev_ch_lay_list[i]['xleft_gl'].values + ev_ch_lay_list[i]['xright_gl'].values)/2\n", + " z_wire = ev_ch_lay_list[i]['z_global'].values\n", + " plt.scatter(ev_ch_lay_list[i]['xleft_gl'].values,ev_ch_lay_list[i]['z_global'].values, c='r', marker='.')\n", + " plt.scatter(ev_ch_lay_list[i]['xright_gl'].values,ev_ch_lay_list[i]['z_global'].values, c='b',marker='.')\n", + "\n", + " x_vertex_cell = np.array([x_wire-XCELL/2])\n", + " z_vertex_cell = np.array([z_wire-ZCELL/2])\n", + "\n", + " if x_vertex_cell.size == 0: continue \n", + " else:\n", + " layer = plt.Rectangle((x_vertex_cell[0][0], z_vertex_cell[0][0]), XCELL, ZCELL, ec = \"k\", fill = False, lw = 1)\n", + " plt.gca().add_patch(layer) \n", + "\n", + " #Plot local fit\n", + " x = np.linspace(-1000, 1000, 20000)\n", + " labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + " color = [\"r\", \"navy\"]\n", + "\n", + " for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = '--', label = labels[k])\n", + "\n", + " #Plot global fit\n", + " m_gl, q_gl = Global_Fit(best_fit_chs)\n", + " plt.plot(x, m_gl*x + q_gl, c = \"g\", lw = 2, label = 'Global fit')\n", + "\n", + " #Graphic settings of plot\n", + " plt.xlim(ch_L[0], ch_L[1]) \n", + " plt.ylim(ylim[0],ylim[1])\n", + " plt.title(f\"Chamber {ch}\", fontsize=18, fontweight='bold')\n", + " plt.xlabel(\"x [mm]\", fontsize=16)\n", + " plt.ylabel(\"z [mm]\", fontsize=16)\n", + " plt.legend(loc = 'best', fontsize = 12)\n", + "\n", + " return\n", + "\n", + "Zoom_event(Events, sign, 115)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Analysis\n", + "\n", + "In the following paragraphs we sum up the results of the analysis performed on the four calibration runs starting by summing up the results obtained for the `\"data_260.txt\"` file and then proceding with the other three files. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run 260 - Energy: $22$ GeV - Magnet current: $-580$ A" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "file_name = \"data_260.txt\"\n", + "sign = 'neg'\n", + "\n", + "Events, Hit_number = Read_data(file_name)\n", + "\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111)\n", + "setup_graph_1(ax)\n", + "\n", + "counts, bins = np.histogram(Hit_number, bins=70)\n", + "ax.hist(bins[:-1], bins, alpha = 0.6, color = 'coral', ec = 'orangered', weights=counts, label='Histogram');\n", + "\n", + "Events, Hit_number = Noise_reduction(Events, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The gaussian parameters (𝜇 ± 𝜎) for the upper chamber are: 72.62 ± 23.73 \n", + "\n", + "The gaussian parameters (𝜇 ± 𝜎) for the lower chamber are: 56.57 ± 31.05 \n", + "\n", + "and the interval Δx chosen for the filter: [ 0.0 , 167.53 ]\n", + "\n", + "After having applied this last filter the percentage of the good events selected is: 32.26 %\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "glob_x(Events,['tomato','firebrick'])\n", + "\n", + "x = np.arange(-100, 300, 0.01) + 1\n", + "range_P = up_down_x(Events, 50, [30, 90, 1000, 0], x, ['coral', 'orangered','firebrick'] )\n", + "\n", + "Events = Filter_on_x_coord(Events, sign, range_P, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", 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" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "p = 220\n", + "\n", + "best_fit_chs = Local_Fit(Events, sign, p)\n", + "\n", + "Plot_Setup(Events, sign, p)\n", + "\n", + "x = np.linspace(-1000, 1000, 20000)\n", + "labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + "color = [\"r\", \"navy\"]\n", + "\n", + "for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = \"--\", alpha = 0.6, label = labels[k])\n", + " plt.legend(loc =7, fontsize = 16)\n", + "\n", + "m_gl, q_gl = Global_Fit(best_fit_chs)\n", + "plt.plot(x, m_gl*x + q_gl, c = \"g\", lw = 2, label = 'Global fit')\n", + "plt.legend(loc = 7, fontsize = 16)\n", + "\n", + "plt.show()\n", + "\n", + "Zoom_event(Events, sign, p)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run 261 - Energy: $18$ GeV - Magnet current: $-850$ A" + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "file_name = \"data_261.txt\"\n", + "sign = 'neg'\n", + "\n", + "Events, Hit_number = Read_data(file_name)\n", + "\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111)\n", + "setup_graph_1(ax)\n", + "\n", + "counts, bins = np.histogram(Hit_number, bins=70)\n", + "ax.hist(bins[:-1], bins, alpha = 0.6, color = 'yellowgreen', ec = 'darkolivegreen', weights=counts);\n", + "\n", + "Events, Hit_number = Noise_reduction(Events, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The gaussian parameters (𝜇 ± 𝜎) for the upper chamber are: 209.32 ± 28.68 \n", + "\n", + "The gaussian parameters (𝜇 ± 𝜎) for the lower chamber are: 183.16 ± 42.5 \n", + "\n", + "and the interval Δx chosen for the filter: [ 94.59 , 324.04 ]\n", + "\n", + "After having applied this last filter the percentage of the good events selected is: 22.97 %\n" + ] + }, + { + "data": { + "image/png": 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6QI8BI0RXrZuIWjL3VLLMCta9k+hK6xKiLnzD8fofJmrd+0xV/V7qAvJjE1F59RHtr0kGiK5Mvkv0JrURooNxL1Ejshep6i+oAVT1+0Qtpn9KtD8+RrR/nluUtez/3Rz3ox/HHj8i2gf2Ee3/L1DVXfHyp4A/IQpEu2KnW4hOvH972BJngapOqeqbiB7L3EhUvxNEx46fcrBbHqr6W6JW/58gutgYjYf7ibp0Pl1V70rkf5zoBOldRN1893Nwv/ga8HxV/VKFvkPxMjfHjiNEx4iXU+U3js6mPlR1kuhO361E9Vwqz6eJgvrVRP8/Y0THwfuIjulv4mBjzAeJuoL+kKgcDxCdRG0n6or5XFXtnst2Vkqh643jOE7NEj8zPexgJSJnE303AaKgclx8sHccZwb8mb/jOBZ4koj8M9FXEu8huhJ9LvCxRJ6veOB3nGz4lb/jODWPiJzMoS2si/k5UZuLih4lOc7Rij/zdxzHAn1EV/33Ej1nnyBqkb2VqJ/0izzwO052/MrfcRzHcY4y/MrfcRzHcY4yvMFfCsuWLdMTTjihfMacmZiYoKGh9qvRPcNiwdOCI7hnaNwzLL/61a/6VTX069I9+KfR2dnJ7beXfTV/7oyMjLBw4cLyGXPGPcNiwdOCI7hnaNwzLCJSlf7/ftu/CBE5W0Su2r17d/nMNUB397y+F2LWuGdYLHhacAT3DI172sCDfxEafWTngtbWtFfT1xZNTU3lM9UA7hkWC54WHME9Q+OeNvDgn4KFZ0EA7e3teStkwj3DYsHTgiO4Z2jc0wYe/FMYHx/PWyETvb29eStkwj3DYsHTgiO4Z2jc0wYe/FPwK/+wuGdYLHhacAT3DI172sCDfwpTUzZeET46Opq3QibcMywWPC04gnuGxj1t4ME/BSvBf2hoKG+FTLhnWCx4WnAE9wyNe9rAg38KVlqCdnZ25q2QCfcMiwVPC47gnqFxTxt48E9hbGwsb4VMWOmr6p5hseBpwRHcMzTuaQMP/inU1dkomubm5rwVMuGeYbHgacER3DM07mkDG03ac6C+vj5vhUy0tbXlrZCJPD033bqJvpG+6fHlC5dz0ekXlczr5RkOC47gnqFxTxvYuLzNASv9/Hfu3Jm3Qiby9Owb6WP9Weunh+SJQDFenuGw4AjuGRr3tIEH/yIK7/YfHh7OWyUTy5cvz1shE+4ZFgueFhzBPUPjnjbw4F9E4d3+LS0teatkwkp3FfcMiwVPC47gnqFxTxt48E/BSj9/K3co3DMsFjwtOIJ7hsY9beDBPwXv5x8W9wyLBU8LjuCeoXFPG3jwT8H7+YfFPcNiwdOCI7hnaNzTBt7VLwUr/fwXLVqUt0Imasnzgf4H2HDThunxZNe/WvKcCQueFhzBPUPjnjbw4J+CleBvpWFiLXlOyATrz1o/Pb7l5i3Tv2vJcyYseFpwBPcMjXvawEaEy4GJiYm8FTLR15feZ72WcM+wWPC04AjuGRr3tIEH/xQaGxvzVsjEypUr81bIhHuGxYKnBUdwz9C4pw08+KcwOTmZt0ImBgYG8lbIhHuGxYKnBUdwz9C4pw08+KdgpZ//6Oho3gqZcM+wWPC04AjuGRr3tIEH/xS8n39Y3DMsFjwtOIJ7hsY9beDBv4jCu/13796dt0omrPRVdc+wWPC04AjuGRr3tIEH/yIK7/Y/5phj8lbJhJXuKu4ZFgueFhzBPUPjnjbw4J+ClX7+zc3NeStkwj3DYsHTgiO4Z2jc0wY2IlwOWOnn39/fn7dCJtwzLBY8LTiCe4bGPW3gwT8FK/38V61albdCJtwzLBY8LTiCe4bGPW3gwT8Fv/IPi3uGxYKnBUdwz9C4pw08+KegqnkrZMLK1wfdMywWPC04gnuGxj1t4ME/Be/nHxb3DIsFTwuO4J6hcU8bzGvwF5EFIvI5EekWkf0i8msR+eNE+ktEpEtEhkXkFhHpTKSJiFwuIrvj4aMiIon0tfE8w/EyzpqLq5WzQit9Vd0zLBY8LTiCe4bGPW0w31f+DcAjwBnAMcDFwNfjwN0OXBdPWwrcDlybmPcC4DXAqcDTgVcBf5VIvwb4NbAMeD+wRUSOm61ofX39bGedV1pbW/NWyIR7hsWCpwVHcM/QuKcN5jX4q+rjqrpRVR9W1SlV/S/gd8CzgHOAe1X1P1R1FNgInCoiJ8ezvxn4hKr2qOoO4BPA+QAi8iRgHXCJqo6o6jeAu4FzZ+uauKlQ0zQ0NOStkAn3DIsFTwuO4J6hcU8b5Lr1IrICeBJwL/A3wJ2FNFV9XEQeAk4BuuK/dyZmvzOeRvx3m6ruT0lPrnMjcEk5t/b2drq6uli1ahX9/f2MjY3R2dlJd3c3ra2tNDQ0sGfPHjo6Oti1axdTU1OsXr2a7du309bWBkRfjVqzZg09PT3U1dWxYsUKduzYwdKlS5mYmGBwcHB6mU1NTbS3t9Pb20t7ezujo6MMDQ1Npzc3N9PW1sbOnTtZvnw5Q0NDDA8PMzExwZ49e1i0aBEtLS309fWxcuVKBgYGGB0dnZ6/paWF5uZm+vv7c9mm4eFhxsbGMm1TIT3UNp0wfgKTQ5OM7xpHp5QlsoSR+0aob4vu7pwwfgLDw8P09PTQ39/PwoULg9dT6G26//77WbhwYa77XrltKuybee975bZpZGSE0dHRqtRTyG3au3cvzc3Nue975bbpwQcfpKWlJdd9L8s23X///UxMTNTMsTxtm6qF5NWqXUQage8AD6nqX4nI54DHVPV9iTw/AT6rqptFZBI4RVW74rSTgPuJ7l68AXibqj4vMe+HgA5VPX82fuvWrdM77rhjlls3f+zfv58lS5bkrVGWPD033LSB9Wetnx6/9NpLufh1F0+Pb7l5C1e87ArAyzMkFhzBPUPjnmERkV+p6rNDLzeX1v4iUgd8GRgD3h5PHgKKH8K0AvtT0luBIY3OXsrNWzHj4+OznXVe2bVrV94KmXDPsFjwtOAI7hka97TBvAf/uIX+54AVwLmqWoiy9xI15ivkWww8MZ5+WHr8O5l2oogsSUmvGCv9/KempvJWyIR7hsWCpwVHcM/QuKcN8rjy/zfg94GzVXUkMf164Kkicq6INAMfAO4q3OYHvgS8W0Q6RGQVcCGwGUBV7wd+A1wiIs0i8lqiHgHfmK2klX7+q1evzlshE+4ZFgueFhzBPUPjnjaY737+nUTd854B7BSRoXh4vao+RtQ6/0PAXuC5wHmJ2a8EbiBqxX8P8O14WoHzgGfH834EWB8vc1ZY6ee/ffv2vBUy4Z5hseBpwRHcMzTuaYN5be2vqt1Aah86Vb0ZODklTYH3xEOp9IeBM+csGWOln3+hNWqt455hseBpwRHcMzTuaQN/va/jOI7jHGUc3W85mIHJycm8FTIxMDBQ1b6goZhPz023bqJvpG96fNvebZnn9fIMhwVHcM/QuKcNPPinYKXB35o1a/JWyMR8evaN9B3Wrz8rXp7hsOAI7hka97SB3/ZPwUqDv56enrwVMuGeYbHgacER3DM07mkDD/4pWHm3f12djSp0z7BY8LTgCO4ZGve0wdG99SUQkbNF5Krh4eG8VTKxYsWKvBUy4Z5hseBpwRHcMzTuaQMP/kWo6g2qesHChQvzVsnEjh078lbIhHuGxYKnBUdwz9C4pw08+Kdg5XOPS5cuzVshE+4ZFgueFhzBPUPjnjbw4J+ClXf7T0xM5K2QCfcMiwVPC47gnqFxTxt48E/BSj//wcHBvBUy4Z5hseBpwRHcMzTuaQMP/ilY6eff2dmZt0Im3DMsFjwtOIJ7hsY9beDBPwUr/fy7u7vzVsiEe4bFgqcFR3DP0LinDTz4p2Cln7+VOxTuGRYLnhYcwT1D45428OCfgpXW/u3t7XkrZMI9w2LB04IjuGdo3NMGNiJcDoyPj+etkIne3l5aW1vz1ihLNT3n8iGfYrw8w2HBEdwzNO5pAw/+KfiVf1iq6TmXD/kU4+UZDguO4J6hcU8b+G3/FKampvJWyMTo6GjeCplwz7BY8LTgCO4ZGve0gQf/Igrv9t+3b1/eKpkYGhrKWyET7hkWC54WHME9Q+OeNvDgX0Th3f7Lli3LWyUTVvqqumdYLHhacAT3DI172sCDfwrezz8s7hkWC54WHME9Q+OeNvDgn4KVbz03NzfnrZAJ9wyLBU8LjuCeoXFPG9iIcDlQX1+ft0Im2tra8lbIhHuGxYKnBUdwz9C4pw08+KdgpZ//zp0781bIhHuGxYKnBUdwz9C4pw08+KdgpZ//8uXL81bIhHuGxYKnBUdwz9C4pw08+KdgpZ+/le4q7hkWC54WHME9Q+OeNvDgn4KV4D88PJy3QibcMywWPC04gnuGxj1t4ME/BStffLLSV9U9w2LB04IjuGdo3NMGHvxT8H7+YXHPsFjwtOAI7hka97SBB/8iCq/3tfI8aNGiRXkrZMI9w2LB04IjuGdo3NMGHvyLKLze10of0JaWlrwVMuGeYbHgacER3DM07mkDD/4pTExM5K2Qib6+vvKZagD3DIsFTwuO4J6hcU8bePBPobGxMW+FTKxcuTJvhUy4Z1gseFpwBPcMjXvawIN/CpOTk3krZGJgYCBvhUy4Z1gseFpwBPcMjXvawIN/Clb6+Y+OjuatkAn3DIsFTwuO4J6hcU8bePBPwfv5h8U9w2LB04IjuGdo3NMGHvxT8H7+YXHPsFjwtOAI7hka97SBB/8U6upsFI2V7iruGRYLnhYcwT1D4542sBHhcsBK8G9ubs5bIRPuGRYLnhYcwT1D4542sBHhcsBKP//+/v68FTLhnmGx4GnBEdwzNO5pAw/+KVjp579q1aq8FTLhnmGx4GnBEdwzNO5pAw/+RRTe7b937968VTJh5ezVPcNiwdOCI7hnaNzTBh78iyi8299KYxArvRLcMywWPC04gnuGxj1t4ME/Be/nHxb3DIsFTwuO4J6hcU8bePBPwcpZoZW+qiE9N926iQ03bZgetu3dFmzZR2N5VgsLjuCeoXFPGzTkLVCr1NfX562QidbW1rwVMhHSs2+kj/VnrZ8ev/TaS4Mt+2gsz2phwRHcMzTuaQO/8k9BRPJWyERDg43zN/cMiwVPC47gnqFxTxt48E/BSj//PXv25K2QCfcMiwVPC47gnqFxTxt48E/BSoO/jo6OvBUy4Z5hseBpwRHcMzTuaYN5D/4i8nYRuV1EDojI5sT0tSKiIjKUGC5OpIuIXC4iu+Pho5K4Nx/Pf4uIDItIl4icNRfP8fHxucw+b+zatStvhUy4Z1gseFpwBPcMjXvaII+HHr3AJuBlwMIS6W2qWuqe+wXAa4BTAQW+B2wDPhOnXwPcBrwiHraIyEmq+thsJFV1NrPNO1NTU3krZMI9w2LB04IjuGdo3NMG837lr6rXqeo3gd0Vzvpm4BOq2qOqO4BPAOcDiMiTgHXAJao6oqrfAO4Gzp2tp5Xb/qtXr85bIRPuGRYLnhYcwT1D4542qMVn/t0i0iMiXxCR9sT0U4A7E+N3xtMKadtUdX9KesVY6ee/ffv2vBUy4Z5hseBpwRHcMzTuaYNa6uvQDzwH+A2wDPg0cDXR4wGAFmBfIv8+oCV+7l+cVkg/rEWHiGwELiknc9xxx9HV1cWqVavo7+9nbGyMzs5Ouru7aW1tpaGhgT179tDR0cGuXbuYmppi9erVbN++nba2NgAGBgZYs2YNPT091NXVsWLFCnbs2MHSpUuZmJhgcHBweplNTU20t7fT29tLe3s7o6OjDA0NTac3NzfT1tbGzp07Wb58OUNDQwwPD7No0SK6urpYtGgRLS0t9PX1sXLlSgYGBhgdHZ2ev6WlhebmZvr7+3PZprq6Onp6ejJtUyE9bZuatImR+0aob6lHFginNZ7G5OAk47vH0TFlsSyO0lvrkfo4fWiS8V3j6JSyRJZE6W3RuxxOGD+B4eFhenp6GBkZYf/+/cHrqdw2VVpPQ0ND7N+/P9d9r9w2FfbNvPe9cttUX1/P9u3bq1JPIbdpdHSUwcHB3Pe9cttUWG+e+16WbRoaGqK3t7dmjuVp21QtJK9n2yKyCVitquenpK8EHgWOUdVBEdkHvFRVfxGnPwvYqqpLROS1wIdU9SmJ+T8FoKrvmI3fqZdx8OYAACAASURBVKeeqnfeeWf5jDmzc+fOqu4goQjpueGmDYe95Ofi11086/EtN2/hipddEdyzmljwtOAI7hka9wyLiPxKVZ8derm1eNu/QOGspNCi/16ixn4FTo2nFdJOFJElKekVMzk5OdtZ55WBgYG8FTLhnmGx4GnBEdwzNO5pgzy6+jWISDNQD9SLSHM87bki8mQRqRORZcAVRFf2hdv5XwLeLSIdIrIKuBDYDKCq9xM9LrgkXt5rgacD35itp5UGf2vWrMlbIRPuGRYLnhYcwT1D4542yOPK/yJgBHgf8Ib490XAicB/A/uBe4ADwJ8l5rsSuIGoFf89wLfjaQXOA54N7AU+AqyfbTc/sNPgr6enJ2+FTLhnWCx4WnAE9wyNe9pg3hv8qepGYGNK8jUzzKfAe+KhVPrDwJlzkktg5d3+dXW1/OTmIO4ZFgueFhzBPUPjnjY4urd+BhobG/NWyMSKFSvyVsiEe4bFgqcFR3DP0LinDTz4p2Dltv+OHTvyVsiEe4bFgqcFR3DP0LinDTz4p2Dlc49Lly7NWyET7hkWC54WHME9Q+OeNvDgn4KVd/tb+fSwe4bFgqcFR3DP0LinDTz4p2Cln//g4GDeCplwz7BY8LTgCO4ZGve0gQf/IkTkbBG5amRkJG+VTHR2duatkAn3DIsFTwuO4J6hcU8bePAvQlVvUNULFi4s9bXh2qO7uztvhUy4Z1gseFpwBPcMjXvawIN/Clb6+Vt5E6F7hsWCpwVHcM/QuKcN5hz841fxHnFYae3f3t5ePlMN4J5hseBpwRHcMzTuaYPMwV9E3ioi/zcx/jQR6QH6ROT2+Ct8Rwzj4+N5K2Sit7c3b4VMuGdYLHhacAT3DI172qCSK/93EL2Hv8A/AgPAO4FjgA8G9Modv/IPi3uGxYKnBUdwz9C4pw0qiXBrgC4AETkGOAN4jareKCK7gcuq4JcbU1NTeStkYnR0NG+FTLhnWCx4WnAE9wyNe9qgkiv/eqAQEV8IKLA1Hn8EWB5OK3+sBP+hoaG8FTLhnmGx4GnBEdwzNO5pg0qC/wPAK+Pf5wE/VdXheHwVsCekWN5YaQlqpa+qe4bFgqcFR3DP0LinDSoJ/h8H3iki/cCfA59KpP0hcFdIsbyx8mEfK31V3TMsFjwtOIJ7hsY9bZD5mb+qflVEuoHnAb9U1VsTybuAb4WWyxMr33pubm7OWyET7hkWC54WHME9Q+OeNsgc/EXkdOAOVf1JieSPAeuCWdUA9fX1eStkoq2tLW+FTLhnWCx4WnAE9wyNe9qgksvbW4CnpKQ9OU43T+Hd/nv22GjCsHPnzrwVMuGeYbHgacER3DM07mmDSoL/TO+7XQDY+AxeGQrv9j/22GPzVsnE8uU2Olm4Z1gseFpwBPcMjXvaYMbgLyJrReTFIvLieNKzC+OJ4ZXAhcD2qtvOI97VLyzuGRYLnhYcwT1D4542KPfM/83AJUR9+pWohX/yDoDG4xPA26ohmBdWgv/w8HD5TDWAe4bFgqcFR3DP0LinDcoF/81EL/IR4AdEAf63RXkOAPerqo2H5Bnxfv5hcc+wWPC04AjuGRr3tMGMt/1VtVtVf6iqW4n68n8lHk8OPzvSAj94P//QuGdYLHhacAT3DI172qCSfv4/rKZIrWGln/+iRYvyVsiEe4bFgqcFR3DP0LinDSr5pG+TiFwiIl0iMiwik0XDRDVF5xsrwb+lpSVvhUy4Z1gseFpwBPcMjXvaoJKv+n2M6Jn/d4DriJ71H7FMTNg4l+nr62Pp0qV5a5TFPcNiwdOCI7hnaNzTBpUE//XAJar6oWrJ1BKNjY15K2Ri5cqVeStkwj3DYsHTgiO4Z2jc0waV3NtuAW6rlkitMTlp451FAwMDeStkwj3DYsHTgiO4Z2jc0waVBP8bgNOrJVJrWOnnPzo6mrdCJtwzLBY8LTiCe4bGPW1QyW3/TwFfEpEp4EbgsO59qrotlFheiMjZwNknnnhi3iqZsNJX1T3DYsHTgiO4Z2jc0waVXPnfBpwEbAR+DjxQYjBP4d3+CxcuzFslE1b6qrpnWCx4WnAE9wyNe9qgkiv/vyR6ne9RgXf1C0stez7Q/wAbbtoAwIrJFWifctHpF+VsNTO1XJ4FLDiCe4bGPW1QyUt+NlfRo+awEvybm5vzVshELXtOyATrz1oPwHj/ON/6zbdyNipPLZdnAQuO4J6hcU8b2IhwOWCln39/f3/eCpmw4jmx2+s9FBYcwT1D4542yHzlLyKfL5NFVfUtc/SpGaz081+1alXeCpmw4tl0fBM8krdFeSyUpwVHcM/QuKcNKnnm/2IOf+a/FFgCDMTDEYOlK//W1ta8NcpixXN893jeCpmwUJ4WHME9Q+OeNqjkmf/aUtNF5HTgM8DrAznVBKo22jZa+fqgFU8d83oPhQVHcM/QuKcN5vzMX1VvBT5J9B6AI4ampqa8FTJhpa+qFc8FnQvyVsiEhfK04AjuGRr3tEGoBn/bgGcGWlZNYOWs0EpfVSueB7ptfK/KQnlacAT3DI172mDOwV9EGoDzgZ4529QQ9fX1eStkwsozKyue9a1e76Gw4AjuGRr3tEElrf1/UGJyE/AkYBnw16GkagERyVshEw0NlbTZzA8rnlLv9R4KC47gnqFxTxtUcuVfB0jRsB+4DniJqn42vN78IyJni8hVe/fuzVslE3v2HPaJhZrEiufEXhu9PCyUpwVHcM/QuKcNKmntf2YVPWoGVb0BuGHdunVvzdslCx0dHXkrZMKKZ1OHjX7+FsrTgiO4Z2jc0wb+hr8Uxsdt9PfetWtX3gqZsOI5vsvrPRQWHME9Q+OeNqgo+IvI00Rki4g8JiITItInIl8XkadVSzAvrPTzn5qaylshE1Y8dcrrPRQWHME9Q+OeNqikwd9zgB8CI8B/AjuBlcDZwCtF5HRV/VVVLHPASj//1atX562QCSueTR1NYKAHkIXytOAI7hka97RBJVf+lwH3AGtV9S9U9e9V9S+AE+Lpl1VDMC+s9PPfvn173gqZsOI59ojXeygsOIJ7hsY9bVBJ8H8ecJmq7k9OjMcvB54fUixvrPTzb2try1shE1Y869u83kNhwRHcMzTuaYNKgn+5h6E2HpY6juM4zlFOJcH/58A/iMiS5EQRWQy8F/hZloWIyNtF5HYROSAim4vSXiIiXSIyLCK3iEhnIk1E5HIR2R0PH5XEm3hEZG08z3C8jLMq2LbDmJycnMvs88bAgI2PKVrxnBzweg+FBUdwz9C4pw0qecXRPwBbgW4R+S/gUaIGf68EFgFnZFxOL7AJeBmwsDBRRNqJXhj0v4EbgEuBa4keNwBcALwGOJXoLsP3iL4p8Jk4/RrgNuAV8bBFRE5S1ccq2MZprDT4W7NmTd4KmbDi2fQEG/38LZSnBUdwz9C4pw0yX/mr6i+IAvEPiAL3u4GXx+PPVdVfZlzOdar6TWB3UdI5wL2q+h+qOgpsBE4VkZPj9DcDn1DVHlXdAXyC6JsCiMiTgHXAJao6oqrfAO4Gzs26fcVYafDX02PjkwpWPMd2eL2HwoIjuGdo3NMGM175i0gd0ZX971T1HlW9C1hflOdpwFqiYDsXTgHuLIyo6uMi8lA8vas4Pf59SmLebUWNEZPpSd+NwCXlZNrb2+nq6mLVqlX09/czNjZGZ2cn3d3dtLa20tDQwJ49e+jo6GDXrl1MTU2xevVqtm/fPt2QZGBggDVr1tDT00NdXR0rVqxgx44dLF26lImJCQYHB6eX2dTURHt7O729vbS3tzM6OsrQ0NB0enNzM21tbezcuZPly5czNDTE8PAwqkpXVxeLFi2ipaWFvr4+Vq5cycDAAKOjo9Pzt7S00NzcTH9/fy7bdODAAXp6ejJtUyE9bZuatImR+0aob6lHFginNZ7G5OAk47vH0TFlsSyO0lvrkfo4fWiS8V3j6JSyRJZE6XHjvtMaT2NyeJKxHWNM7J1g0dQiurq6gtZTuW2qtJ76+/s5/vjjc933ym1TYd/Me98rt01jY2Ns3769KvUUcpv27dvH4OBg7vteuW3q7+9n9erVue57Wbapv7+flpaWmjmWp21TtZCZXmYjIm8C/hV4mqr+LiXPWqKufm9V1Wsyr1hkE7BaVc+Pxz8HPKaq70vk+QnwWVXdLCKTwCmq2hWnnQTcT3T34g3A21T1eYl5PwR0FJZfKevWrdM77rhjNrPOK/v372fJkiXlM+ZMSM8NN21g/VkHz0EvvfZSLn7dxUHGJ4cmuf5n13PFy64I4lotLNS7BUdwz9C4Z1hE5Feq+uzQyy132/8NwBfSAj+Aqj4MfI7otvxcGAKKv7HYSvTxoFLprcCQRmcv5eatGCu3/Xfs2JG3QiaseFq57W+hPC04gnuGxj1tUC74rwO+m2E5NwNzPTO5l6gxHzDdi+CJ8fTD0uPfybQTi3oiJNMrxsrnHpcuXZq3QiaseDYc6/UeCguO4J6hcU8blAv+S4As37bdG+cti4g0iEgzUA/Ui0iziDQA1wNPFZFz4/QPAHcVbvMDXwLeLSIdIrIKuBDYDKCq9wO/AS6Jl/da4OnAN7I4lcLKu/0nJmx8gtaKp056vYfCgiO4Z2jc0wblgn8/0FkmD8CaOG8WLiL6PsD7iB4rjAAXxV3yzgU+RHQy8VzgvMR8VxJ1AbybqI3Bt+NpBc4juvuwF/gIsH623fzATj//wcHBvBUyYcVzctDrPRQWHME9Q+OeNih3j/PHRM/yry6T7/w4b1lUdSNRN75SaTcDJ6ekKfCeeCiV/jBwZhaHLFjp59/ZmeXcLH+seC7oXGCin7+F8rTgCO4ZGve0Qbkr/38CXiIinxSRw6KhiDSKyD8DLwY+WQ3BvLDS4K+728An6LDjeaD7QN4KmbBQnhYcwT1D4542mPHKX1VvE5ELiV6o83oR+S4HP3jaCbwUWAZcqKqZXu9rhcSbg2saK3corHhKk9d7KCw4gnuGxj1tULZps6r+k4jcQfSM/rUcfCXvCNHrfj+iqj+qmmFOWGnt397enrdCJqx4Ni5rhIfytiiPhfK04AjuGRr3tEGm1/uq6q2q+gqiFv0r46FVVV95JAZ+gPHx8bwVMtHb25u3QiaseI49auNxj4XytOAI7hka97RBRZe3qjoF9FXJpabwK/+wWPFsWNZgosGfhfK04AjuGRr3tEEln/Q9KhCRs0XkKiufexwdHc1bIRNWPPWAjX7+FsrTgiO4Z2jc0wYe/ItQ1RtU9YKWlpa8VTIxNDSUt0ImrHhODtno52+hPC04gnuGxj1t4ME/BSstQa30VbXiuaBzQd4KmbBQnhYcwT1D45428OCfgvfzD4sVT+/nHw4LjuCeoXFPG3jwT6GuzkbRNDc3562QCSuedc1e76Gw4AjuGRr3tIGNI10O1NfX562Qiba2trwVMmHFs/4Yr/dQWHAE9wyNe9rAg38KVvr579y5M2+FTFjxHN/l9R4KC47gnqFxTxt48E/BSj//5cuX562QCSuejcc15q2QCQvlacER3DM07mkDD/4pTE1N5a2QCSvdVax4Tj7uXf1CYcER3DM07mkDD/4pWAn+w8PDeStkworn1LDXeygsOIJ7hsY9beDBPwXv5x8WK57ezz8cFhzBPUPjnjbw4J+C9/MPixVP7+cfDguO4J6hcU8b2GjVNo+IyNnA2VbOChctWpS3Qibm4rnp1k30jRz8ntS2vdtCKJWkbpGN82EL9W7BEdwzNO5pAxtHunmk8G5/K31ArXyDYC6efSN9rD9r/fRwYKp6V+f1i23087dQ7xYcwT1D45428OCfwsTERN4Kmejrs/GFZSue44/Z6OdvoTwtOIJ7hsY9beDBP4XGRhv9vVeuXJm3QiaseDau8HoPhQVHcM/QuKcNPPinMDlpo7/3wMBA3gqZsOI5uc/rPRQWHME9Q+OeNvDgn4KVfv6jo6N5K2TCiufUqNd7KCw4gnuGxj1t4ME/Be/nHxYrnt7PPxwWHME9Q+OeNvDgn4L38w+LFU/v5x8OC47gnqFxTxt48E+hrs5G0VjprmLFs77Fu/qFwoIjuGdo3NMGNiJcDlgJ/s3NzXkrZMKKpyyQvBUyYaE8LTiCe4bGPW1gI8LlgJV+/v39/XkrZMKK58Rur/dQWHAE9wyNe9rAg38RInK2iFw1MjKSt0omVq1albdCJqx4Nh1vo6GnhfK04AjuGRr3tIEH/yIKr/e18t5nK2evVjzHd9t4w5+F8rTgCO4ZGve0gQf/FFQ1b4VMWOmVYMVTx7zeQ2HBEdwzNO5pAw/+KXg//7BY8fR+/uGw4AjuGRr3tIEH/xSsnBVa6atqxfNA9wEe6H+ADTdtmB423bopb63DsFCeFhzBPUPjnjZoyFugVqmvt9Hfu7W1NW+FTFjxrG+tZ0ImWH/W+ulpW27ekqNRaSyUpwVHcM/QuKcN/Mo/BREb/b0bGmycv1nxlHqv91BYcAT3DI172sCDfwpW+vnv2bMnb4VMWPGc2Ov1HgoLjuCeoXFPG3jwT8FKg7+Ojo68FTJhxbOpw+s9FBYcwT1D45428OCfwvi4jf7eu3btylshE1Y8x3d5vYfCgiO4Z2jc0wYe/FOw0s9/asrG9+eteOqU13soLDiCe4bGPW3gwT8FK7f9V69enbdCJqx4Wrntb6E8LTiCe4bGPW3gwb+Iwrv9d+/enbdKJrZv3563QiaseI49YuP9DhbK04IjuGdo3NMGHvyLKLzbv62tLW+VTLhnWOrbbLzfwUJ5WnAE9wyNe9rAg7/jOI7jHGV48E9hcnIyb4VMDAwM5K2QCSuekwNe76Gw4AjuGRr3tIEH/xSsNPhbs2ZN3gqZsOLZ9ASv91BYcAT3DI172sCDfwpWPuzT09OTt0ImrHiO7fB6D4UFR3DP0LinDTz4p2Dl3f51dTaq0Iqn1Hm9h8KCI7hnaNzTBkf31s9AY2Nj3gqZWLFiRd4KmbDi2bjC6z0UFhzBPUPjnjaoueAvIltFZFREhuLhvkTaS0SkS0SGReQWEelMpImIXC4iu+PhozKHy3crt/137NiRt0ImrHhaue1voTwtOIJ7hsY9bVBzwT/m7araEg9PBhCRduA64GJgKXA7cG1inguA1wCnAk8HXgX81WwFrHzucenSpXkrZMKKZ8OxXu+hsOAI7hka97RBrQb/UpwD3Kuq/6Gqo8BG4FQROTlOfzPwCVXtUdUdwCeA82e7Mivv9rfy6WErnjrp9R4KC47gnqFxTxvUavC/TET6ReQnInJmPO0U4M5CBlV9HHgonn5Yevz7FGaJlX7+g4ODeStkworn5KDXeygsOIJ7hsY9bVCL9zjfC/wWGAPOA24QkWcALcBjRXn3AUvi3y3xeDKtRUREE5fxIrIRuKScxPLly+nq6mLVqlX09/czNjZGZ2cn3d3dtLa20tDQwJ49e+jo6GDXrl1MTU2xevVqtm/fPv3ayIGBAdasWUNPTw91dXWsWLGCHTt2sHTpUiYmJhgcHJxeZlNTE+3t7fT29tLe3s7o6ChDQ0PT6c3NzbS1tbFz506WL1/O0NAQw8PDrFixgq6uLhYtWkRLSwt9fX2sXLmSgYEBRkdHp+dvaWmhubmZ/v7+XLZpyZIl9PT0ZNqmQnphm04YP4GJgQkm900yNTrFYlnMyH0j1LfUIwuE0xpPY3JwkvHd4+iYHkxvrUfq4/ShScZ3jaNTyhJZEqXHr/I9rfE0Jocnp5/3t0kbI/eN0HBsAzqpnDB+AiMjI3Oqp+Jtmms9jY+Ps3///lz3vXLbVNg38973ym3TMcccw/bt26tSTyG3SUQYHBzMfd8rt03j4+MMDw/nuu9l2abx8XF6e3tr5lietk3VQmr99raI/DfwbeD3gEZV/dtE2t3ARlX9hojsA16qqr+I054FbFXVJaWWW46nPvWpes8998x9A6pMV1cXJ598cvmMOTMXzw03bWD9Weunxy+99lIuft3FVRkfuW+Ej//m44ekb7l5C1e87IpZuVcLC/VuwRHcMzTuGRYR+ZWqPjv0cmvxyr8YBQS4l+i5PgAishh4Yjyd+O+pwC/i8VMTaRVjpZ+/lTcRVuK56dZN9I30TY9v27utGkolkSav91BYcAT3DI172qCmnvmLSJuIvExEmkWkQUReD5wO3ARcDzxVRM4VkWbgA8BdqtoVz/4l4N0i0iEiq4ALgc2zdbHS2r+9vT1vhUxU4tk30sf6s9ZPDwemDlTR7FAal9no52+h3i04gnuGxj1tUFPBH2gENhE92+8H3gG8RlXvU9XHgHOBDwF7gecStQkocCVwA3A3cA/Ro4IrZysyPj4+21nnld7e3rwVMmHFc+xRG/38LZSnBUdwz9C4pw1q6vI2DvDPmSH9ZqDkQ5q4Ud974mHO+JV/WKx4Nizzeg+FBUdwz9C4pw1q7cq/ZpiamspbIROjo6N5K2TCiqceqO0GsAUslKcFR3DP0LinDTz4p2Al+A8NDeWtkAkrnpNDNvr5WyhPC47gnqFxTxt48E/BSkvQzs7O8plqACueCzoX5K2QCQvlacER3DM07mkDD/4pWPmwT3d3d94KmbDieaB7/noWzAUL5WnBEdwzNO5pAw/+KVj51nNzc3PeCpmw4lnX7PUeCguO4J6hcU8b2DjSzSMicraIXGXleVDh9ZO1jhXP+mPq81bIhIXytOAI7hka97SBB/8iVPUGVb1g0aJFeatkYufOnXkrZMKK5/guG+93sFCeFhzBPUPjnjbw4J+ClX7+y5cvz1shE1Y8G4+z8YY/C+VpwRHcMzTuaQMP/il4V7+wWPGcfNy7+oXCgiO4Z2jc0wYe/FOwEvyHh4fzVsiEFc+pYa/3UFhwBPcMjXvawIN/Ct7PPyxWPL2ffzgsOIJ7hsY9beDBPwXv5x+WmTw33bqJDTdtmB7m8xO+xXg//3BYcAT3DI172sBGq7YcsNLP30qvhJk8C5/wLXDptZfOh1JJ6hZ5vYfCgiO4Z2jc0wYe/FOwEvxbWlryVsiEFc/6xYf383+g/wE23LRhenz5wuVcdPpF86l1GBbK04IjuGdo3NMGNiJcDkxMTOStkIm+vr68FTJhxXP8scP7+U/IBOvPWj899I3kvy0WytOCI7hnaNzTBh78U2hstNHfe+XKlXkrZMKKZ+MKr/dQWHAE9wyNe9rAg38Kk5M2+nsPDAzkrZAJK56T+7zeQ2HBEdwzNO5pAw/+RRTe7b9v3768VTIxOjqat0ImrHhOjdro52+hPC04gnuGxj1t4MG/iMK7/ZctW5a3Sias9FW14un9/MNhwRHcMzTuaQMP/il4P/+wWPH0fv7hsOAI7hka97SBB/8UvKtfWKx41rfY+KSvhfK04AjuGRr3tIGNCJcDVoJ/c3Nz3gqZsOIpCyRvhUxYKE8LjuCeoXFPG9iIcDlgpZ9/f39/3gqZsOI5sdvrPRQWHME9Q+OeNvA3/KVgpZ//qlWr8lbIhBXPpuOb4Dcz56mFN/5ZKE8LjuCeoXFPG/iVfwp+5R8WK57juw9/w18xtfDGPwvlacER3DM07mkDD/4pqGreCpmw0ivBiqeOeb2HwoIjuGdo3NMGfts/haamprwVMmGlr6oVzwWdC8re9i8mj8cAFsrTgiO4Z2jc0wYe/FOwclbY3d3NySefnLdGWZKem27ddMit8m17t+WldRiz6edfeAxQYMvNW0IqlcRCvVtwBPcMjXvawIN/CvX1Nvp7t7a25q2QiaRn30jfIcHy0msvzUOpJPWtXu+hsOAI7hka97SBB/8iRORs4Oy1a9fmrZKJhgYbVWjFU+rn3s9/Ph4DWChPC47gnqFxTxt4g78iCu/2X7x4cd4qmdizZ0/eCpmw4jmxd+69POajN4CF8rTgCO4ZGve0wdF96jMDVhr8dXR0zPs6i5/Z9wz0sLpt9fR4qSvdPDxnQ1NH+X7+tYCF8rTgCO4ZGve0gQf/FMbHy/f3rgV27drFkiVL5nWdpZ7Zl2vwlofnbBjf5fUeCguO4J6hcU8bePBPwUo//6mp2v/+/KZbN7Fw/0K6H4q+olVLrfuL0Smv91BYcAT3DI172sCf+adg5bb/6tWry2fKmb6RPtadvm76GfiBqdr9bG5Th9d7KCw4gnuGxj1t4ME/BSv9/Ldv3563wmEUWrsXhm17tzH2iI3ytOJZi/VejAVHcM/QuKcN/LZ/Clb6+be1tVV9HZW+lKf4pTeXXnsp9W02ytOK53zU+1yx4AjuGRr3tIEHf6ds6/1te7fxnj99z/R4Lb2Ux3Ecx6kcv+2fwuTkZN4KmRgYGJjzMgqt9wvD/sn9h4yHeEY/OWCjPK14hqj3amPBEdwzNO5pA7/yT8FKg781a9ZUPE8e79ZveoKN8mx6Qvh+/tV4499s6n2+seAI7hka97SBX/mnYKXBX09PT8XzFF/pz0fr+7EdNsqzGp7VeOPfbOp9vrHgCO4ZGve0gQf/IkTkbBG5av/+/XmrZKKuzkYVSt3c35k/H1jxtFDvFhzBPUPjnjbw2/5FqOoNwA3r1q17a94uWVixYsVh07I04JtvGlc0zvs6Z4MVz1L1XmtYcAT3DI172sCDfwq1fNs/GdxPGD+BHz3+o7Kt8/P+hO7YjjEWPnnhvK+3Uqw8ntixY0fNf4vcgiO4Z2jc0wYe/FOo5c89Jt+tP943zo233Jh7cC9Hw7G1W55JrHguXbo0b4WyWHAE9wyNe9rAxpEuB/J8t38lt+110sa76N0zLBMTc//0cLWx4AjuGRr3tMHR3eJhBvLs519Jv/vJQRv90t0zLIODg3krlMWCI7hnaNzTBn7ln4KVfv4LOheY+P78gs4FeStkYj7KM0S//87OztBawbHgCO4ZGve0gQf/FEI2+Cu+jV98sJ/LS3cOdNfuF/KSHOg+YKLB33yUZ/G3D7bcvKXiZXR3d9d8YyULjhDWs9wju+LxSk78jsbyrCZWPKvFC4M9QwAAESVJREFUERX8RWQp8Dngj4B+4O9V9auzXFYwr2QDPYDLvnbZIVd+c3l3vjTZ6JfunmGxcGfKgiOE9Sz+Xy/V02amY8FMJwN5lGe5C5dSHI31bpEjKvgDnwbGgBXAM4Bvi8idqnpvpQuqZmv/Ul+9my2Ny2z0S3fPsLS3t+etUBYLjjA3z7m+KruSu0B5lGfxyUyxX6mTgw3P2IAFrOyf1eKICf4ishg4F3iqqg4BPxaR/wTeCLyv0uWNj49nzpvnS3XGHrXRL33s0TEWttb+bX8r5dnb20tra2veGjNiwREq8ywV7EN+8bK4PUjyWHLC+Ak83vr4nL4LUeljieJjV7Ff8fZf9rXLWDy4mN81/i7T8vMcr0Z5hvhux3wheXZpC4mIPBP4qaouTEz7P8AZqnp2YtpG4JIMixwH7sq4+mOAfQHzVZJ3FdAbeJnV2J6sntUoI/fMRmjPPPfNSvK6Z9hlWtg3wY7n76vq4ox5s6OqR8QAvAjYWTTtrcDWWS5PK8h7Vch8FS4zN88KtyeTZ5XKyD3z2T8yOVaxjNyzhj39fyisZ6XDkdTPfwgovnfXCszHF3puCJyv0ryhl1mN7clKNcrIPcPmtbBvVpo39DLdM591H83/QxVxJN32XwzsBU5R1QfiaV8CelW14mf+IqKqWvNNv90zLO4ZDguO4J6hcc+wVMvziLnyV9XHgeuAD4rIYhF5AfAnwJfzNXMcx3Gc2uKICf4xfwssBPqAa4C/0Vl083Mcx3GcI5kj5rZ/aI72W0Khcc+wWPC04AjuGRr3DIvf9nccx3EcJwge/B3HcRznKMODv+M4juMcZXjwT+f/5S2QEfcMi3uGw4IjuGdo3DMsVfH0Bn+O4ziOc5ThV/6O4ziOc5Thwd9xHMdxjjI8+DuO4zjOUcZRF/xF5O0icruIHBCRzSXSXyIiXSIyLCK3iEhnIk1E5HIR2R0PHxURSaSvjecZjpdxVkDvtSJyo4jsFZGdIvIvItIQwjs0InKeiPyPiDwuIg+JyItq0TNe50kiMioiXymanquniCwQkc+JSLeI7BeRX4vIH9eS4wzuS0Xk+rj+u0Xkz+djvSU8ZizDWiu/UvtiDTqW/N+uJU+Z4ViZp6fMEHvm4iWzjTvV+FRgLQ/AOcBrgH8DNheltRN9Y/lPgWbgY8DPEul/BdwHrAY6gN8Cf51Ivw34R6JXDJ8LDADHBfK+Edgce60E7gY2hPAOXL4vBbqB5xGdXHYAHbXmmVjnd4EfAV8JtR8E8loMbATWxuX4KqIvVK6tFccZ3K8BrgVagBfGnqfMx7qzlmEtll/xvlhrjmn/2zXoWfJYmbcnKbFnrl7MMu7M6z9jLQ3AJg4P/hcAP02MLwZGgJPj8Z8CFyTS31KoJOBJwAFgSSL9R6F2HuB/gFckxj8GXDlX7yqU60+Bt6Sk1YxnvPzzgK8TBYiv1KpnYj13AefWuONiYAx4UmLal4GPVHvdlZRhrZVfqX2xBh1L/m/XoGfJY2WteFIUe+bixRzizlF3278MpwB3FkY0+lLgQ/H0w9Lj38m0baq6PyV9rvwzcJ6ILBKRDuCPgf8O4B0MEakHng0cJyIPikhPfMttYS15xq6twAeBC0sk14xnARFZQfSPXvhQVc05xjwJmFTV+3NY94wUlWHNlN8M+2ItOc70v10znjFpx8pa8yyQS9zx4H8oLUS3X5LsA5akpO8DWuLnL+XmnSs/JKrQQaAHuB34ZgDvkKwAGoH1wIuAZwDPBC6qMU+AS4HPqeojJdJqyRMRaQSuBr6oql216Jig2v8Hs6JEGdZS+aXti7XkONP/di15QvqxstY8C+QSd46o4C8iW0VEU4YfZ1jEENBaNK2V6DlhqfRWYEijey3l5p21t4jUATcB1xHdEmoHjgUuD+CdmQzlOxJn/ZSqPqqq/UTPol5RS54i8gzgLOCTKYuoumfWfTWu+y8T3Up/+3w6zpJZ/x9Ui5QyrInyK7Mv1oRjzEz/2zXjWeZYWTOeReQSd46o4K+qZ6qqpAwvzLCIe4FTCyMishh4IgdvtR6SHv9Opp0oIktS0ufivRR4AvAvqnpAVXcDX+BgUJ2Ld2bKearqXqIz7bR/lprwBM4kavS1XUR2Av8HOFdE7pgvzyz7anxm/zmiq65zVXU8sYh5KctZcD/QICIn5bDuw5ihDGul/M4kfV+sFUfK/G/XjCczHytryTNJLnGnKg0uankAGohaVF5GdDXQDDTEaccR3TI5N55+OYe2uvxrosYkHcCquICTrS5/Bnw8nve1hG3tvw14X+zfBlwPXB3CO3D5fhD4JbCc6Iz7R8ClteQJLCJqBVwYPg5sKdRVDXl+Jt6nWkqk1YRjivfXiFr8LwZeQE6t/Wcqw1opv5n2xVpxTKyv5P92DXqWPFbm7UlK7JmrF7OMO/P+z5j3QNSaVouGjYn0s4AuottcW4m7VsVpAnwU2BMPHyX+PkKcvjaeZ4Soa8ZZAb2fES97L9AP/AewPIR34PJtBP413gF3AlcAzbXmWWKf+ErRtFw9gc543xwlurVXGF5fK44zuC8lesb6OLAd+PP5WG+lZViL5Ve8L9aS40z/2zXmmXqszNOTGWLPXLyYZdzxD/s4juM4zlHGEfXM33Ecx3Gc8njwdxzHcZyjDA/+juM4jnOU4cHfcRzHcY4yPPg7juM4zlGGB3/HcRzHOcrw4O84juM4Rxke/J0jChF5voh8Lf7q2JiIDIrIL0XkUhE5PpFvbfwe/fNnsY6HReQrAZ23isjWUMuzSFwXGxPjG0Wkqi8hidfx4sDLTH6zYXPIZc8WEVld9O2Is/J2cvLHg79zxCAiFwI/IXpd5kVEb806j+hDHxcAn8/PzqmQfweeX+V1XAIEDf4xvyZyv7QKy54NfUQ+b8tbxKkdGvIWcJwQiMgfAh8D/llV31WUfKOIXAb86fybOQAiskBVD2TNr6o9RB+Sscigqv4sb4kCqjoG/ExEmvN2cWoHv/J3jhTeS/Qe7/eWSlTVx1V1c7mFiMgbROROERkVkX4R+XLycUFR3reKyINx3jviE5Bk+nNEZEv8CGJERO4TkQ+LyMJKN05ENsWPMZ6TmLY4XuZtIjLjibyInCoi14vI7oTL3yfSRUTeFU8fE5FHReRfRKS1aDmt8fReETkQ539X/PW8Qp4z49vL54jIZ0XkMWBXnFYfb8ujIjIc3yY/pYTvYbf942VuEpENIvI7EdkvIj8snl9E/khEbkys4x4RuVBE6pPLin++P3E7fGMi/QwR+X68jsdF5CYReepMZTwTInJ+vI4/EJGvx8vdVagDEXm5iPw6XtcvReRZRfNvlehz1C8Xkd/EdfhrEXmuiDTE+9WjIrJHRDZL9GU4x0nFr/wd88SB7wzguvgqZ7bLuQC4ErgW+HuiL2h9GHiuiKxT1aFE9jOAZwHvBw4QnXR8R0ROVdX74jxrgN8Am4m+r30K8AHgRKLHEZWwkegW9VdF5Jmxy6eJvgT3clWdmGG7TiP68MeDwLuIrqhPAp6eyPaheJs/DdwAPIXotvWpInKGqk5J9K30bwPr4u24G3gl0XfdjwP+oWjVnwK+A7yR6Itjhe34h3ie7wLPBv6zgnJ4A9HHS/4OaCK62/MtETk5UQYnAt+P1z8ar2Nj7Pi+OM/zgduI6ubKeFoPgIi8EvhWvK1viNPeC/xIRJ6uqo9U4FvMF4EvAVcR3Yn6sIi0EX1y9kNEHx76KPBNEXli0f78e/H2JvP9Zzw0AOcDvx/n6QPeMwdP50in2l+p8sGHag9E32pX4LISaQ3JITF9bTzP+fF4PdHV6S1F878wzrchMe1hYAxYk5i2hOiLW19OcZTY4Q3AFLAskbYV2JphO9cSfVHti8CfxV5lv5gH3Ao8AixKSV9KFCQ3F01/Q7yOV8fjr0qWWSLfvxOdALXH42fG+a4vyncsUdD6TNH093L41zU3RoenQ/Ip8ADQmJi2Pp7+B2XK/f1EX3mrK1rephLzPAh8v2haK9GdpX8qU9Yl65IoMCvwgaJ9sw8YB05ITH91nPeMouWOAyeWyHdz0bquA35XwqFQL8G+NuqD3cFv+ztHAlJyoshKogPm9DDD7fEnE32n/OrkRFX9MdBNdKWf5Gequj2Rbz/RleJ0I7X4FvnlIvIQUXAcJ/qOtxBdeVeEqj5M9G3vNwFfAL6kql+daR4RWQS8ALhaVYdTsj0PWAAU92D4GjDBwW0/nejE5ZqifF8hugovbqB3fdH404DFwNdLrCcr31PV8cT43fHfNYUJInK8iFwpIt1EJ2njwCaib7svn2nhInIS8ETg6vh2ekO8zwwT3Sk4vQLXUnyn8EOjOxUPAver6u8Sebriv08omvd+Vd1WIt9NRfm6gNXJRzGOU4wHf+dIoJ/oynVNienPiYfPllnG0vjvoyXSdibSC+wqkW8X0JEY/wJRsL4CeGnsUWhxPdvGV9/+/+2dTYhWVRjHf38wk6RFVsxARVRUi7DcCGHUJgzMolZJH1JUtKkIrCARIkLDhlRaRCVIZRFErSqnMiNGAgVtI1RMEEGRFcyMRc1GmnlaPOdO1zt33vlgYnTe/w+G4d77nHPPOcy8z3m+zgsMk8p61wzkzyP/zzslz7XOvSin4drzFcBITE7c+63RT0VzLavciebata3lVIw0rquxLAMooYkPSS/FVjJUspp0lU/IdaDaHOyhsXEsfZ4/i7G2caJxfXKKezB5rFPJtd1fQnqzjGnFMX9zxhMR/0g6CKyVtDRKnLQor6MAkm6bpptKqfS2POut+qnR0yLXA/xS3rcMuIN0Zb9cCUhaOc04puMV8kP9B2C3pBsalnCTE6S1flEHmfrcv6mNdQmp7IZrcivqa1xrR02uolmnX20GeurvoX0t58oVZIx/Y0RMeDIk3T7D9tUcNgMHWp7POafEmNMJW/5msdAHXAC8OMf2g6QFekoinqQ1wKXAQEP+ekmX1OTOJZPfDpVbZ5NKuqmYH5jj+JB0D5k89wiwAVgFPN+pTXH1fwXcp6mrDA6TFnQzCXEDaSBUcx8gPzOaJZP3kkpxuvK2Y8AocFfj/myTHztxTvk9se6SziLH2OQk0FyTQTKn45qIONryc2wex2rMgmHL3ywKIuILSc8A2yVdS2ZU/0i6Tq8iFcwok63Rqv2YpGeB15Wn971DWsvbyCSzNxpNfgf2l/KwKtt/OeVgl4j4U9Jh4ElJv5IhiAfpbIFPiaTLgFeBPRHxfrm3pcx3f0R82aH5U6TiPiRpBxkCuBxYFRGPR8SIpJ3AZkmjQD+ZNb6V3DjsK/18Uq5fk3Qhab3fCjxMJlsOdZpDRPwhaRdZXvcXme2/GnhotuvRge/IHI1tksbITUDz3IeKb4H1kj4lPSTHI+K4pEfJCoKlZH7CEOmdWAP8FBE753G8xiwItvzNoiEi+oAbSdftC6Tb9gPgfrJ878qIGOvQfjdpWa8kS736gM/JrOu/G+IDwI7ynvfITca6iPi+JnM38DXpqn+TjI0/Mdt5Fff7uy3tXyJL2t6WNGUsOiKOkEl/P5Plb/3A05yaB7AF2ASsAz4mS+L2AusjYrz0M056N94iNzv7yvWm0n4mPEeu2UYyNn8LMFOX/LSUcMSd5FrtJdf+ILC9RfwxckP4EXCE9KgQEf1kYt9yspLhM/JvoZf/PDvGnNEo4n89PtsYY7oG5Xc0CLgZGK82TgtN7SyMA8DaiGjLZzBdhC1/Y4yZX24iww2nxXdJSLqYHI8VvpnAlr8xxswTkq4mD3wCGCpnMywoJeHxutqtwXIuhelirPyNMcaYLsNuf2OMMabLsPI3xhhjugwrf2OMMabLsPI3xhhjugwrf2OMMabL+BfbCTaBbb6qGAAAAABJRU5ErkJggg==\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "glob_x(Events,['palegreen','forestgreen'])\n", + "\n", + "x = np.arange(0, 400, 0.01) + 1\n", + "range_P = up_down_x(Events, 50, [50, 200, 50000, 0], x, ['lightgreen', 'seagreen','darkgreen'] )\n", + "\n", + "Events = Filter_on_x_coord(Events, sign, range_P, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 26, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "p = 7\n", + "\n", + "best_fit_chs = Local_Fit(Events, sign, p)\n", + "\n", + "Plot_Setup(Events, sign, p)\n", + "\n", + "x = np.linspace(-1000, 1000, 20000)\n", + "labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + "color = [\"r\", \"navy\"]\n", + "\n", + "for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = \"--\", alpha = 0.6, label = labels[k])\n", + " plt.legend(loc = 7, fontsize = 16)\n", + "\n", + "m_gl, q_gl = Global_Fit(best_fit_chs)\n", + "plt.plot(x, m_gl*x + q_gl, c = \"g\", lw = 2, label = 'Global fit')\n", + "plt.legend(loc = 7, fontsize = 16)\n", + "\n", + "plt.show()\n", + "\n", + "Zoom_event(Events, sign, p)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run 262 - Energy: $18$ GeV - Magnet current: $850$ A" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "file_name = \"data_262.txt\"\n", + "sign = 'pos'\n", + "\n", + "Events, Hit_number = Read_data(file_name)\n", + "\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111)\n", + "setup_graph_1(ax)\n", + "\n", + "counts, bins = np.histogram(Hit_number, bins = 60)\n", + "ax.hist(bins[:-1], bins, alpha = 0.6, color='skyblue', ec = \"steelblue\", weights=counts);\n", + "\n", + "Events, Hit_number = Noise_reduction(Events, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The gaussian parameters (𝜇 ± 𝜎) for the upper chamber are: 473.93 ± 27.62 \n", + "\n", + "The gaussian parameters (𝜇 ± 𝜎) for the lower chamber are: 478.8 ± 26.49 \n", + "\n", + "and the interval Δx chosen for the filter: [ 372.85 , 584.42 ]\n", + "\n", + "After having applied this last filter the percentage of the good events selected is: 24.19 %\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "glob_x(Events,['cornflowerblue','royalblue'])\n", + "\n", + "x = np.arange(200, 600, 0.01) + 1\n", + "range_P = up_down_x(Events, 50, [20, 490, 1000, 0], x, ['powderblue', 'steelblue','midnightblue'] )\n", + "\n", + "Events = Filter_on_x_coord(Events, sign, range_P, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "p = 43\n", + "\n", + "best_fit_chs = Local_Fit(Events, sign, p)\n", + "\n", + "Plot_Setup(Events, sign, p)\n", + "\n", + "x = np.linspace(-1000, 1000, 20000)\n", + "labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + "color = [\"r\", \"navy\"]\n", + "\n", + "for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = \"--\", alpha = 0.6, label = labels[k])\n", + " plt.legend(loc = 6, fontsize = 16)\n", + "\n", + "m_gl, q_gl = Global_Fit(best_fit_chs)\n", + "plt.plot(x, m_gl*x + q_gl, c = \"g\", lw = 2, label = 'Global fit')\n", + "plt.legend(loc = 6, fontsize = 16)\n", + "\n", + "plt.show()\n", + "\n", + "Zoom_event(Events, sign, p)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Run 263 - Energy: $22$ GeV - Magnet current: $580$ A" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "file_name = \"data_263.txt\"\n", + "sign = 'pos'\n", + "\n", + "Events, Hit_number = Read_data(file_name)\n", + "\n", + "fig = plt.figure(figsize=(8, 6))\n", + "ax = fig.add_subplot(111)\n", + "setup_graph_1(ax)\n", + "\n", + "counts, bins = np.histogram(Hit_number, bins = 60)\n", + "ax.hist(bins[:-1], bins, alpha = 0.6, color='plum', ec = \"orchid\", weights=counts);\n", + "\n", + "Events, Hit_number = Noise_reduction(Events, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "The gaussian parameters (𝜇 ± 𝜎) for the upper chamber are: 620.41 ± 20.24 \n", + "\n", + "The gaussian parameters (𝜇 ± 𝜎) for the lower chamber are: 614.65 ± 22.89 \n", + "\n", + "and the interval Δx chosen for the filter: [ 539.43 , 700.0 ]\n", + "\n", + "After having applied this last filter the percentage of the good events selected is: 5.23 %\n" + ] + }, + { + "data": { + "image/png": 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "glob_x(Events,['palevioletred','mediumvioletred'])\n", + "\n", + "x = np.arange(300, 700, 0.01) + 1\n", + "range_P = up_down_x(Events, 50, [20, 650, 1000, 0], x, ['violet', 'darkviolet','rebeccapurple'] )\n", + "\n", + "Events = Filter_on_x_coord(Events, sign, range_P, Hit_number)" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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\n", 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\n", 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": { + "needs_background": "light" + }, + "output_type": "display_data" + } + ], + "source": [ + "p = 11\n", + "\n", + "best_fit_chs = Local_Fit(Events, sign, p)\n", + "\n", + "Plot_Setup(Events, sign, p)\n", + "\n", + "x = np.linspace(-1000, 1000, 20000)\n", + "labels = [\"Local fit for upper chamber\", \"Local fit for lower chamber\"]\n", + "color = [\"r\", \"navy\"]\n", + "\n", + "for i, j, k in zip(best_fit_chs, range(2), range(2)):\n", + " plt.plot(x, i[0]*x + i[1], color[j], linestyle = \"--\", alpha = 0.6, label = labels[k])\n", + " plt.legend(loc = 6, fontsize = 16)\n", + "\n", + "m_gl, q_gl = Global_Fit(best_fit_chs)\n", + "plt.plot(x, m_gl*x + q_gl, c = \"g\", lw = 2, label = 'Global fit')\n", + "plt.legend(loc = 6, fontsize = 16)\n", + "\n", + "plt.show()\n", + "\n", + "Zoom_event(Events, sign, p)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Conclusion\n", + "\n", + "We can conclude by saying that the procedure implemented for the filtering of the datasets is quite satisfying since for almost all events in all the runs we manage to detect the track and reconstruct its trajectory through the fitting procedure.\n", + "\n", + "The price to pay is a very strong reduction of the number of events: we can see that even in the best case, less than 35% of the them are selected. In the following our results are summarized in a table:\n", + "\n", + "| Run | Selected events | x-range|\n", + "|-----|:-----:|:-----:|\n", + "| 260 | 32.26 %|[ 0 , 167.53 ]| \n", + "| 261 | 22.97 %| [ 94.59 , 324.04 ]|\n", + "| 262 | 24.19 %|[ 372.85 , 584.42 ]|\n", + "| 263 | 5.23 %|[ 539.43 , 700.0 ]|\n", + "\n", + "In particular the small percentage of acceptable events in the last run is mostly due to the fact that the file contained many null events. In fact it can be seen the range of the other run is of the same order of magnitude as for the others. The histograms for the number of hit per event is averagely peaked in the same region (about 7-8 hits).\n", + "Finally, it is worth noticing that in the histogram for the distribution of hits as a function of the local x-coordinate in Run 262 there is a slightly double-peaked structure, whose presence we are not able to fully explain. We decided to consider only the region of the major peak." + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.8.3" + } + }, + "nbformat": 4, + "nbformat_minor": 4 +} diff --git a/data_260.txt b/data_260.txt new file mode 100644 index 0000000..18fb8e3 --- /dev/null +++ b/data_260.txt @@ -0,0 +1,8182 @@ +1 6 0 4 1.655e+02 1.705e+02 45.8 0 1 1.014e+02 1.086e+02 66.7 0 2 1.130e+02 1.390e+02 241.7 3 3 1.992e+01 2.208e+01 20.0 3 4 2.840e+01 5.560e+01 252.5 3 1 1.122e+01 3.078e+01 181.7 +2 7 2 3 3.550e+02 3.590e+02 36.7 2 1 3.553e+02 3.587e+02 30.8 2 4 3.160e+02 3.560e+02 371.7 3 2 3.274e+02 3.446e+02 160.0 3 1 3.439e+02 3.701e+02 243.3 3 4 3.280e+02 3.440e+02 149.2 3 3 3.444e+02 3.696e+02 233.3 +3 0 +4 12 0 1 6.501e+02 6.519e+02 15.8 2 2 1.658e+02 1.702e+02 41.7 2 4 1.606e+02 1.754e+02 137.5 2 1 1.277e+02 1.663e+02 359.2 2 3 1.318e+02 1.622e+02 282.5 3 2 4.056e+01 4.344e+01 26.7 3 1 1.395e+01 2.805e+01 130.8 3 4 3.531e+01 4.869e+01 124.2 3 3 1.853e+01 2.347e+01 45.8 3 2 2.594e+01 5.806e+01 298.3 3 3 2.871e+00 3.913e+01 336.7 3 1 4.824e+01 7.776e+01 274.2 +5 11 2 2 7.695e+01 9.105e+01 130.8 2 3 4.967e+01 7.633e+01 247.5 2 4 7.494e+01 9.306e+01 168.3 2 1 4.833e+01 7.767e+01 272.5 3 4 4.160e+01 4.240e+01 7.5 3 3 1.869e+02 1.911e+02 39.2 3 2 4.065e+01 4.335e+01 25.0 3 1 1.421e+02 1.519e+02 91.7 3 4 1.532e+02 1.828e+02 275.0 3 1 4.362e+01 8.238e+01 360.0 3 3 4.312e+01 8.288e+01 369.2 +6 0 +7 63 0 3 5.215e+02 5.285e+02 64.2 0 2 7.260e+01 9.540e+01 211.7 0 4 7.206e+01 9.594e+01 221.7 0 3 5.098e+02 5.402e+02 282.5 0 4 2.221e+01 6.179e+01 367.5 2 4 8.207e+01 8.593e+01 35.8 2 4 1.663e+02 1.697e+02 30.8 2 3 6.492e+02 6.528e+02 34.2 2 4 2.085e+02 2.115e+02 28.3 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