diff --git a/boldness/code/feeder_visit_time.py b/boldness/code/feeder_visit_time.py index 842aeba..6f4f169 100644 --- a/boldness/code/feeder_visit_time.py +++ b/boldness/code/feeder_visit_time.py @@ -1,198 +1,291 @@ -from re import sub -import numpy as np -import matplotlib.pyplot as plt -import pandas as pd -import scipy.stats as sp -from IPython import embed - - -def visit_times_to_float(fish_behavior, feeder_number): - start_times = [] # ich baue Start- und Endzeiten in separate Listen um das nacher einfacher voneinander abziehen zu können - end_times = [] - durations = [] - visit_times_column = 'feeder_%i_visit_times' % feeder_number - times = fish_behavior[visit_times_column].values # Alle Zeiten für diesen einen feeder - if len(times) > 0 and len(times[0].strip()) > 0: - tuple_strings = times[0][1:-1].split('), ') # ich muss das Ganze splitten, weil mir die daten ganz komisch ausgegeben werden - tuple_strings = list(map(lambda x: x[1:].strip(')'), tuple_strings)) - - for ts in tuple_strings: - temp = ts.split(',') # tuple an der Kommastelle splitten - if len(temp) == 0 or temp[0] == '': # wenn es keine Einträge gibt oder die Startzeit fehlt --> continue - continue - start_times.append(float(temp[0])) # Die Startzeiten an die Startliste anhängen - if temp[1] == '': # Wenn die Endzeit fehlt: Null eintragen - print("Endzeit fehlt!") - end_times.append(start_times[-1] + 1/30) # nehmen wir mal an, der Fisch waere 1 Frame lang da gewesen - else: - end_times.append((float(temp[1]))) # Ansonsten an die Endliste anhängen - durations.append(end_times[-1] - start_times[-1]) - return start_times, end_times, durations - - -def get_visit_times(fish_behavior, day, subject, light_cond): - subject_behavior_today = fish_behavior[(fish_behavior.day == day) & (fish_behavior.subject == subject)] # bastelt mir auch Kombis die es gar nicht gibt--> die müssten dann ja leer sein - if len(subject_behavior_today) == 0: - print("Problem für subject %s on Tag %s" % (subject, day)) - return None, None, None, None - visit_times = np.zeros(8) - feeder_in_darkness = np.zeros_like(visit_times, dtype=bool) - all_light = [] # Visittimes die im Hellen stattgefunden haben - all_dark = [] # Visittimes die im Dunkeln stattgefunden haben - - for d in range(1, 9): # Holt den ganzen kladderadatsch aus der anderen csv Datei - feeder_light_condition = "light" if (light_cond == "top" and d < 5) or (light_cond == "bottom" and d >= 5) else "dark" - feeder_in_darkness[d - 1] = "dark" in feeder_light_condition - _, _, durations = visit_times_to_float(subject_behavior_today, d) - if len(durations) == 0: # Wenn die Durationliste für diesen Feeder leer sein sollte : setze nan ein - visit_times[d - 1] = np.nan - else: - visit_times[d - 1] = np.median(durations) # Wenn die Liste länger als 0 ist --> mach mir nen Median - - if feeder_light_condition == 'light': - all_light.append(visit_times[d-1]) - else: - all_dark.append(visit_times[d-1]) - return visit_times, np.nanmedian(all_light), np.nanmedian(all_dark), feeder_in_darkness - - -def plot_trial_visit_times (fish_behavior, setup_config, days, subjects): - x_val = [1, 2, 3, 4, 5, 6, 7, 8] - - for day in days: # muss diese Schleife bauen, weil meine Funktion nur für einen Trial konzipiert ist - fig = plt.figure(figsize=(7, 4)) - feeder_visists_axis = fig.add_subplot(1, 2, 1) - boxplot_axis = fig.add_subplot(1,2,2) - - light_duration = [] - dark_duration = [] - - for i, subject in enumerate(subjects): - if subject not in setup_config.subject[setup_config['day'] == day].unique(): - print("subject %s was not recorded on day %s" % (subject, day)) - continue - - light_cond = setup_config.dark[(setup_config['day'] == day) & (setup_config['subject'] == subject)].values[0] - feeder_visit_times, med_light, med_dark, feeder_in_darkness = get_visit_times(fish_behavior, day, subject, light_cond) - if feeder_visit_times is None: - continue - plot_visit_times = feeder_visit_times - plot_visit_times[np.isnan(feeder_visit_times)] = 0.0 - feeder_visists_axis.scatter(x_val, plot_visit_times) - - light_duration.append(med_light) - dark_duration.append(med_dark) - - light_duration = np.array(light_duration) - dark_duration = np.array(dark_duration) - title = '%s' % (day) # zwei Platzhalter für jeweils einen String - feeder_visists_axis.set_xlabel('feeder_number') - feeder_visists_axis.set_ylabel('median_visit_time') - feeder_visists_axis.set_title(title) - feeder_visists_axis.text(-0.1, 1.1, "A", transform=feeder_visists_axis.transAxes, fontsize=12, fontweight="bold") - - boxplot_axis.boxplot([light_duration[~np.isnan(light_duration)], - dark_duration[~np.isnan(dark_duration)]]) - boxplot_axis.text(-0.1, 1.1, "B", transform=boxplot_axis.transAxes, fontsize=12, fontweight="bold") - plt.show() - # return # damit ich im Moment nur eine Abbildung angezeigt bekomme... Löschen um alle nacheinander anzuzeigen oder zu speichern - - -def all_feeder_visit_times(fish_behavior, setup_config, subject): - subject_behavior = fish_behavior[fish_behavior.subject == subject] - days = subject_behavior.day.unique() - all_feeder_visits = np.zeros((8, len(days))) - all_feeder_in_darkness = np.zeros_like(all_feeder_visits, dtype=bool) - - for i, day in enumerate(days): - light_cond = setup_config.dark[(setup_config['day'] == day) & (setup_config['subject'] == subject)].values[0] - feeder_visit_times, _, _, feeder_in_darkness = get_visit_times(fish_behavior, day, subject, light_cond) - if feeder_visit_times is None: - print("Is NONE") - continue - all_feeder_visits[:, i] = feeder_visit_times - all_feeder_in_darkness[:, i] = feeder_in_darkness - - valid_visits = all_feeder_visits[~np.isnan(all_feeder_visits)] - valid_feeder_in_darkness = all_feeder_in_darkness[~np.isnan(all_feeder_visits)] - - return valid_visits, valid_feeder_in_darkness - - -def plot_all_visit_times(fish_behavior, setup_config, subjects): - fig = plt.figure(figsize=(5, 5)) - num_subplots = len(subjects) + 1 - cols = 2 - rows = num_subplots // 2 + num_subplots % 2 - - grand_total_light = [] - grand_total_dark = [] - for i, subject in enumerate(subjects): - visit_times, feeder_in_darkness = all_feeder_visit_times(fish_behavior, setup_config, subject) - grand_total_dark.extend(visit_times[feeder_in_darkness == True]) - grand_total_light.extend(visit_times[feeder_in_darkness == False]) - - axis = fig.add_subplot(rows, cols, i + 1) - bp = axis.boxplot([visit_times[feeder_in_darkness == True], visit_times[feeder_in_darkness == False]], showfliers=False) - axis.set_ylim([0, 10]) - axis.legend([bp["boxes"][0]], [subject], loc=1, frameon=False) - axis.text(-0.1, 1.1, chr(65+i), transform=axis.transAxes, fontsize=12, fontweight="bold") - - u, p = sp.mannwhitneyu(visit_times[feeder_in_darkness == True], visit_times[feeder_in_darkness == False]) - md = np.median(visit_times[feeder_in_darkness == True]) - sd = np.std(visit_times[feeder_in_darkness == True]) - ml = np.median(visit_times[feeder_in_darkness == False]) - sl = np.std(visit_times[feeder_in_darkness == False]) - print("%s, light: %.2f +- %.2f, dark: %.2f +- %.2f, u:%.3f, p: %.3f" % (subject, ml, sl, md, sd, u , p)) - - axis = fig.add_subplot(rows, cols, num_subplots) - axis.boxplot([grand_total_dark, grand_total_light], showfliers=False) - axis.set_ylim([0, 10]) - axis.text(-.01, 1.1, chr(65+num_subplots -1 ), transform=axis.transAxes, fontsize=12, fontweight="bold") - u, p = sp.mannwhitneyu(grand_total_dark, grand_total_light) - m = np.mean() - print("%s, u:%.3f, p: %.3f" % ("grand total", u , p)) - plt.show() - - -def feeder_visit_counts_per_day(fish_behavior, setup_config, subject): - # filtern auf subjects - subject_behavior = fish_behavior[fish_behavior.subject == subject] - # fuer jeden Tag die bearbeiten - days = subject_behavior.day.unique() - feeder_visited = np.zeros((len(days), 8)) - for i, day in enumerate(days): - subject_behavior_today = subject_behavior[subject_behavior.day == day] - # fuer jeden Feeder die Besuche ermitteln - for feeder_number in range(1,9): - _, _, durations = visit_times_to_float(subject_behavior_today, feeder_number) - feeder_visited[i, feeder_number - 1] = 1 if len(durations) > 0 else 0 - return feeder_visited - - -def plot_feeder_visit_counts_per_day(fish_behavior, setup_config): - subjects = fish_behavior.subject.unique() - - fig = plt.figure() - - for i, subject in enumerate(subjects): - feeder_visited = feeder_visit_counts_per_day(fish_behavior, setup_config, subject) - axis = fig.add_subplot(len(subjects), 1, i + 1) - axis.plot(np.arange(feeder_visited.shape[0]), np.sum(feeder_visited, axis=1), marker="*", label=subject) - axis.set_ylim([0, 8.5]) - axis.legend() - # add pearson correlation - plt.show() - - -if __name__ == '__main__': - #df = pd.read_csv(r'C:\Users\marie\Documents\UNI\7.Semester\Betschler\Skriptschnickschnack\csv_dateien\feeder_visits.csv', index_col=0, sep=';') - #df2 = pd.read_csv(r'C:\Users\marie\Documents\UNI\7.Semester\Betschler\Skriptschnickschnack\csv_dateien\setup_configurations.csv', index_col=0, sep=';') - fish_behavior = pd.read_csv("../data/feeder_visits.csv", index_col=0, sep=';') - setup_configuration = pd.read_csv('../data/setup_configurations.csv', index_col=0, sep=';') - - days = fish_behavior.day.unique() - subjects = fish_behavior.subject.unique() - #plot_trial_visit_times(fish_behavior, setup_configuration, days, subjects) - plot_all_visit_times(fish_behavior, setup_configuration, subjects) - plot_feeder_visit_counts_per_day(fish_behavior, setup_configuration) \ No newline at end of file +import numpy as np +import matplotlib.pyplot as plt +import pandas as pd +import scipy.stats as st +from IPython import embed + + +def visit_times_to_float(fish_behavior, feeder_number): + start_times = [] # ich baue Start- und Endzeiten in separate Listen um das nacher einfacher voneinander abziehen zu können + end_times = [] + durations = [] + visit_times_column = 'feeder_%i_visit_times' % feeder_number + times = fish_behavior[visit_times_column].values # Alle Zeiten für diesen einen feeder + if len(times) > 0 and len(times[0].strip()) > 0: + tuple_strings = times[0][1:-1].split('), ') # ich muss das Ganze splitten, weil mir die daten ganz komisch ausgegeben werden + tuple_strings = list(map(lambda x: x[1:].strip(')'), tuple_strings)) + + for ts in tuple_strings: + temp = ts.split(',') # tuple an der Kommastelle splitten + if len(temp) == 0 or temp[0] == '': # wenn es keine Einträge gibt oder die Startzeit fehlt --> continue + continue + start_times.append(float(temp[0])) # Die Startzeiten an die Startliste anhängen + if temp[1] == '': # Wenn die Endzeit fehlt: Null eintragen + print("Endzeit fehlt!") + end_times.append(start_times[-1] + 1/30) # nehmen wir mal an, der Fisch waere 1 Frame lang da gewesen + else: + end_times.append((float(temp[1]))) # Ansonsten an die Endliste anhängen + durations.append(end_times[-1] - start_times[-1]) + return start_times, end_times, durations + + +def get_visit_times(fish_behavior, day, subject, light_cond): + # print(day, subject) + subject_behavior_today = fish_behavior[(fish_behavior.day == day) & (fish_behavior.subject == subject)] # bastelt mir auch Kombis die es gar nicht gibt--> die müssten dann ja leer sein + visit_times = np.zeros(8) + all_light = [] # Visittimes die im Hellen stattgefunden haben + all_dark = [] # Visittimes die im Dunkeln stattgefunden haben + + for d in range(1, 9): # Holt den ganzen kladderadatsch aus der anderen csv Datei + feeder_light_condition = "light" if (light_cond == "top" and d < 5) or (light_cond == "bottom" and d >= 5) else "dark" + _, _, durations = visit_times_to_float(subject_behavior_today, d) + if len(durations) == 0: # Wenn die Durationliste für diesen Feeder leer sein sollte : setze nan ein + visit_times[d - 1] = np.nan + else: + visit_times[d - 1] = np.median(durations) # Wenn die Liste länger als 0 ist --> mach mir nen Median + + if feeder_light_condition == 'light': + all_light.append(visit_times[d-1]) + else: + all_dark.append(visit_times[d-1]) + return visit_times, np.nanmedian(all_light), np.nanmedian(all_dark) + + +def plot_trial_visit_times (fish_behavior, setup_config, days, subjects): + x_val = [1, 2, 3, 4, 5, 6, 7, 8] + + for day in days: # muss diese Schleife bauen, weil meine Funktion nur für einen Trial konzipiert ist + fig = plt.figure(figsize=(7, 4)) + feeder_visists_axis = fig.add_subplot(1, 2, 1) + boxplot_axis = fig.add_subplot(1,2,2) + + light_duration = [] + dark_duration = [] + + for i, subject in enumerate(subjects): + if subject not in setup_config.subject[setup_config['day'] == day].unique(): + print("subject %s was not recorded on day %s" % (subject, day)) + continue + + light_cond = setup_config.dark[(setup_config['day'] == day) & (setup_config['subject'] == subject)].values[0] + feeder_visit_times, med_light, med_dark = get_visit_times(fish_behavior, day, subject, light_cond) + plot_visit_times = feeder_visit_times + plot_visit_times[np.isnan(feeder_visit_times)] = 0.0 + feeder_visists_axis.scatter(x_val, plot_visit_times) + + light_duration.append(med_light) + dark_duration.append(med_dark) + + light_duration = np.array(light_duration) + dark_duration = np.array(dark_duration) + title = '%s' % (day) # zwei Platzhalter für jeweils einen String + feeder_visists_axis.set_xlabel('feeder_number') + feeder_visists_axis.set_ylabel('median_visit_time') + feeder_visists_axis.set_title(title) + boxplot_axis.boxplot([light_duration[~np.isnan(light_duration)], + dark_duration[~np.isnan(dark_duration)]]) + #print(light_cond) + plt.show() + +def get_feeder_risks(data, feeder_count=8): + risks = np.zeros(8) + for f in range(1, 9): + r_name = "feeder_%i_risk" % f + risks[f-1] = data[r_name].values[0] + return risks + + +def analyze_feeder_risk(behavior_data, subjects, days, limit=400): + all_results = [] + for subject in subjects: + for day in days: + boldness = {} + data = behavior_data[(behavior_data.subject == subject) & (behavior_data.day == day)] + if len(data) == 0: + continue + feeder_risks = get_feeder_risks(data) + avg_risk = np.mean(feeder_risks) + risks = [] + times = [] + for feeder in range(1, 9): + st, _, _ = visit_times_to_float(data, feeder) + risks.extend([feeder_risks[feeder-1]] * len(st)) + times.extend(st) + risks = np.array(risks) + times = np.array(times) + risks = risks[times < limit] + times = times[times < limit] + sorted_risks = risks[np.argsort(times)] + sorted_times = times[np.argsort(times)] + + boldness["subject"] = subject + boldness["day"] = day + boldness["day_number"] = int(day.split("_")[-1]) + boldness["avg_risk"] = avg_risk + boldness["avg_risk_dark"] = np.mean(feeder_risks[feeder_risks < 1.0]) + boldness["avg_risk_light"] = np.mean(feeder_risks[feeder_risks >= 1.0]) + boldness["feeder_risks"] = feeder_risks + boldness["sorted_risks"] = sorted_risks + boldness["sorted_times"] = sorted_times + boldness["total_risk"] = np.sum(sorted_risks) + all_results.append(boldness) + + return pd.DataFrame(all_results) + + +def plot_risk_per_day(data, subjects): + for subject in subjects: + fig = plt.figure(figsize=(5, 5)) + ax1 = fig.add_subplot(3,1,1) + ax2 = fig.add_subplot(3,1,2) + ax3 = fig.add_subplot(3,1,3) + + subject_data = data[data.subject == subject] + days = subject_data.day_number.values + trs = subject_data.total_risk.values + x = subject_data.sorted_risks.values + num_visits = np.zeros(x.shape[0]) + for i in range(x.shape[0]): + num_visits[i] = len(x[i]) + avg_feeder_risks = subject_data.avg_risk.values + avg_feeder_risks_dark = subject_data.avg_risk_dark.values + + trs = trs[np.argsort(days)] + num_visits = num_visits[np.argsort(days)] + avg_feeder_risks = avg_feeder_risks[np.argsort(days)] + avg_feeder_risks_dark = avg_feeder_risks_dark[np.argsort(days)] + days = days[np.argsort(days)] + + m, n, r, p, _ = st.linregress(days, trs) + ax1.plot(days, trs, marker=".", label=subject) + ax1.plot(days, m * days + n, label="r: %.2f, p:%.3f" % (r, p)) + ax1.legend(fontsize=7) + ax1.set_ylim([0, 1.2*max(trs)]) + ax1.set_ylabel("total risk", fontsize=9) + + ax2.plot(days, trs/num_visits, marker=".", label=subject) + m, n, r, p, _ = st.linregress(days, trs/num_visits) + ax2.plot(days, m * days + n, label="r: %.2f, p:%.3f" % (r, p)) + ax2.set_ylim([0, 2]) + ax2.set_ylabel("avg. risk per visit", fontsize=9) + ax2.plot(days, avg_feeder_risks, ls="dashed", lw=0.5, color="darkgreen", label="avg feeder risk") + ax2.legend(fontsize=7) + + ax3.plot(days, trs/num_visits/avg_feeder_risks, marker=".", label="") + m, n, r, p, _ = st.linregress(days, trs/num_visits/avg_feeder_risks) + t, p = st.ttest_1samp(trs/num_visits/avg_feeder_risks - avg_feeder_risks_dark/avg_feeder_risks, 0) + ax3.plot(days, m * days + n, label="r: %.2f, p:%.3f" % (r, p)) + ax3.plot(days, avg_feeder_risks_dark/avg_feeder_risks, color="dodgerblue", ls="dashed", lw=0.5, label="avg. feeder risk dark") + ax3.hlines(1.0, min(days), max(days), ls="dashed", color="darkgreen", lw=0.5, zorder=0, label="avg. feeder risk") + ax3.set_ylim([0.0, 1.5]) + ax3.set_xlim([min(days), max(days)]) + ax3.legend(fontsize=7) + ax3.set_xlabel("experimental days", fontsize=9) + ax3.set_ylabel(r"$\frac{avg.\;risk\; per\;visit}{avg.\; feeder\; risk}$", fontsize=9) + ax3.text(0.05, 0.05, "one sampled t-test, p: %.3f, t: %.3f" % (p, t), ha="left", fontsize=9, transform=ax3.transAxes) + + fig.subplots_adjust(left=0.15, bottom=0.09, top=0.975, right=0.975, hspace=0.2) + fig.savefig("risk_per_day_%s.pdf" % subject) + plt.close() + + +def compare_risks_per_subject(data, subjects): + total_risks = [] + total_risks_rel = [] + for subject in subjects: + subject_data = data[data.subject == subject] + + days = subject_data.day_number.values + trs = subject_data.total_risk.values + x = subject_data.sorted_risks.values + num_visits = np.zeros(x.shape[0]) + for i in range(x.shape[0]): + num_visits[i] = len(x[i]) + trs = trs[np.argsort(days)] + num_visits = num_visits[np.argsort(days)] + days = days[np.argsort(days)] + + total_risks.append(trs) + total_risks_rel.append(trs/num_visits) + + fig = plt.figure(figsize=(5, 5)) + ax1 = fig.add_subplot(2,1,1) + ax2 = fig.add_subplot(2,1,2) + + ax1.boxplot(total_risks, showfliers=False) + ax1.set_xticklabels("") + ax1.set_ylabel("total risk", fontsize=9) + + ax2.boxplot(total_risks_rel, showfliers=False) + ax2.set_xticklabels(subjects, fontsize=9, rotation=45) + ax2.set_ylabel("risk per visit", fontsize=9) + ax2.set_ylim([0, 1]) + + fig.subplots_adjust(left=0.1, right=0.975, top=0.975, bottom=0.15, hspace=0.2) + fig.savefig("total_risk_comparison.pdf") + plt.close() + + +def plot_risk_over_time(data, subjects): + all_slopes = [] + for subject in subjects: + slopes = [] + subject_data = data[data.subject == subject] + fig = plt.figure(figsize=(5, 5)) + ax1 = fig.add_subplot(2,1,1) + ax2 = fig.add_subplot(2,1,2) + + days = subject_data.day.values + day_numbers = subject_data.day_number.values + risks = subject_data.sorted_risks.values + times = subject_data.sorted_times.values + sort_indices = np.argsort(day_numbers) + days = days[np.argsort(days)] + for index in sort_indices: + day = days[index] + day_times = times[index] + day_risks = risks[index] + m, n, _, _, _ = st.linregress(day_times, np.cumsum(day_risks)) + slopes.append(m) + l = ax1.plot(day_times, np.cumsum(day_risks), marker=".", lw=0.1, label=day) + ax1.plot(day_times, m * day_times + n, lw=1, color=l[0].get_color()) + + ax1.set_xlabel("time [s]") + ax1.set_ylabel("risk taken") + ax1.text(0.0, 1.05, subject, transform=ax1.transAxes, fontsize=9, fontweight="bold") + ax2.scatter(day_numbers, slopes, marker="o", label="slopes") + m, n, r, p, _ = st.linregress(day_numbers, slopes) + ax2.plot(day_numbers, m * day_numbers + n, label="r: %.2f, p: %.3f" % (r, p)) + ax2.set_xlabel("experimental day", fontsize=9) + ax2.set_ylabel("slope [risk/s]", fontsize=9) + ax2.set_ylim([0, 0.15]) + ax2.legend(fontsize=7) + fig.subplots_adjust(left =0.15, top=0.95, right=0.975, bottom=0.09, hspace=0.25) + fig.savefig("risk_over_time_%s.pdf" % subject) + plt.close() + + all_slopes.append(slopes) + fig = plt.figure(figsize=(3.5, 3.5)) + ax = fig.add_subplot(111) + ax.boxplot(all_slopes, showfliers=False) + ax.set_ylabel("slope [risk/s]") + ax.set_xticklabels(subjects, fontsize=9, rotation=45) + fig.subplots_adjust(left=0.2, right=0.975, top=0.975, bottom=0.2) + fig.savefig("eagerness.pdf") + plt.close() + + +if __name__ == '__main__': + #df = pd.read_csv(r'C:\Users\marie\Documents\UNI\7.Semester\Betschler\Skriptschnickschnack\csv_dateien\feeder_visits.csv', index_col=0, sep=';') + #df2 = pd.read_csv(r'C:\Users\marie\Documents\UNI\7.Semester\Betschler\Skriptschnickschnack\csv_dateien\setup_configurations.csv', index_col=0, sep=';') + df = pd.read_csv("../data/feeder_visits.csv", index_col=0, sep=';') + df2 = pd.read_csv('../data/setup_configurations.csv', index_col=0, sep=';') + + days = df.day.unique() + subjects = df.subject.unique() + # plot_trial_visit_times(df, df2, days, subjects) + boldness = analyze_feeder_risk(df, subjects, days) + plot_risk_per_day(boldness, subjects) + compare_risks_per_subject(boldness, subjects) + plot_risk_over_time(boldness, subjects) + \ No newline at end of file diff --git a/boldness/code/merge_configs.py b/boldness/code/merge_configs.py new file mode 100644 index 0000000..fe6ccc9 --- /dev/null +++ b/boldness/code/merge_configs.py @@ -0,0 +1,87 @@ +import pandas as pd +from IPython import embed +import numpy as np +import matplotlib.pyplot as plt +from mpl_toolkits.axes_grid1 import make_axes_locatable + +def get_feeder_risk(feeder_position, separation_y, dark_center_y, light_risk=1): + x_limits = np.array([0, 1.24]) + y_limits = np.array([0, 0.81]) + + min_wall_dist_x = min(np.abs(feeder_position[0] - x_limits)) + min_wall_dist_y = min(np.abs(feeder_position[1] - y_limits)) + + risk_x = 1/(max(x_limits)/2) * min_wall_dist_x + risk_y = 1/(max(y_limits)/2) * min_wall_dist_y + total_risk = min(risk_x, risk_y) + + top_or_bottom = "top" if feeder_position[1] <= separation_y else "bottom" + darkside = "top" if dark_center_y < separation_y else "bottom" + is_position_on_the_bright_side = top_or_bottom != darkside + + if is_position_on_the_bright_side: + total_risk = total_risk + light_risk + return np.round(total_risk, 3) + + +def plot_risk_surface(): + x_range = np.arange(0.0, 1.24, .05) + y_range = np.arange(0.0, .82, .05) + risk_matrix = np.zeros((len(x_range), len(y_range))) + + for i, x in enumerate(x_range): + for j, y in enumerate(y_range): + risk_matrix[i, j] = get_feeder_risk([x, y], 0.40, dark_center_y=0.17) + im = plt.imshow(risk_matrix.T, origin='upper') + plt.xticks(np.arange(0, len(x_range), 5), np.arange(0, len(x_range), 5)*0.05) + plt.yticks(np.arange(0, len(y_range), 5), np.arange(0, len(y_range), 5)*0.05) + plt.xlabel("width [m]") + plt.ylabel("height [m]") + + divider = make_axes_locatable(plt.gca()) + cax = divider.append_axes("right", size="5%", pad=0.1) + cbar = plt.colorbar(im, cax=cax) + cbar.set_label("risk") + plt.gcf().set_size_inches(5, 3.) + plt.gcf().subplots_adjust(right=0.875, top=0.975, bottom=0.10) + plt.savefig("risk_surface.pdf") + plt.close() + +if __name__ == "__main__": + # plot_risk_surface() + setup_cfg_ext = pd.read_csv("../data/setup_configurations_ext.csv", sep=";", index_col=0) + feeder_pos = pd.read_csv("../data/feeder_positions.csv", sep=",", index_col=0) + + + configs = [] + final_config = {"video", "subject", "date", "day", "temperature", "conductivity", "separation_line", "dark_center", "dark", "feeder_1_pos", "feeder_1_risk", } + + videos = setup_cfg_ext.video.values + for v in videos: + print(v) + row = setup_cfg_ext[setup_cfg_ext.video == v] + subject = row.subject.values[0] + day = row.day.values[0] + date = row.date.values[0] + sep = row.seperation_line.values[0] + sep = np.array(list(map(float, sep.strip()[1:-1].split(",")))) + dc = row.dark_center.values[0] + dc = np.array(list(map(float, dc.strip()[1:-1].split(",")))) + dark = row.dark.values[0] + + pos_row = feeder_pos[feeder_pos.day == day] + temp = pos_row.temperature.values[0] + cond = pos_row.conductivity.values[0] + config = {"day": day, "video": v, "subject": subject, "date": date, "temperature": temp, + "conductivity": cond, "separation_line": sep, "dark_center": dc, "dark":dark} + for feeder_number in range(1, 9): + pos = pos_row["feeder_pos_%i" % feeder_number].values[0] + pos = np.array(list(map(float, pos[1:-1].split()))) + risk = get_feeder_risk(pos, sep[1], dark_center_y=dc[1]) + config["feeder_pos_%i" % (9 - feeder_number)] = pos + config["feeder_risk_%i" % (9 - feeder_number)] = risk + + configs.append(config) + + embed() + exit() \ No newline at end of file diff --git a/boldness/code/setup_config.py b/boldness/code/setup_config.py index 4ec35a2..f4e3138 100644 --- a/boldness/code/setup_config.py +++ b/boldness/code/setup_config.py @@ -130,7 +130,7 @@ def check_day(path): la = get_light_on_area(vid) fp = get_feeder_positions(vid) fr = get_feeder_risks(fp, la) - + embed() day_config = {"date": date, "day": day, "temperature":"", "conductivity":"", "light_on_left": la["left"], "light_on_right":la["right"], "light_on_center": la["light_center"]} for pos in fp.keys(): day_config["feeder_pos_%s" % pos] = fp[pos] diff --git a/boldness/data/feeder_visits.csv b/boldness/data/feeder_visits.csv index b93c4b5..db1e38f 100644 --- a/boldness/data/feeder_visits.csv +++ b/boldness/data/feeder_visits.csv @@ -1,91 +1,92 @@ 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272.833)];[0.00048];0;1.247;[];[];0;1.467;[];[];1;1.36;[(5.033, 5.033)];[0.04841];0;0.361;[];[];2;0.425;[(58.0, 62.233), (133.667, 136.733)];[0.01911, 0.0155];6;0.21;[(40.5, 43.667), (82.067, 85.9), (102.967, 104.367), (166.667, 168.267), (193.3, 195.933), (298.1, 299.733)];[0.00454, 0.01244, 0.02964, 0.0276, 0.02728, 0.02654];17;0.056;[(12.233, 28.067), (32.267, 32.933), (66.633, 74.5), (91.6, 92.0), (108.567, 110.5), (119.233, 122.267), (139.733, 148.033), (155.967, 160.667), (198.133, 202.7), (212.533, 214.8), (233.933, 236.467), (244.033, 249.733), (255.533, 260.333), (277.967, 280.533), (285.633, 290.6), (312.7, 317.0), (325.067, 332.2)];[0.00441, 0.00356, 0.03279, 0.03676, 0.0018, 0.00144, 0.03377, 0.00059, 0.00844, 0.00291, 0.03187, 0.00142, 0.00947, 0.00221, 0.00776, 0.00577, 0.00514] -20;day_9;lepto20;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_9\2020.12.14_lepto20DLC_resnet50_boldnessDec11shuffle1_200000.h5;13;0.063;[(5.633, 10.267), (15.2, 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47.033), (104.133, 107.167), (177.1, 178.8)];[0.00112, 0.00817, 0.00711];0;1.353;[];[];0;1.435;[];[];3;1.056;[(122.767, 126.233), (260.233, 262.433), (367.0, 369.3)];[0.00825, 0.0065, 0.00668] -21;day_10;lepto20;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_10\2020.12.15_lepto20DLC_resnet50_boldnessDec11shuffle1_200000.h5;7;1.065;[(29.567, 31.133), (38.367, 41.367), (76.333, 79.133), (177.0, 179.7), (201.133, 202.833), (252.433, 253.5), (258.333, 260.633)];[0.00454, 0.01457, 0.00529, 0.00307, 0.00755, 0.00902, 0.00276];0;1.447;[];[];0;1.556;[];[];0;1.384;[];[];2;0.361;[(220.667, 224.267), (274.433, 277.4)];[0.00387, 0.00095];1;0.407;[(131.133, 134.067)];[0.00444];1;0.39;[(88.067, 91.4)];[0.00162];15;0.06;[(23.033, 27.367), (43.6, 47.633), (63.867, 66.133), (72.1, 75.3), (80.5, 83.1), (96.433, 98.367), (171.767, 175.133), (194.6, 197.0), (204.0, 206.767), (231.433, 234.6), (242.8, 245.067), (249.567, 250.833), (261.867, 264.533), (283.767, 285.6), (304.333, 307.067)];[0.01104, 0.00125, 0.00744, 0.00034, 0.00144, 0.00458, 0.00514, 0.0005, 0.00276, 0.00045, 0.00377, 0.0152, 0.00438, 0.00031, 0.00018] -22;day_11;lepto20;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_11\2020.12.17_lepto20DLC_resnet50_boldnessDec11shuffle1_200000.h5;1;1.439;[(1.6, 3.167)];[0.01597];1;1.672;[(0.833, 1.167)];[0.01121];0;1.36;[];[];1;1.018;[(261.433, 264.133)];[0.00256];2;0.01;[(48.033, 48.633), (260.167, 260.633)];[0.00341, 0.00279];2;0.371;[(50.267, 54.9), (277.233, 280.633)];[0.0122, 0.01066];0;0.773;[];[];0;0.439;[];[] -23;day_12;lepto20;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_12\2020.12.18_lepto20DLC_resnet50_boldnessDec11shuffle1_200000.h5;11;0.045;[(9.2, 13.567), (17.467, 19.333), (42.8, 45.933), (53.4, 57.033), (85.8, 88.0), (101.9, 103.833), (146.0, 149.133), (179.4, 181.333), (207.067, 209.7), (243.567, 245.733), (274.2, 277.1)];[0.00018, 0.0005, 0.00271, 0.00123, 0.00295, 0.00175, 0.00186, 0.00253, 0.00175, 0.00295, 0.00583];4;0.447;[(21.633, 26.467), (58.567, 62.667), (106.1, 109.433), (248.2, 249.7)];[0.00685, 0.00901, 0.00087, 0.00454];9;0.225;[(30.267, 34.4), (125.467, 129.2), (135.333, 136.9), (163.1, 165.333), (192.767, 196.5), (219.4, 221.967), (229.967, 232.233), (261.2, 263.467), (301.9, 304.333)];[0.00511, 0.0011, 0.00189, 0.00311, 0.00807, 0.00388, 0.00999, 0.00162, 0.00948];7;0.013;[(66.9, 69.533), (73.767, 79.733), (130.233, 132.733), (158.433, 160.9), (225.167, 229.133), (254.433, 258.4), (306.067, 308.567)];[0.00562, 0.01379, 0.00562, 0.00605, 0.00694, 0.01324, 0.00489];1;1.008;[(116.267, 120.633)];[0.00851];1;1.244;[(72.1, 72.267)];[0.04071];0;1.442;[];[];2;1.044;[(14.433, 16.667), (238.133, 243.2)];[0.00452, 0.00531] -24;day_13;lepto20;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_13\2020.12.21_lepto20DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.435;[];[];0;1.719;[];[];0;1.24;[];[];1;1.019;[(183.267, 186.233)];[0.00055];9;0.016;[(32.933, 36.8), (111.433, 113.267), (135.8, 137.8), (153.3, 154.967), (178.767, 181.2), (187.067, 190.267), (242.333, 243.267), (275.467, 276.967), (316.1, 317.467)];[0.01686, 0.02541, 0.01659, 0.01997, 0.01145, 0.00799, 0.02404, 0.0199, 0.01728];15;0.254;[(28.433, 32.3), (90.233, 92.433), (104.9, 107.933), (131.133, 133.733), (140.267, 141.5), (150.3, 150.8), (174.767, 176.0), (193.233, 197.067), (218.633, 220.8), (237.667, 239.033), (271.1, 273.1), (279.767, 281.133), (294.533, 296.7), (313.8, 314.233), (318.367, 321.3)];[0.00314, 0.03234, 0.02473, 0.03089, 0.03845, 0.03755, 0.02001, 0.02726, 0.02689, 0.02107, 0.03929, 0.03403, 0.02056, 0.0402, 0.01236];1;0.728;[(5.967, 10.367)];[0.00424];1;0.448;[(54.633, 57.567)];[0.02661] -25;day_14;lepto20;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_14\2020.12.22_lepto20DLC_resnet50_boldnessDec11shuffle1_200000.h5;10;0.052;[(11.833, 14.667), (33.0, 36.567), (69.5, 72.467), (129.8, 132.233), (188.233, 191.7), (232.3, 242.433), (246.133, 249.233), (265.633, 268.133), (275.167, 277.967), (290.967, 294.733)];[0.00101, 0.00497, 0.01187, 0.00864, 0.00403, 0.00297, 0.00364, 0.01, 0.00525, 0.00504];0;0.728;[];[];4;0.217;[(19.4, 26.3), (63.2, 65.733), (221.133, 225.133), (303.533, 306.233)];[0.0052, 0.00422, 0.00605, 0.01029];0;0.415;[];[];0;1.374;[];[];1;1.274;[(108.4, 114.0)];[0.00723];0;1.756;[];[];7;1.045;[(4.4, 8.067), (37.967, 40.367), (47.667, 52.0), (93.167, 98.533), (116.733, 127.867), (251.4, 252.433)];[0.00978, 0.00503, 0.00841, 0.00895, 0.01211, 0.00165] -26;day_2;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_2\2020.12.02_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;2;0.131;[(159.067, 168.4), (248.433, 254.8)];[0.03234, 0.03327];0;0.454;[];[];0;0.374;[];[];3;0.015;[(132.667, 135.867), (292.867, 300.2), (303.4, 305.267)];[0.02106, 0.01617, 0.00396];5;1.019;[(36.9, 36.967), (124.6, 132.0), (136.567, 137.067), (292.4, 292.533), (305.933, 312.2)];[0.04647, 0.01114, 0.00302, 0.04279, 0.00951];1;1.374;[(2.1, 2.533)];[0.00612];1;1.486;[(26.567, 31.867)];[0.02077];8;1.165;[(15.267, 19.7), (60.467, 60.8), (68.3, 68.4), (74.333, 74.8), (113.167, 115.033), (149.933, 150.633), (283.433, 284.267), (323.167, 323.8)];[0.00432, 0.04749, 0.04859, 0.04654, 0.01474, 0.02992, 0.02916, 0.03397] -27;day_3;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_3\2020.12.03_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;3;0.429;[(57.8, 64.533), (87.4, 91.133), (145.933, 150.767)];[0.00582, 0.00539, 0.00765];0;0.701;[];[];0;0.704;[];[];10;0.019;[(13.9, 23.267), (33.333, 36.133), (96.5, 103.767), (155.667, 163.133), (187.033, 189.7), (224.3, 232.6), (258.5, 260.133), (264.1, 264.3), (293.133, 297.4), (307.667, 310.133)];[0.0053, 0.00269, 0.00168, 0.00444, 0.00186, 0.01136, 0.00045, 0.03741, 0.01253, 0.00113];4;1.021;[(39.3, 44.4), (190.933, 196.733), (267.167, 268.667), (312.1, 312.7)];[0.00903, 0.00347, 0.00317, 0.00531];1;1.731;[(2.067, 2.267)];[0.01616];1;1.731;[(1.233, 1.467)];[0.04122];0;1.437;[];[] -28;day_4;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_4\2020.12.04_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.445;[];[];0;1.523;[];[];0;1.533;[];[];0;1.274;[];[];12;0.193;[(10.767, 21.667), (39.633, 44.6), (66.0, 70.8), (81.3, 83.467), (92.733, 97.0), (127.833, 130.933), (144.167, 147.0), (156.267, 158.5), (210.4, 214.867), (220.367, 226.567), (241.567, 243.0), (247.567, 249.8)];[0.00138, 0.01179, 0.0011, 0.03027, 0.00252, 0.00427, 0.00614, 0.0278, 0.00273, 0.00991, 0.0281, 0.02421];2;0.427;[(97.567, 102.7), (174.933, 179.4)];[0.01443, 0.01566];2;0.452;[(103.133, 104.967), (180.967, 185.933)];[0.03143, 0.00517];3;0.435;[(3.7, 3.733), (121.233, 123.6), (266.0, 269.833)];[0.04714, 0.02535, 0.01893] 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0.00274];2;0.467;[(84.867, 92.733), (241.9, 250.3)];[0.00293, 0.00462] -31;day_7;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_7\2020.12.10_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.437;[];[];0;1.499;[];[];0;1.721;[];[];0;1.037;[];[];10;0.029;[(4.067, 11.567), (28.467, 30.167), (56.8, 59.133), (76.9, 82.733), (98.8, 99.833), (163.1, 164.333), (168.333, 174.133), (234.367, 237.3), (272.3, 274.167), (300.7, 304.467)];[0.00369, 0.00718, 0.00891, 0.0058, 0.04351, 0.00571, 0.00833, 0.00183, 0.04437, 0.01328];0;0.736;[];[];3;0.499;[(216.833, 219.433), (265.133, 267.5), (290.267, 294.033)];[0.03855, 0.0277, 0.03883];1;0.429;[(137.867, 138.0)];[0.04485] -32;day_8;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_8\2020.12.11_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;4;1.063;[(3.1, 3.7), (43.933, 52.2), (182.6, 191.167), (281.233, 285.333)];[0.00581, 0.00178, 0.00242, 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116.833), (200.433, 202.633), (211.733, 212.7), (261.6, 266.433), (288.133, 290.867)];[0.00267, 0.00464, 0.00473, 0.01393, 0.00212, 0.03609, 0.01442, 0.01158, 0.01143];1;0.434;[(257.233, 260.333)];[0.00574];15;0.237;[(24.767, 30.5), (55.1, 59.067), (67.167, 74.333), (86.533, 89.1), (123.767, 126.8), (148.633, 150.767), (162.067, 164.533), (192.9, 197.267), (206.6, 208.133), (215.5, 221.7), (240.867, 245.433), (252.867, 254.867), (271.467, 273.7), (282.933, 285.6), (295.433, 302.8)];[0.00478, 0.01405, 0.00124, 0.01829, 0.00849, 0.02127, 0.01207, 0.01445, 0.00872, 0.00771, 0.00745, 0.01363, 0.00974, 0.01505, 0.01279];9;0.024;[(33.833, 40.0), (46.267, 49.967), (77.633, 82.233), (140.767, 142.433), (168.533, 170.9), (184.133, 188.367), (225.6, 228.967), (234.0, 237.567), (277.2, 279.533)];[0.00048, 0.00156, 0.00694, 0.0051, 0.00771, 0.00817, 0.01262, 0.00259, 0.01105];3;1.027;[(42.6, 44.433), (135.667, 139.333), (230.667, 232.867)];[0.00757, 0.00694, 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(278.833, 282.233), (306.033, 308.133), (333.267, 335.633), (339.0, 340.367)];[0.00665, 0.00864, 0.01926, 0.0032, 0.02763, 0.01031, 0.0309] -36;day_12;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_12\2020.12.18_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;11;0.045;[(13.133, 17.733), (25.433, 29.633), (58.767, 61.567), (110.4, 113.267), (121.733, 123.0), (153.567, 153.867), (187.433, 188.433), (208.467, 208.733), (242.633, 249.933), (256.467, 257.967), (264.5, 265.633)];[0.00915, 0.00565, 0.00075, 0.00354, 0.00077, 0.01495, 0.00179, 0.03018, 0.00465, 0.0028, 0.0053];4;0.447;[(202.333, 205.5), (209.867, 210.433), (239.933, 241.867), (267.6, 269.267)];[0.00767, 0.00863, 0.0072, 0.00447];16;0.225;[(36.2, 42.067), (48.367, 52.167), (66.933, 70.233), (81.233, 85.3), (90.967, 93.9), (102.5, 105.0), (131.0, 133.0), (138.167, 139.733), (145.767, 148.4), (162.067, 165.933), (194.1, 197.2), (214.933, 218.7), (231.267, 234.2), (275.367, 277.4), (283.933, 285.667), (300.133, 304.1)];[0.00186, 0.00068, 0.00719, 0.0043, 0.00305, 0.00699, 0.00979, 0.00623, 0.00347, 0.00797, 0.00815, 0.00101, 0.00816, 0.01085, 0.00559, 0.00798];7;0.013;[(44.167, 46.733), (73.3, 78.733), (86.4, 89.067), (134.3, 136.333), (141.433, 144.033), (219.333, 230.267), (278.567, 282.033)];[0.01392, 0.00863, 0.01715, 0.01584, 0.01431, 0.00765, 0.01468];1;1.008;[(169.833, 172.033)];[0.01505];0;1.244;[];[];0;1.442;[];[];7;1.044;[(1.133, 3.967), (8.667, 12.433), (114.833, 115.233), (119.567, 120.967), (184.333, 186.967), (246.367, 247.867), (259.033, 263.833)];[0.00791, 0.00619, 0.0069, 0.00621, 0.00779, 0.00734, 0.00516] -37;day_13;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_13\2020.12.21_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.435;[];[];0;1.719;[];[];0;1.24;[];[];0;1.019;[];[];4;0.016;[(112.5, 119.433), (124.2, 125.533), (175.4, 177.167), (266.367, 266.8)];[0.0003, 0.0107, 0.03916, 0.04364];11;0.254;[(55.567, 60.0), (69.8, 72.433), (92.4, 94.9), (138.733, 142.133), (166.333, 171.333), (197.133, 200.233), (209.8, 212.433), (234.5, 237.433), (259.5, 261.7), (278.567, 281.4), (286.667, 289.633)];[0.01992, 0.01285, 0.02132, 0.02532, 0.00917, 0.01712, 0.02129, 0.02304, 0.02091, 0.01815, 0.02411];0;0.728;[];[];1;0.448;[(0.0, 0.4)];[0.0415] -38;day_14;lepto40;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_14\2020.12.22_lepto40DLC_resnet50_boldnessDec11shuffle1_200000.h5;9;0.052;[(3.633, 15.4), (26.967, 29.133), (35.2, 36.933), (41.633, 42.6), (48.2, 50.3), (223.533, 224.433), (256.667, 257.867), (279.433, 284.967), (308.333, 309.333)];[0.00401, 0.01958, 0.00098, 0.03276, 0.00864, 0.03265, 0.01566, 0.00886, 0.01757];1;0.728;[(0.4, 1.067)];[0.01649];14;0.217;[(20.833, 23.1), (55.0, 59.633), (69.267, 71.533), (83.5, 85.667), (98.833, 102.667), (116.267, 119.3), (139.067, 142.767), (194.733, 203.467), (214.267, 216.0), (235.633, 238.267), (264.5, 266.533), (272.5, 273.533), 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300.667), (327.467, 329.7), (353.667, 356.267)];[0.04308, 0.02322, 0.02195, 0.02039, 0.00979, 0.02253, 0.0231, 0.02086];0;0.015;[];[];3;1.019;[(198.267, 202.7), (331.333, 338.933), (347.333, 350.667)];[0.01099, 0.01185, 0.01571];4;1.374;[(92.2, 96.3), (193.5, 196.9), (303.1, 305.167), (342.3, 346.1)];[0.0058, 0.00203, 0.03274, 0.02348];1;1.486;[(97.733, 100.233)];[0.00234];3;1.165;[(133.933, 134.367), (284.9, 288.7), (310.867, 313.733)];[0.00544, 0.04513, 0.04459] -40;day_3;lepto42;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_3\2020.12.03_lepto42DLC_resnet50_boldnessDec11shuffle1_200000.h5;8;0.429;[(20.433, 25.967), (88.433, 93.367), (165.767, 169.867), (174.8, 178.3), (276.733, 279.033), (283.867, 286.167), (292.3, 294.9), (310.067, 314.033)];[0.00214, 0.00734, 0.01191, 0.01476, 0.01649, 0.01466, 0.01579, 0.01262];5;0.701;[(7.267, 7.3), (156.067, 162.5), (191.867, 194.767), (252.767, 256.133), (307.033, 309.133)];[0.01403, 0.00424, 0.01332, 0.00723, 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111.7), (229.633, 231.133), (234.733, 237.133)];[0.00793, 0.0206, 0.01209];9;0.029;[(3.167, 3.633), (39.8, 41.167), (82.833, 88.533), (99.133, 99.167), (119.333, 122.033), (141.067, 144.633), (149.4, 158.767), (216.567, 219.333), (242.2, 245.633)];[0.00504, 0.02702, 0.01282, 0.04972, 0.02872, 0.0061, 0.00731, 0.00384, 0.02784];3;0.736;[(1.933, 2.1), (133.6, 134.367), (222.333, 222.533)];[0.01869, 0.02458, 0.04052];6;0.499;[(1.733, 1.767), (32.9, 35.833), (168.167, 169.833), (181.1, 183.367), (199.267, 201.9), (258.367, 260.167)];[0.04607, 0.02149, 0.03765, 0.03757, 0.03022, 0.04024];1;0.429;[(25.367, 25.8)];[0.00646] -45;day_8;lepto42;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_8\2020.12.11_lepto42DLC_resnet50_boldnessDec11shuffle1_200000.h5;2;1.063;[(146.867, 149.533), (182.933, 188.5)];[0.0084, 0.00788];0;1.247;[];[];2;1.467;[(45.2, 48.0), (268.633, 271.133)];[0.00599, 0.00698];3;1.36;[(57.433, 62.233), (116.4, 118.667), (224.3, 226.467)];[0.00236, 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34.033), (50.7, 50.9), (62.1, 67.8), (127.8, 127.9), (270.433, 272.2)];[0.04385, 0.04403, 0.0402, 0.00534, 0.04561, 0.01368];4;1.027;[(35.167, 41.233), (52.433, 57.333), (180.433, 183.233), (266.433, 269.233)];[0.00016, 0.00896, 0.00653, 0.00717];3;1.353;[(161.8, 163.533), (186.833, 189.0), (260.5, 262.833)];[0.01837, 0.00367, 0.03158];1;1.435;[(149.167, 151.867)];[0.00763];5;1.056;[(81.967, 85.3), (154.8, 158.5), (167.167, 170.733), (212.8, 216.3), (254.533, 257.167)];[0.00959, 0.00144, 0.00073, 0.00675, 0.0071] -47;day_10;lepto42;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_10\2020.12.15_lepto42DLC_resnet50_boldnessDec11shuffle1_200000.h5;7;1.065;[(108.9, 110.233), (150.367, 153.067), (176.667, 178.467), (218.833, 219.467), (252.567, 254.767), (286.167, 287.967), (308.8, 312.767)];[0.01791, 0.0018, 0.00361, 0.00757, 0.00342, 0.00629, 0.0149];2;1.447;[(31.533, 33.367), (102.233, 104.8)];[0.0256, 0.01093];5;1.556;[(0.0, 2.767), (25.233, 26.267), (75.7, 77.633), (172.1, 173.033), (280.767, 282.667)];[0.04036, 0.03124, 0.01065, 0.0447, 0.00457];3;1.384;[(20.067, 21.833), (84.533, 86.667), (335.267, 337.733)];[0.02639, 0.00484, 0.02423];13;0.361;[(13.567, 16.7), (42.067, 44.667), (55.3, 57.6), (79.067, 81.267), (121.567, 123.367), (129.8, 132.333), (139.033, 141.267), (164.533, 166.667), (192.8, 195.1), (232.967, 235.367), (240.6, 243.133), (265.3, 267.267), (325.067, 327.467)];[0.00555, 0.0185, 0.02195, 0.00135, 0.02064, 0.01605, 0.01844, 0.00907, 0.0299, 0.00258, 0.01679, 0.02745, 0.01826];9;0.407;[(9.367, 12.8), (45.733, 47.4), (96.1, 98.867), (161.567, 163.4), (189.233, 190.967), (205.7, 207.933), (229.8, 232.0), (261.467, 263.433), (294.8, 296.6)];[0.0051, 0.03957, 0.03189, 0.00267, 0.0059, 0.00102, 0.03083, 0.01458, 0.00526];4;0.39;[(114.5, 116.7), (156.7, 159.567), (184.333, 187.3), (316.967, 321.267)];[0.01754, 0.00082, 0.02252, 0.01135];7;0.06;[(112.367, 113.633), (153.533, 155.467), (179.133, 182.3), (219.967, 225.1), (255.233, 257.467), (288.467, 290.4), (313.433, 315.467)];[0.01576, 0.00549, 0.01103, 0.00813, 0.00122, 0.00666, 0.00764] -48;day_11;lepto42;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_11\2020.12.17_lepto42DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.439;[];[];0;1.672;[];[];1;1.36;[(60.433, 63.367)];[0.00782];4;1.018;[(12.6, 14.7), (55.0, 59.167), (112.9, 115.5), (220.333, 224.8)];[0.01492, 0.00373, 0.00285, 0.00963];6;0.01;[(15.833, 17.867), (53.333, 53.7), (108.3, 111.533), (155.333, 158.633), (267.733, 271.533), (293.667, 295.7)];[0.00563, 0.01875, 0.01361, 0.03312, 0.03785, 0.03961];9;0.371;[(50.1, 52.733), (65.6, 72.867), (79.633, 82.4), (178.867, 182.367), (192.233, 194.6), (227.0, 229.8), (245.4, 248.1), (274.1, 277.367), (299.3, 304.467)];[0.00304, 0.00863, 0.01529, 0.01411, 0.00289, 0.0044, 0.0088, 0.02141, 0.00355];5;0.773;[(86.5, 88.6), (184.467, 186.633), (198.5, 202.367), (232.467, 234.7), (252.1, 254.333)];[0.02366, 0.00243, 0.00995, 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0.0019, 0.00073];0;0.728;[];[];0;0.448;[];[] -51;day_14;lepto42;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_14\2020.12.22_lepto42DLC_resnet50_boldnessDec11shuffle1_200000.h5;10;0.052;[(50.267, 50.633), (76.567, 78.633), (81.767, 84.4), (120.633, 124.167), (161.367, 163.133), (221.0, 222.3), (228.3, 229.367), (235.733, 239.733), (262.1, 264.4), (299.2, 302.067)];[0.02178, 0.01471, 0.0131, 0.01329, 0.01028, 0.01493, 0.01763, 0.01293, 0.01053, 0.01197];7;0.728;[(3.967, 15.133), (18.933, 22.167), (90.0, 92.367), (97.033, 100.433), (110.533, 113.4), (126.333, 128.4), (140.333, 142.8)];[0.00105, 0.00307, 0.0137, 0.00431, 0.00083, 0.00392, 0.0074];9;0.217;[(17.433, 17.6), (44.167, 46.8), (70.167, 72.933), (102.433, 106.7), (144.6, 146.867), (166.867, 169.0), (212.433, 215.367), (268.567, 270.733), (292.733, 295.433)];[0.04424, 0.00755, 0.00361, 0.01415, 0.00194, 0.00935, 0.01508, 0.00948, 0.01442];7;0.415;[(39.667, 41.967), (63.133, 65.667), (130.4, 132.767), (181.0, 182.633), (198.267, 200.7), (245.167, 247.333), (284.033, 286.4)];[0.03064, 0.0102, 0.00829, 0.00229, 0.01471, 0.02796, 0.009];3;1.374;[(35.633, 38.867), (186.633, 189.1)];[0.01159, 0.00766];4;1.274;[(33.8, 34.7), (175.767, 179.233), (279.9, 282.667), (308.267, 310.367)];[0.04829, 0.01025, 0.01044, 0.01108];1;1.756;[(59.0, 61.267)];[0.00579];5;1.045;[(25.1, 29.2), (52.2, 55.5), (157.233, 160.267), (258.2, 260.967), (303.267, 305.6)];[0.00364, 0.00213, 0.00723, 0.00892, 0.00659] -52;day_3;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_3\2020.12.03_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;2;0.429;[(238.2, 240.333), (304.933, 308.1)];[0.01349, 0.01016];1;0.701;[(2.767, 3.0)];[0.02202];0;0.704;[];[];5;0.019;[(10.633, 14.8), (19.833, 24.667), (114.067, 116.733), (184.467, 192.167), (294.4, 295.4)];[0.01794, 0.00304, 0.00557, 0.0008, 0.00986];1;1.021;[(279.167, 291.433)];[0.00179];0;1.731;[];[];0;1.731;[];[];2;1.437;[(2.033, 2.067), (261.133, 264.267)];[0.04569, 0.0148] -53;day_4;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_4\2020.12.04_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;3;1.445;[(198.7, 199.133), (254.1, 254.7), (258.8, 259.233)];[0.02411, 0.01239, 0.0224];1;1.523;[(200.2, 200.667)];[0.00785];0;1.533;[];[];3;1.274;[(123.433, 123.667), (132.0, 134.767), (240.433, 243.367)];[0.04436, 0.01068, 0.01183];5;0.193;[(10.133, 14.033), (22.4, 27.633), (34.933, 36.633), (164.1, 167.667), (181.4, 183.567)];[0.00549, 0.00989, 0.00547, 0.00615, 0.00898];0;0.427;[];[];0;0.452;[];[];4;0.435;[(1.367, 1.467), (79.0, 83.2), (95.067, 97.867), (264.533, 265.267)];[0.03762, 0.01441, 0.01602, 0.02588] -54;day_5;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_5\2020.12.07_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;12;0.225;[(33.667, 41.167), (77.667, 82.6), (93.3, 95.567), (142.4, 143.933), (196.567, 198.4), (208.267, 220.567), (234.9, 236.267), (242.833, 244.3), (263.3, 264.7), (288.467, 292.833), (308.467, 310.1), (333.433, 334.7)];[0.01355, 0.01941, 0.00108, 0.01671, 0.00974, 0.00714, 0.01892, 0.01022, 0.00807, 0.01702, 0.03724, 0.00768];0;0.484;[];[];0;0.721;[];[];5;0.021;[(19.3, 25.8), (49.2, 56.7), (65.033, 65.5), (69.067, 69.4), (100.067, 100.333)];[0.0196, 0.00697, 0.02112, 0.03303, 0.03203];3;1.023;[(5.6, 9.067), (104.067, 118.467), (127.867, 132.567)];[0.00649, 0.00569, 0.00545];0;1.731;[];[];0;1.538;[];[];1;1.254;[(171.333, 174.9)];[0.01186] -55;day_6;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_6\2020.12.08_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.474;[];[];1;1.242;[(35.633, 41.633)];[0.0029];0;1.381;[];[];7;1.055;[(5.7, 12.267), (48.9, 56.233), (112.167, 125.067), (141.767, 146.667), (172.367, 172.7), (182.467, 204.1), (265.767, 272.533)];[0.00647, 0.01077, 0.00838, 0.01516, 0.04264, 0.01307, 0.00119];9;0.056;[(15.733, 15.8), (67.367, 71.0), (75.2, 89.6), (95.767, 99.167), (108.5, 109.4), (150.567, 158.833), (229.133, 259.033), (283.933, 285.867), (289.0, 296.0)];[0.04586, 0.01566, 0.01389, 0.01662, 0.01574, 0.00567, 0.00084, 0.02125, 0.01196];2;0.376;[(103.533, 106.8), (162.1, 167.367)];[0.01253, 0.00163];0;0.19;[];[];0;0.467;[];[] -56;day_7;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_7\2020.12.10_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.437;[];[];0;1.499;[];[];0;1.721;[];[];3;1.037;[(163.233, 163.6), (166.867, 172.5), (256.5, 256.533)];[0.04057, 0.00107, 0.04628];15;0.029;[(23.833, 29.167), (34.533, 43.767), (70.8, 74.233), (82.5, 83.333), (132.5, 135.3), (142.433, 157.667), (176.067, 182.033), (199.367, 201.5), (213.9, 215.733), (234.267, 239.133), (259.233, 259.8), (266.833, 268.867), (272.8, 277.933), (282.0, 292.633), (298.1, 304.333)];[0.0104, 0.00288, 0.02156, 0.047, 0.01059, 0.00234, 0.00157, 0.00964, 0.00575, 0.02778, 0.00399, 0.01211, 0.00527, 0.00125, 0.00686];0;0.736;[];[];3;0.499;[(98.833, 106.167), (128.067, 129.7), (223.867, 227.267)];[0.01653, 0.04133, 0.03634];0;0.429;[];[] -57;day_8;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_8\2020.12.11_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;2;1.063;[(85.167, 91.367), (169.8, 170.2)];[0.01674, 0.00562];1;1.247;[(95.267, 98.167)];[0.00438];0;1.467;[];[];1;1.36;[(229.033, 232.8)];[0.00404];2;0.361;[(0.467, 3.8), (233.633, 235.633)];[0.01888, 0.00814];1;0.425;[(243.033, 248.267)];[0.01565];7;0.21;[(21.867, 31.7), (49.0, 56.9), (75.4, 79.633), (124.633, 127.5), (150.933, 155.433), (250.367, 253.3), (267.767, 272.133)];[0.00811, 0.01632, 0.02135, 0.02405, 0.02716, 0.0258, 0.02417];4;0.056;[(35.267, 43.633), (129.6, 133.567), (157.8, 166.233), (256.167, 261.167)];[0.02788, 0.00079, 0.00592, 0.00126] 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178.167)];[0.03119];0;1.435;[];[];9;1.056;[(22.933, 25.267), (30.7, 30.933), (35.367, 36.4), (49.833, 50.533), (53.733, 54.867), (187.967, 188.733), (241.333, 246.233), (257.267, 259.133), (299.733, 304.7)];[0.01161, 0.01243, 0.01284, 0.00264, 0.02121, 0.01162, 0.00244, 0.00687, 0.00518] -59;day_10;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_10\2020.12.15_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;1;1.065;[(130.667, 133.9)];[0.01717];0;1.447;[];[];0;1.556;[];[];0;1.384;[];[];3;0.361;[(49.067, 53.367), (72.167, 75.3), (95.1, 98.8)];[0.00014, 0.00733, 0.00588];2;0.407;[(1.167, 1.4), (54.733, 57.4)];[0.03449, 0.01309];1;0.39;[(135.533, 138.8)];[0.00863];4;0.06;[(24.767, 29.9), (81.667, 85.2), (126.033, 129.667), (302.5, 303.767)];[0.00493, 0.00107, 0.00193, 0.0141] -60;day_11;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_11\2020.12.17_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;2;1.439;[(1.133, 1.533), (129.5, 129.733)];[0.0047, 0.0299];0;1.672;[];[];0;1.36;[];[];0;1.018;[];[];2;0.01;[(27.9, 28.3), (217.0, 219.567)];[0.04065, 0.0018];0;0.371;[];[];1;0.773;[(262.433, 267.967)];[0.03313];0;0.439;[];[] -61;day_12;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_12\2020.12.18_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;8;0.045;[(43.467, 46.933), (108.967, 111.367), (158.733, 163.233), (226.6, 229.633), (248.467, 251.3), (289.2, 289.867), (294.1, 296.233), (300.0, 304.633)];[0.00286, 0.01102, 0.01292, 0.01203, 0.00427, 0.00379, 0.02055, 0.00631];2;0.447;[(176.167, 184.7), (211.267, 215.933)];[0.00137, 0.00249];4;0.225;[(23.467, 29.9), (150.433, 152.933), (258.0, 264.733), (274.467, 277.167)];[0.00418, 0.00683, 0.00538, 0.00328];2;0.013;[(11.633, 19.233), (265.367, 269.333)];[0.00104, 0.00205];1;1.008;[(145.367, 147.5)];[0.01773];2;1.244;[(66.3, 68.467), (142.0, 144.7)];[0.00584, 0.00581];2;1.442;[(101.633, 104.833), (134.4, 135.467)];[0.00369, 0.00695];5;1.044;[(48.833, 52.5), (111.967, 114.467), (230.4, 232.367), (290.533, 293.367), (296.967, 297.6)];[0.00736, 0.00018, 0.00874, 0.03455, 0.03727] -62;day_13;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_13\2020.12.21_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.435;[];[];0;1.719;[];[];1;1.24;[(87.067, 94.067)];[0.00154];8;1.019;[(16.033, 16.167), (42.533, 46.433), (69.667, 72.733), (79.067, 84.267), (150.4, 155.467), (165.6, 167.467), (195.767, 197.4), (203.867, 204.4)];[0.04297, 0.01665, 0.00513, 0.01213, 0.00757, 0.04401, 0.01365, 0.00631];15;0.016;[(8.833, 11.267), (36.467, 40.333), (66.367, 68.333), (110.167, 122.6), (127.367, 133.5), (142.633, 148.333), (169.433, 170.167), (192.567, 194.2), (205.967, 206.633), (241.633, 244.833), (249.733, 253.167), (273.833, 280.867), (289.467, 291.0), (296.9, 302.2), (305.5, 305.733)];[0.01469, 0.01525, 0.00071, 0.00114, 0.00144, 0.00087, 0.00324, 0.00101, 0.01155, 0.00918, 0.01275, 0.00802, 0.01048, 0.01193, 0.02404];12;0.254;[(4.7, 7.367), (30.033, 35.4), (61.4, 65.4), (106.433, 109.033), (174.967, 177.2), (190.167, 191.533), (218.733, 221.9), (236.267, 238.533), (256.2, 258.1), (268.867, 272.467), (282.367, 285.833), (294.167, 294.933)];[0.00544, 0.00619, 0.00455, 0.00331, 0.00298, 0.00861, 0.00059, 0.00399, 0.0129, 0.00217, 0.00279, 0.0045];1;0.728;[(1.233, 3.033)];[0.02469];2;0.448;[(184.467, 187.2), (229.933, 232.933)];[0.01143, 0.01036] -63;day_14;lepto43;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_14\2020.12.22_lepto43DLC_resnet50_boldnessDec11shuffle1_200000.h5;9;0.052;[(3.533, 9.067), (56.6, 60.667), (64.9, 65.0), (90.167, 95.567), (130.333, 137.667), (141.467, 145.4), (179.0, 181.167), (214.533, 219.267), (253.933, 259.3)];[0.01184, 0.01421, 0.03819, 0.01683, 0.0167, 0.00073, 0.00911, 0.006, 0.00411];1;0.728;[(170.067, 174.567)];[0.00496];10;0.217;[(16.0, 25.633), (41.533, 52.833), (74.0, 76.8), (83.8, 86.1), (107.567, 110.667), (207.167, 210.0), (225.633, 229.833), (245.767, 248.367), (263.367, 265.9), (289.9, 293.333)];[0.00874, 0.00875, 0.01275, 0.00522, 0.0019, 0.01115, 0.01472, 0.01739, 0.02116, 0.01095];2;0.415;[(30.6, 35.8), (196.333, 198.4)];[0.01854, 0.02985];0;1.374;[];[];1;1.274;[(192.967, 194.967)];[0.00982];0;1.756;[];[];1;1.045;[(183.867, 188.5)];[0.00072] -64;day_2;lepto46;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_2\2020.12.02_lepto46DLC_resnet50_boldnessDec11shuffle1_200000.h5;3;0.131;[(95.833, 106.033), (128.667, 131.1), (171.567, 172.3)];[0.02308, 0.02481, 0.03224];0;0.454;[];[];1;0.374;[(191.333, 191.467)];[0.03235];1;0.015;[(181.2, 181.767)];[0.00395];1;1.019;[(182.433, 183.167)];[0.00089];1;1.374;[(190.867, 191.1)];[0.01763];0;1.486;[];[];1;1.165;[(163.967, 166.0)];[0.03907] -65;day_3;lepto46;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_3\2020.12.03_lepto46DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;0.429;[];[];0;0.701;[];[];0;0.704;[];[];4;0.019;[(11.433, 19.933), (79.467, 83.133), (133.6, 135.167), (285.867, 289.167)];[0.00432, 0.01462, 0.00728, 0.01538];2;1.021;[(88.6, 90.433), (137.5, 138.233)];[0.00033, 0.00418];0;1.731;[];[];0;1.731;[];[];0;1.437;[];[] -66;day_4;lepto46;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_4\2020.12.04_lepto46DLC_resnet50_boldnessDec11shuffle1_200000.h5;0;1.445;[];[];0;1.523;[];[];0;1.533;[];[];2;1.274;[(213.333, 216.433)];[0.03854];1;0.193;[(162.5, 170.7)];[0.00525];0;0.427;[];[];2;0.452;[(112.333, 115.5), (270.3, 270.433)];[0.01069, 0.03664];3;0.435;[(106.233, 111.167), (115.967, 117.533)];[0.0065, 0.01585] 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175.8), (276.267, 278.033)];[0.00711, 0.00862, 0.02092, 0.01083, 0.03242];0;0.415;[];[];1;1.374;[(0.0, 1.333)];[0.01155];0;1.274;[];[];0;1.756;[];[];6;1.045;[(82.2, 88.067), (116.7, 119.367), (125.567, 126.5), (196.967, 199.867), (202.9, 204.233), (252.667, 254.733)];[0.01394, 0.00882, 0.01686, 0.00867, 0.01106, 0.0118] -77;day_1;lepto48;C:\\Users\\marie\\Documents\\UNI\\7.Semester\\Betschler\\video_dateien\day_1\2020.12.01_lepto48DLC_resnet50_boldnessDec11shuffle1_200000.h5;18;0.003;[(0.0, 6.467), (54.4, 56.733), (69.1, 73.233), (120.133, 140.1), (154.2, 163.3), (169.667, 175.2), (178.8, 187.367), (196.267, 200.0), (210.467, 236.433), (244.767, 249.433), (256.0, 266.733), (270.767, 279.733), (289.9, 299.9), (307.333, 311.567), (320.267, 330.1), (343.8, 356.367), (369.567, 373.367), (394.267, 398.533)];[0.03341, 0.01322, 0.01578, 0.01578, 0.01638, 0.02018, 0.02101, 0.0195, 0.013, 0.01719, 0.01916, 0.01382, 0.0142, 0.01833, 0.02043, 0.02065, 0.00841, 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