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3da47c6f6b
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3da47c6f6b | |||
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e1b0d48527 |
@ -59,7 +59,7 @@ class CharacteristicFunction(object):
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self.setOrder(order)
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self.setFnoise(fnoise)
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self.setARdetStep(t2)
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self.calcCF(self.getDataArray())
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self.calcCF()
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self.arpara = np.array([])
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self.xpred = np.array([])
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@ -211,17 +211,15 @@ class CharacteristicFunction(object):
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data = self.orig_data.copy()
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return data
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def calcCF(self, data=None):
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self.cf = data
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def calcCF(self):
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pass
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class AICcf(CharacteristicFunction):
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def calcCF(self, data):
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def calcCF(self):
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"""
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Function to calculate the Akaike Information Criterion (AIC) after Maeda (1985).
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:param data: data, time series (whether seismogram or CF)
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:type data: tuple
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:return: AIC function
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:rtype:
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"""
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@ -259,13 +257,11 @@ class HOScf(CharacteristicFunction):
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"""
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super(HOScf, self).__init__(data, cut, pickparams["tlta"], pickparams["hosorder"])
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def calcCF(self, data):
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def calcCF(self):
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"""
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Function to calculate skewness (statistics of order 3) or kurtosis
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(statistics of order 4), using one long moving window, as published
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in Kueperkoch et al. (2010), or order 2, i.e. STA/LTA.
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:param data: data, time series (whether seismogram or CF)
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:type data: tuple
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:return: HOS cf
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:rtype:
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"""
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@ -280,47 +276,28 @@ class HOScf(CharacteristicFunction):
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elif self.getOrder() == 4: # this is kurtosis
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y = np.power(xnp, 4)
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y1 = np.power(xnp, 2)
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elif self.getOrder() == 2: # this is variance, used for STA/LTA processing
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y = np.power(xnp, 2)
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y1 = np.power(xnp, 2)
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# Initialisation
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# t2: long term moving window
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ilta = int(round(self.getTime2() / self.getIncrement()))
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ista = int(round((self.getTime2() / 10) / self.getIncrement())) # TODO: still hard coded!!
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lta = y[0]
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lta1 = y1[0]
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sta = y[0]
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# moving windows
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LTA = np.zeros(len(xnp))
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STA = np.zeros(len(xnp))
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for j in range(0, len(xnp)):
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if j < 4:
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LTA[j] = 0
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STA[j] = 0
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elif j <= ista and self.getOrder() == 2:
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lta = (y[j] + lta * (j - 1)) / j
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if self.getOrder() == 2:
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sta = (y[j] + sta * (j - 1)) / j
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# elif j < 4:
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elif j <= ilta:
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lta = (y[j] + lta * (j - 1)) / j
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lta1 = (y1[j] + lta1 * (j - 1)) / j
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if self.getOrder() == 2:
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sta = (y[j] - y[j - ista]) / ista + sta
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else:
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lta = (y[j] - y[j - ilta]) / ilta + lta
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lta1 = (y1[j] - y1[j - ilta]) / ilta + lta1
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if self.getOrder() == 2:
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sta = (y[j] - y[j - ista]) / ista + sta
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# define LTA
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if self.getOrder() == 3:
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LTA[j] = lta / np.power(lta1, 1.5)
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elif self.getOrder() == 4:
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LTA[j] = lta / np.power(lta1, 2)
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else:
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LTA[j] = lta
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STA[j] = sta
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# remove NaN's with first not-NaN-value,
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# so autopicker doesnt pick discontinuity at start of the trace
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@ -329,10 +306,7 @@ class HOScf(CharacteristicFunction):
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first = ind[0]
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LTA[:first] = LTA[first]
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if self.getOrder() > 2:
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self.cf = LTA
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else: # order 2 means STA/LTA!
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self.cf = STA / LTA
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self.xcf = x
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@ -342,12 +316,10 @@ class ARZcf(CharacteristicFunction):
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super(ARZcf, self).__init__(data, cut, t1=t1, t2=t2, order=pickparams["Parorder"],
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fnoise=pickparams["addnoise"])
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def calcCF(self, data):
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def calcCF(self):
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"""
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function used to calculate the AR prediction error from a single vertical trace. Can be used to pick
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P onsets.
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:param data:
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:type data: ~obspy.core.stream.Stream
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:return: ARZ cf
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:rtype:
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"""
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@ -478,14 +450,12 @@ class ARHcf(CharacteristicFunction):
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super(ARHcf, self).__init__(data, cut, t1=t1, t2=t2, order=pickparams["Sarorder"],
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fnoise=pickparams["addnoise"])
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def calcCF(self, data):
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def calcCF(self):
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"""
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Function to calculate a characteristic function using autoregressive modelling of the waveform of
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both horizontal traces.
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The waveform is predicted in a moving time window using the calculated AR parameters. The difference
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between the predicted and the actual waveform servers as a characteristic function.
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:param data: wavefor stream
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:type data: ~obspy.core.stream.Stream
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:return: ARH cf
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:rtype:
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"""
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@ -634,14 +604,12 @@ class AR3Ccf(CharacteristicFunction):
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super(AR3Ccf, self).__init__(data, cut, t1=t1, t2=t2, order=pickparams["Sarorder"],
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fnoise=pickparams["addnoise"])
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def calcCF(self, data):
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def calcCF(self):
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"""
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Function to calculate a characteristic function using autoregressive modelling of the waveform of
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all three traces.
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The waveform is predicted in a moving time window using the calculated AR parameters. The difference
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between the predicted and the actual waveform servers as a characteristic function
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:param data: stream holding all three traces
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:type data: ~obspy.core.stream.Stream
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:return: AR3C cf
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:rtype:
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"""
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@ -173,7 +173,7 @@ class AICPicker(AutoPicker):
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nn = np.isnan(self.cf)
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if len(nn) > 1:
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self.cf[nn] = 0
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# taper AIC-CF to get rid off side maxima
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# taper AIC-CF to get rid of side maxima
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tap = np.hanning(len(self.cf))
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aic = tap * self.cf + max(abs(self.cf))
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# smooth AIC-CF
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@ -316,16 +316,7 @@ class AICPicker(AutoPicker):
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plt.close(fig)
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return
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iislope = islope[0][0:imax + 1]
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# MP MP change slope calculation
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# get all maxima of aicsmooth
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iaicmaxima = argrelmax(aicsmooth)[0]
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# get first index of maximum after pickindex (indices saved in iaicmaxima)
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aicmax = iaicmaxima[np.where(iaicmaxima > pickindex)[0]]
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if len(aicmax) > 0:
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iaicmax = aicmax[0]
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else:
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iaicmax = -1
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dataslope = aicsmooth[pickindex: iaicmax]
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dataslope = self.Data[0].data[iislope]
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# calculate slope as polynomal fit of order 1
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xslope = np.arange(0, len(dataslope), 1)
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try:
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@ -336,7 +327,7 @@ class AICPicker(AutoPicker):
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else:
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self.slope = 1 / (len(dataslope) * self.Data[0].stats.delta) * (datafit[-1] - datafit[0])
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# normalize slope to maximum of cf to make it unit independent
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self.slope /= aicsmooth[iaicmax]
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self.slope /= self.Data[0].data[icfmax]
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except Exception as e:
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print("AICPicker: Problems with data fitting! {}".format(e))
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@ -376,7 +367,7 @@ class AICPicker(AutoPicker):
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label='Signal Window')
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ax2.axvspan(self.Tcf[iislope[0]], self.Tcf[iislope[-1]], color='g', alpha=0.2, lw=0,
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label='Slope Window')
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ax2.plot(self.Tcf[pickindex: iaicmax], datafit, 'g', linewidth=2,
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ax2.plot(self.Tcf[iislope], datafit, 'g', linewidth=2,
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label='Slope') # MP MP changed temporarily!
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if self.slope is not None:
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@ -272,7 +272,8 @@ class TestAutopickStation(unittest.TestCase):
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with HidePrints():
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result, station = autopickstation(wfstream=wfstream, pickparam=self.pickparam_taupy_disabled,
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metadata=(None, None))
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compare_dicts(result, expected)
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compare_dicts(result=result['P'], expected=expected['P'])
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compare_dicts(result=result['S'], expected=expected['S'])
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self.assertEqual('GRA1', station)
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def test_autopickstation_a106_taupy_enabled(self):
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@ -290,7 +291,8 @@ class TestAutopickStation(unittest.TestCase):
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with HidePrints():
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result, station = autopickstation(wfstream=self.a106, pickparam=self.pickparam_taupy_enabled,
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metadata=self.metadata, origin=self.origin)
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compare_dicts(result=result, expected=expected)
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compare_dicts(result=result['P'], expected=expected['P'])
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compare_dicts(result=result['S'], expected=expected['S'])
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def test_autopickstation_station_missing_in_metadata(self):
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@ -312,7 +314,8 @@ class TestAutopickStation(unittest.TestCase):
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with HidePrints():
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result, station = autopickstation(wfstream=self.a005a, pickparam=self.pickparam_taupy_enabled,
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metadata=self.metadata, origin=self.origin)
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compare_dicts(result, expected)
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compare_dicts(result=result['P'], expected=expected['P'])
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compare_dicts(result=result['S'], expected=expected['S'])
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def run_dict_comparison(result, expected):
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@ -332,8 +335,8 @@ def compare_dicts(result, expected):
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run_dict_comparison(result, expected)
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except AssertionError:
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raise AssertionError(f'Dictionaries not equal.'
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f'\n<<Expected>>: \n\n{pretty_print_dict(expected)}'
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f'\n<<Result>>: \n{pretty_print_dict(result)}')
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f'\n\n<<Expected>>\n{pretty_print_dict(expected)}'
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f'\n\n<<Result>>\n{pretty_print_dict(result)}')
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def pretty_print_dict(dct):
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