diff --git a/unityvr/analysis/align2img.py b/unityvr/analysis/align2img.py index 9ee99cf..2ab5473 100644 --- a/unityvr/analysis/align2img.py +++ b/unityvr/analysis/align2img.py @@ -55,7 +55,8 @@ def debugAlignmentPlots(uvrDat, imgMetadat, imgInd, volFramePos, lims=[0,100]): # sanity check to see the difference in frame start times fps = imgMetadat['fpsscan'] #frame rate of scanimage - sampling_rate = len(uvrDat.nidDf.dropna())/(uvrDat.nidDf.dropna()['time'].iloc[-1]-uvrDat.nidDf.dropna()['time'].iloc[0]) + nid_valid = uvrDat.nidDf.dropna(subset=['time']) + sampling_rate = len(nid_valid)/(nid_valid['time'].iloc[-1]-nid_valid['time'].iloc[0]) axs[2].axvline(int(np.round(sampling_rate/fps)), color='r', linestyle='-') axs[2].axvline(int(np.round(sampling_rate/fps))+1, color='r', linestyle='--') axs[2].axvline(int(np.round(sampling_rate/fps))-1, color='r', linestyle='--') @@ -101,18 +102,18 @@ def generateUnityExpDf(imgVolumeTimes, uvrDat, imgMetadat, suppressDepugPlot = F #use volume start frames to downsample unityDfs for i,unityDfstr in enumerate(unityDfs): - unityDf = getattr(uvrDat,unityDfstr) - if (frameStr in unityDf): - if len(unityDf[frameStr].unique())==len(unityDf[frameStr]): - volFrameId = np.array([np.where(volFrame[i] == unityDf.frame.values)[0][0] for i in range(len(volFrame)) if volFrame[i] in unityDf.frame.values]) - # try: volFrameId = np.array([np.where(volFrame[i] == unityDf.frame.values)[0][0] for i in range(len(volFrame))]) - # except IndexError: - # volFrameId = np.where(np.in1d(unityDf.frame.values,volFrame, ))[0] - # print('errored out in :', unityDfstr) #in 1d gives true when the element of the 1st array is in the second array - #volFrameId = np.where(np.in1d(unityDf.frame.values,volFrame, ))[0] #in 1d gives true when the element of the 1st array is in the second array - framesinPos = np.where(np.in1d(uvrDat.posDf.frame.values[volFramePos], unityDf.frame.values[volFrameId]))[0] #which volume start frames of current Df are in posDf - unityDfsDS[i] = unityDf.iloc[volFrameId,:].copy() - unityDfsDS[i][timeStr] = imgVolumeTimes[framesinPos].copy() #get the volume start time for the appropriate volumes in the unity array + unityDf = getattr(uvrDat,unityDfstr) + if (frameStr in unityDf) and len(unityDf) > 0: + if len(unityDf[frameStr].unique())==len(unityDf[frameStr]): + volFrameId = np.array([np.where(volFrame[i] == unityDf.frame.values)[0][0] for i in range(len(volFrame)) if volFrame[i] in unityDf.frame.values]) + # try: volFrameId = np.array([np.where(volFrame[i] == unityDf.frame.values)[0][0] for i in range(len(volFrame))]) + # except IndexError: + # volFrameId = np.where(np.in1d(unityDf.frame.values,volFrame, ))[0] + # print('errored out in :', unityDfstr) #in 1d gives true when the element of the 1st array is in the second array + #volFrameId = np.where(np.in1d(unityDf.frame.values,volFrame, ))[0] #in 1d gives true when the element of the 1st array is in the second array + framesinPos = np.where(np.in1d(uvrDat.posDf.frame.values[volFramePos], unityDf.frame.values[volFrameId]))[0] #which volume start frames of current Df are in posDf + unityDfsDS[i] = unityDf.iloc[volFrameId,:].copy() + unityDfsDS[i][timeStr] = imgVolumeTimes[framesinPos].copy() #get the volume start time for the appropriate volumes in the unity array expDf = mergeUnityDfs([x for x in unityDfsDS if x is not None],**mergeUnityDfs_params) return expDf @@ -270,7 +271,7 @@ def addImagingTimeToUvrDat(imgDataTime, uvrDat, imgMetadat, timeStr = 'volumes [ if dataframeAppend in f: unityDf = getattr(uvrDat,f) - if frameStr in unityDf: + if frameStr in unityDf and len(unityDf) > 0: unityDf[timeStr] = interpF(unityDf['frame']) setattr(uvrDat,f,unityDf) return uvrDat diff --git a/unityvr/preproc/logproc.py b/unityvr/preproc/logproc.py index 70fcc05..9b1ce59 100644 --- a/unityvr/preproc/logproc.py +++ b/unityvr/preproc/logproc.py @@ -87,14 +87,57 @@ def saveData(self, saveDir, saveName): return savepath +def isReplayLog(dat): + """Detect replay log via isReplaySession keypair.""" + replayKeys = ['isReplaySession'] + matching = [s for s in dat if any(key in s for key in replayKeys)] + return len(matching) > 0 and matching[0].get("isReplaySession", False) + + # constructor for unityVRexperiment -def constructUnityVRexperiment(dirName,fileName,computePDtrace = True,enforce_cm = False,**kwargs): +def constructUnityVRexperiment(dirName,fileName,enforce_cm = False,colKeyPairs={'imgFrameTrigger':'imgfsig', 'tracePD':'pdsig'},**kwargs): dat = openUnityLog(dirName, fileName) metadat = makeMetaDict(dat, fileName) objDf = objDfFromLog(dat, enforce_cm=enforce_cm) - posDf, ftDf, nidDf = timeseriesDfFromLog(dat, computePDtrace, enforce_cm=enforce_cm, **kwargs) + + isReplay = metadat.get('isReplay', False) + + if isReplay: + # Replay logs use worldPositionReplay keys instead of attemptedTranslation/worldPosition + posDf = replayPosDfFromLog(dat, enforce_cm=enforce_cm) + ftDf = pd.DataFrame(columns=ftDfCols) + dtDf = dtDfFromLog(dat) + try: + pdDf = pdDfFromLog(dat, colKeyPairs=colKeyPairs) + except: + pdDf = pd.DataFrame() + + if len(posDf) > 0: + posDf.time = posDf.time - posDf.time[0] + if dtDf is not None and len(dtDf) > 0: + dtDf.time = dtDf.time - dtDf.time[0] + if len(pdDf) > 0: + pdDf.time = pdDf.time - pdDf.time[0] + + if dtDf is not None and len(dtDf) > 0 and len(posDf) > 0: + posDf = pd.merge(dtDf, posDf, on="frame", how='outer').rename( + columns={'time_x':'time'}).drop(['time_y'], axis=1) + + if len(pdDf) > 0 and dtDf is not None and len(dtDf) > 0: + nidDf = pd.merge(dtDf, pdDf, on="frame", how='left').rename( + columns={'time_x':'time'}).drop(['time_y'], axis=1) + if 'pdsig' in nidDf.columns: + nidDf["pdFilt"] = nidDf.pdsig.values + nidDf.pdFilt.values[np.isfinite(nidDf.pdsig.values)] = medfilt( + nidDf.pdsig.values[np.isfinite(nidDf.pdsig.values)]) + nidDf = generateInterTime(nidDf) + else: + nidDf = pd.DataFrame() + else: + posDf, ftDf, nidDf = timeseriesDfFromLog(dat, colKeyPairs=colKeyPairs, enforce_cm=enforce_cm, **kwargs) + texDf = texDfFromLog(dat) vidDf = vidDfFromLog(dat) attmptDf = attmptDfFromLog(dat, enforce_cm=enforce_cm) @@ -190,7 +233,7 @@ def makeMetaDict(dat, fileName): except: translationalGain = 1.0 matching = [s for s in dat if "refreshRateHz" in s] - setFrameRate = matching[0]["refreshRateHz"] + setFrameRate = matching[0]["refreshRateHz"] if len(matching) > 0 else 0 metadata = { 'expid': metadat[0], @@ -206,7 +249,8 @@ def makeMetaDict(dat, fileName): 'setFrameRate': setFrameRate, 'notes': metadat[5], 'temperature': metadat[6], - 'angle_convention':"right-handed" + 'angle_convention':"right-handed", + 'isReplay': isReplayLog(dat) } return metadata @@ -308,6 +352,52 @@ def posDfFromLog(dat, posDfKey='attemptedTranslation', fictracSubject=None, igno return pd.DataFrame() +def replayPosDfFromLog(dat, enforce_cm=False): + """Extract position data from replay logs. + Primary (x, y, angle) = fly's attempted position (behavioral output). + Secondary (replayed_x, replayed_y, replayed_angle) = what was displayed on screen.""" + replayKeys = ['worldPositionReplay'] + matching = [s for s in dat if any(key in s for key in replayKeys)] + + matchingRad = [s for s in dat if "ficTracBallRadius" in s] + if len(matchingRad) > 0 and 'translationalGain' in matchingRad[0]: + gainVal = matchingRad[0]['translationalGain'] + else: + gainVal = 1.0 + if gainVal == 0: + gainVal = 1.0 + convf = 10.0 if enforce_cm else 1.0 + + entries = [None] * len(matching) + for entry, match in enumerate(matching): + framedat = { + 'frame': match['frame'], + 'time': match['timeSecs'], + # What was displayed on screen (replay) + 'replayed_x': match['worldPositionReplay']['x'] / gainVal * convf, + 'replayed_y': match['worldPositionReplay']['z'] / gainVal * convf, + 'replayed_angle': (-match['worldRotationDegsReplay']['y']) % 360, + } + # Primary: fly's attempted position (behavioral output) + if 'worldPositionAttempt' in match: + framedat['x'] = match['worldPositionAttempt']['x'] / gainVal * convf + framedat['y'] = match['worldPositionAttempt']['z'] / gainVal * convf + else: + framedat['x'] = np.nan + framedat['y'] = np.nan + if 'worldRotationDegsAttempt' in match: + framedat['angle'] = (-match['worldRotationDegsAttempt']['y']) % 360 + else: + framedat['angle'] = np.nan + entries[entry] = pd.Series(framedat).to_frame().T + + if len(entries) > 0: + print('correcting for Unity angle convention.') + return pd.concat(entries, ignore_index=True) + else: + return pd.DataFrame() + + def ftDfFromLog(dat): # get fictrac data matching = [s for s in dat if "ficTracDeltaRotationVectorLab" in s] @@ -342,7 +432,8 @@ def attmptDfFromLog(dat, enforce_cm = False): 'dyattempt_ft': -match['fictracAttempt']['x']*matchingRad[0]['ficTracBallRadius']*convf, #scale by ball radius but not by translational gain to get true x,y in unity units (dm or if enforced cm), rightward motion 'dxattempt_ft': match['fictracAttempt']['y']*matchingRad[0]['ficTracBallRadius']*convf, #forward motion - 'angleattempt_ft': (-np.rad2deg(match['fictracAttempt']['z']))%360} #convert to degrees and flip to align with unity convention + 'angleattempt_ft': np.rad2deg(match['fictracAttempt']['z'])} #convert to degrees + # This is a conflict from Shivam's UnityVR. 'angleattempt_ft': (-np.rad2deg(match['fictracAttempt']['z']))%360} #convert to degrees and flip to align with unity convention entries[entry] = pd.Series(framedat).to_frame().T if len(entries) > 0: @@ -397,6 +488,8 @@ def texDfFromLog(dat): # get texture names matchingSessionParams = [s for s in dat if "sessionParameters" in s] + if len(matchingSessionParams) == 0: + return pd.DataFrame() #get texture names textureMatches = list(pd.Series([dict(l.split(':', 1) for l in matchingSessionParams[0]['sessionParameters'] )[m] for m in dict(l.split(':', 1) for l in matchingSessionParams[0]['sessionParameters'] @@ -469,9 +562,7 @@ def tempDfFromLog(dat): if len(entries) > 0: tempDf = pd.concat(entries,ignore_index = True).groupby('frame').mean().reset_index() #average over multiple temperature readings per unity frame dtDf = dtDfFromLog(dat) #get the frame times - if len(dtDf)>0: - tempDf = pd.merge(dtDf, tempDf, on="frame", how='outer') - tempDf.time = tempDf.time-tempDf.time[0] + if len(dtDf)>0: tempDf = pd.merge(dtDf, tempDf, on="frame", how='outer') return tempDf else: print('No temperature data was recorded.') @@ -500,9 +591,13 @@ def timeseriesDfFromLog(dat, colKeyPairs={'imgFrameTrigger':'imgfsig', 'tracePD' try: pdDf = pdDfFromLog(dat, colKeyPairs=colKeyPairs) except: print("No analog input data was recorded.") + + if len(posDf) > 0: posDf.time = posDf.time-posDf.time[0] if len(dtDf) > 0: dtDf.time = dtDf.time-dtDf.time[0] if len(pdDf) > 0: pdDf.time = pdDf.time-pdDf.time[0] + if ((len(posDf)>0)&(len(pdDf)>0)&(len(dtDf)>0)): + print('pdDf time:', pdDf.time[0], 'posDf time:', posDf.time[0], 'dtDf time:', dtDf.time[0]) if len(ftDf) > 0: ftDf.ficTracTReadMs = ftDf.ficTracTReadMs-ftDf.ficTracTReadMs[0] diff --git a/unityvr/scripts/sample2pAnalysis.ipynb b/unityvr/scripts/sample2pAnalysis.ipynb index 7cc9f26..4b67d37 100644 --- a/unityvr/scripts/sample2pAnalysis.ipynb +++ b/unityvr/scripts/sample2pAnalysis.ipynb @@ -10,11 +10,14 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": 61, "id": "c400a7b4", "metadata": {}, "outputs": [], "source": [ + "from os import sys\n", + "sys.path.append('/Users/chad/Documents/GitHub/unityvr_shivy')\n", + "\n", "import numpy as np\n", "import pandas as pd\n", "import scipy as sp\n", @@ -25,6 +28,7 @@ "import matplotlib.cm as cm\n", "import seaborn as sns\n", "\n", + "\n", "from ScanImageTiffReader import ScanImageTiffReader\n", "\n", "from fly2p.viz.viz import myAxisTheme\n", @@ -32,6 +36,7 @@ "from unityvr.analysis.align2img import generateUnityExpDf, truncateImgDataToUnityDf, addImagingTimeToUvrDat, addImagingTimeToSceneArr\n", "from unityvr.analysis.stimAnalysis import deriveVidVals\n", "import fly2p.preproc.imgPreproc as imp\n", + "import unityvr.analysis.waveSurferAnalysis as wsa\n", "\n", "from unityvr.preproc import logproc as lp\n", "from unityvr.viz import viz\n", @@ -42,7 +47,10 @@ "\n", "import matplotlib\n", "\n", - "matplotlib.rcParams['animation.embed_limit'] = 2**128\n" + "matplotlib.rcParams['animation.embed_limit'] = 2**128\n", + "\n", + "\n", + "\n" ] }, { @@ -55,7 +63,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": 62, "id": "507dee75", "metadata": {}, "outputs": [ @@ -67,13 +75,13 @@ "SI.VERSION_MAJOR = 2022\n", "SI.VERSION_MINOR = 1\n", "SI.VERSION_UPDATE = 0\n", - "{'nCh': 1, 'fpsscan': 80.9056, 'discardFBFrames': 'true', 'nDiscardFBFrames': 2, 'fpv': 9, 'nVols': 135, 'stackZStepSize': 2.0, 'scanVolumeRate': 8.98951, 'fovCoords': {'p00': [-33.75, -33.75], 'p10': [33.75, 33.75], 'p01': [33.75, -33.75], 'p11': [-33.75, 33.75]}, 'xrange_um': 67.5, 'yrange_um': 67.5, 'CaCh': 0}\n" + "{'nCh': 1, 'fpsscan': 156.642, 'discardFBFrames': 'true', 'nDiscardFBFrames': 5, 'fpv': 16, 'nVols': 296, 'stackZStepSize': 5.0, 'scanVolumeRate': 9.7901, 'fovCoords': {'p00': [-33.75, -33.75], 'p10': [33.75, 33.75], 'p01': [33.75, -33.75], 'p11': [-33.75, 33.75]}, 'xrange_um': 67.5, 'yrange_um': 67.5, 'CaCh': 0}\n" ] } ], "source": [ - "dirName = '../sample/sample2/'\n", - "fileNameSI = 'sample_luminance_protocol_00001.tif'\n", + "dirName = '/Volumes/jayaramanlab/Shivam/miscellaneous/fictrac_test/HERE/New today/'\n", + "fileNameSI = 'file_00001.tif'\n", "mytiffreader = ScanImageTiffReader(dirName+fileNameSI)\n", "imgMetadat = getSIbasicMetadata(mytiffreader.metadata())\n", "imgMetadat[\"CaCh\"] = 0 # give channel identity\n", @@ -95,42 +103,7 @@ }, { "cell_type": "code", - "execution_count": 3, - "id": "3c7bb066", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "{'nCh': 1,\n", - " 'fpsscan': 80.9056,\n", - " 'discardFBFrames': 'true',\n", - " 'nDiscardFBFrames': 2,\n", - " 'fpv': 9,\n", - " 'nVols': 135,\n", - " 'stackZStepSize': 2.0,\n", - " 'scanVolumeRate': 8.98951,\n", - " 'fovCoords': {'p00': [-33.75, -33.75],\n", - " 'p10': [33.75, 33.75],\n", - " 'p01': [33.75, -33.75],\n", - " 'p11': [-33.75, 33.75]},\n", - " 'xrange_um': 67.5,\n", - " 'yrange_um': 67.5,\n", - " 'CaCh': 0}" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "imgMetadat" - ] - }, - { - "cell_type": "code", - "execution_count": 4, + "execution_count": 63, "id": "a991facf", "metadata": {}, "outputs": [], @@ -140,7 +113,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": 64, "id": "f16337da", "metadata": {}, "outputs": [], @@ -160,17 +133,17 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": 65, "id": "7bd38ca9", "metadata": {}, "outputs": [], "source": [ - "fileNameUVR = 'Log_2024-11-05_16-13-14_sample_luminance_test.json'" + "fileNameUVR = 'Log_2024-11-08_13-20-55.json'" ] }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 66, "id": "0a8b5fab", "metadata": {}, "outputs": [ @@ -182,26 +155,27 @@ "No fictrac signal was recorded.\n", "Metadata:\n", "\n", - "expid : SS00238-x-6f-Shi_whiteNoise1d-3\n", - "experiment : holder V2, 1s, 144 Hz frame rate\n", - "genotype : SS00238-x-6f-Shi\n", - "sex : f\n", - "flyid : f07\n", - "trial : trialest\n", - "date : 2024-11-05\n", - "time : 16-13-14\n", - "ballRad : 0.04699999839067459\n", - "setFrameRate : 144\n", - "notes : BU\n", + "expid : testExp\n", + "experiment : test experiment\n", + "genotype : testGenotype\n", + "sex : NA\n", + "flyid : NA\n", + "trial : trial3-20-55\n", + "date : 2024-11-08\n", + "time : 13-20-55\n", + "ballRad : 0.04500000178813934\n", + "translationalGain : 4.0\n", + "setFrameRate : 120\n", + "notes : NA\n", "angle_convention : right-handed\n" ] } ], "source": [ - "uvrDat = lp.constructUnityVRexperiment(dirName, fileNameUVR, fictracSubject='Not Integrated', posDfKey = 'attemptedTranslation')\n", - "#if using FictracSubjectIntegrated, set fictracSubject='Integrated' and posDfKey = 'worldPosition'\n", + "uvrDat = lp.constructUnityVRexperiment(dirName, fileNameUVR, fictracSubject='Integrated', posDfKey = 'worldPosition', computePDtrace = False)\n", + "#if using FictracSubjectIntegrated, set fictracSubject='Integrated' and posDfKey = 'worldPosition' and computePDtrace = False\n", "#posDfKey specifies the string that will be matched to find the chunk in the json that contains position data. For FictracSubjectIntegrated this is expected to be 'worldPosition', while for FictracSubject it is expected to be 'attemptedTranslation'.\n", - "uvrDat.printMetadata()" + "uvrDat.printMetadata()\n" ] }, { @@ -211,8 +185,8 @@ "metadata": {}, "outputs": [], "source": [ - "deriveVidVals(uvrDat, '', imageFile = None, sceneFile = None);\n", - "#remember uvrDat is mutable. Here we extract stimulus information if it is stored locally" + "#deriveVidVals(uvrDat, '', imageFile = None, sceneFile = None);\n", + "#remember uvrDat is mutable. Here we extract stimulus information if it is stored locally " ] }, { @@ -240,32 +214,30 @@ "The plot below shows the unity frame clock signal as a time series for an arbitrary chunk of time in the trial. If the red dots align with the dip in the signal, then the dips are being detected correctly. \n", "\n", "### Sanity Check 2:\n", - "Aligns the unity time with the scanimage time to see how different the values are: if scanimgae and unity start together (as they should if unity triggers scanimage acquisition), then the plot should resemble the 45° line. Note that unity time is the _time when the unity frame was projected_ and hence each time value is repeated as many times as there are SI frame clock values for that frame. \n", - "\n", - "### Sanity Check 3:\n", - "Verify that frame start indices are equally spaced. The faint blue lines show the minimum and maximum values of the spacing. If they are very far away from the expected spacing (N) shown in solid red (N+1 and N-1 shown in dashed red), then some frames have been missed by the detection algorithm. " + "Aligns the unity time with the scanimage time to see how different the values are: if scanimgae and unity start together (as they should if unity triggers scanimage acquisition), then the plot should resemble the 45° line. Note that unity time is the _time when the unity frame was projected_ and hence each time value is repeated as many times as there are SI frame clock values for that frame. " ] }, { "cell_type": "code", - "execution_count": 10, - "id": "ded888a5", + "execution_count": 68, + "id": "53245fcb", "metadata": {}, "outputs": [ { - "name": "stdout", - "output_type": "stream", - "text": [ - "Difference between first unity frame which dumps a high photodiode value and the first unity frame that starts logging photodiode values: 1.0\n", - "Number of imaging frames detected: 1050\n", - "Truncated recording. Difference in length: 18 imaging volumes\n" - ] + "data": { + "text/plain": [ + "4736" + ] + }, + "execution_count": 68, + "metadata": {}, + "output_type": "execute_result" }, { "data": { - "image/png": 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", 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", "text/plain": [ - "
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" ] }, "metadata": {}, @@ -273,24 +245,52 @@ } ], "source": [ - "expDf = generateUnityExpDf(imgStack['volumes [s]'].values, uvrDat, imgMetadat, debugAlignmentPlots_params={'lims':[0,200]}, findImgFrameTimes_params={'pdAlign':True, 'noFrameDropCorrection':False}).reset_index(drop=True)\n", - "# note the indices are rest because expDf is subsampled from unity data which has a much higher sample rate than the imaging data" + "counts_2p, diffs_2p, diffs_idx_2p = wsa.count_volumes(uvrDat.nidDf['imgfsig'], threshold=2.5, numFpv=16, clock = '2p')\n", + "plt.plot(diffs_idx_2p, np.zeros(len(diffs_idx_2p)), 'ro')\n", + "plt.plot(uvrDat.nidDf['imgfsig'])\n", + "plt.plot(diffs_idx_2p, np.hstack([0, diffs_2p/6]), 'o')\n", + "#plt.xlim([144000, 145000])\n", + "\n", + "len(diffs_idx_2p)" ] }, { - "cell_type": "markdown", - "id": "ac87b8eb", + "cell_type": "code", + "execution_count": 80, + "id": "77677198", "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "(array([ 1., 0., 0., 2., 9., 279., 0., 2., 0., 2.]),\n", + " array([ 2., 4., 6., 8., 10., 12., 14., 16., 18., 20., 22.]),\n", + " )" + ] + }, + "execution_count": 80, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], "source": [ - "`expDf` is now downsampled and contains values only from unity frames that were displayed at the beginning of each SI volume. \n", - "\n", - "**IMPORTANT**: remember to derive quantities (like speed and acceleration) before downsampling the unity values to SI rate to achieve greater accuracy (unity is >10x faster than imaging)." + "plt.hist(np.diff(expDf.frame.values))" ] }, { "cell_type": "code", - "execution_count": 11, - "id": "c553e194", + "execution_count": 79, + "id": "e80f9731", "metadata": {}, "outputs": [ { @@ -320,101 +320,59 @@ " x\n", " y\n", " angle\n", - " dx\n", - " dy\n", - " dxattempt\n", - " dyattempt\n", " volumes [s]\n", - " img\n", - " duration\n", - " filename\n", " \n", " \n", " \n", " \n", " 0\n", - " 344.0\n", - " 0.333333\n", - " 0.333333\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", + " 3.0\n", + " 0.033687\n", + " 0.013687\n", + " -4.925304\n", + " -0.934952\n", + " 99.568542\n", " 0.000000\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", " \n", " \n", " 1\n", - " 344.0\n", - " 0.333333\n", - " 0.333333\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.111241\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", + " 5.0\n", + " 0.061007\n", + " 0.012778\n", + " -6.319367\n", + " -4.840402\n", + " 216.368515\n", + " 0.102144\n", " \n", " \n", " 2\n", - " 347.0\n", - " 0.426411\n", - " 0.058574\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.222482\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", + " 14.0\n", + " 0.154604\n", + " 0.010692\n", + " -4.693817\n", + " -0.304601\n", + " 102.497437\n", + " 0.204288\n", " \n", " \n", " 3\n", - " 356.0\n", - " 0.550313\n", - " 0.020014\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.333722\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", + " 25.0\n", + " 0.256487\n", + " 0.008365\n", + " -3.944622\n", + " -5.320118\n", + " 262.173149\n", + " 0.306432\n", " \n", " \n", " 4\n", - " 366.0\n", - " 0.653589\n", - " 0.008747\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.444963\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", + " 37.0\n", + " 0.360273\n", + " 0.008784\n", + " -7.259080\n", + " -2.857294\n", + " 135.184937\n", + " 0.408576\n", " \n", " \n", " ...\n", @@ -425,156 +383,134 @@ " ...\n", " ...\n", " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", - " ...\n", " \n", " \n", - " 112\n", - " 1329.0\n", - " 12.659522\n", - " 0.007684\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 12.458966\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 1.png\n", + " 291\n", + " 3569.0\n", + " 29.644083\n", + " 0.008338\n", + " -648.535706\n", + " 293.886597\n", + " 186.621582\n", + " 29.723905\n", " \n", " \n", - " 113\n", - " 1342.0\n", - " 12.790576\n", - " 0.022109\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 12.570207\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 1.png\n", + " 292\n", + " 3582.0\n", + " 29.752441\n", + " 0.008339\n", + " -648.535706\n", + " 293.886597\n", + " 181.203705\n", + " 29.826049\n", " \n", " \n", - " 114\n", - " 1350.0\n", - " 12.879325\n", - " 0.021476\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 12.681448\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 1.png\n", + " 293\n", + " 3594.0\n", + " 29.852463\n", + " 0.007608\n", + " -648.535706\n", + " 293.886597\n", + " 176.202606\n", + " 29.928193\n", " \n", " \n", - " 115\n", - " 1358.0\n", - " 13.003794\n", - " 0.009670\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 12.792688\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", + " 294\n", + " 3606.0\n", + " 29.952478\n", + " 0.008333\n", + " -648.535706\n", + " 293.886597\n", + " 171.201797\n", + " 30.030337\n", " \n", " \n", - " 116\n", - " 1367.0\n", - " 13.125499\n", - " 0.019881\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 0.0\n", - " 12.903929\n", - " C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov...\n", - " 0.006944\n", - " 0.png\n", + " 295\n", + " 3618.0\n", + " 30.052504\n", + " 0.008339\n", + " -543.891724\n", + " 337.711304\n", + " 47.389679\n", + " 30.132481\n", " \n", " \n", "\n", - "

117 rows × 14 columns

\n", + "

296 rows × 7 columns

\n", "" ], "text/plain": [ - " frame time dt x y angle dx dy dxattempt \\\n", - "0 344.0 0.333333 0.333333 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "1 344.0 0.333333 0.333333 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "2 347.0 0.426411 0.058574 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "3 356.0 0.550313 0.020014 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "4 366.0 0.653589 0.008747 0.0 0.0 0.0 0.0 0.0 0.0 \n", - ".. ... ... ... ... ... ... ... ... ... \n", - "112 1329.0 12.659522 0.007684 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "113 1342.0 12.790576 0.022109 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "114 1350.0 12.879325 0.021476 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "115 1358.0 13.003794 0.009670 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "116 1367.0 13.125499 0.019881 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "\n", - " dyattempt volumes [s] \\\n", - "0 0.0 0.000000 \n", - "1 0.0 0.111241 \n", - "2 0.0 0.222482 \n", - "3 0.0 0.333722 \n", - "4 0.0 0.444963 \n", - ".. ... ... \n", - "112 0.0 12.458966 \n", - "113 0.0 12.570207 \n", - "114 0.0 12.681448 \n", - "115 0.0 12.792688 \n", - "116 0.0 12.903929 \n", + " frame time dt x y angle \\\n", + "0 3.0 0.033687 0.013687 -4.925304 -0.934952 99.568542 \n", + "1 5.0 0.061007 0.012778 -6.319367 -4.840402 216.368515 \n", + "2 14.0 0.154604 0.010692 -4.693817 -0.304601 102.497437 \n", + "3 25.0 0.256487 0.008365 -3.944622 -5.320118 262.173149 \n", + "4 37.0 0.360273 0.008784 -7.259080 -2.857294 135.184937 \n", + ".. ... ... ... ... ... ... \n", + "291 3569.0 29.644083 0.008338 -648.535706 293.886597 186.621582 \n", + "292 3582.0 29.752441 0.008339 -648.535706 293.886597 181.203705 \n", + "293 3594.0 29.852463 0.007608 -648.535706 293.886597 176.202606 \n", + "294 3606.0 29.952478 0.008333 -648.535706 293.886597 171.201797 \n", + "295 3618.0 30.052504 0.008339 -543.891724 337.711304 47.389679 \n", "\n", - " img duration filename \n", - "0 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "1 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "2 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "3 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "4 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - ".. ... ... ... \n", - "112 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 1.png \n", - "113 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 1.png \n", - "114 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 1.png \n", - "115 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "116 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", + " volumes [s] \n", + "0 0.000000 \n", + "1 0.102144 \n", + "2 0.204288 \n", + "3 0.306432 \n", + "4 0.408576 \n", + ".. ... \n", + "291 29.723905 \n", + "292 29.826049 \n", + "293 29.928193 \n", + "294 30.030337 \n", + "295 30.132481 \n", "\n", - "[117 rows x 14 columns]" + "[296 rows x 7 columns]" ] }, - "execution_count": 11, + "execution_count": 79, "metadata": {}, "output_type": "execute_result" } ], "source": [ + "np.unique(np.diff(uvrDat.posDf.frame.values))\n", "expDf" ] }, + { + "cell_type": "code", + "execution_count": 74, + "id": "ded888a5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "expDf = generateUnityExpDf(imgStack['volumes [s]'].values, uvrDat, imgMetadat, debugAlignmentPlots_params={'lims':[0,200]}, findImgFrameTimes_params={'smooth':True,'smoothing':3}).reset_index(drop=True)\n", + "# note the indices are rest because expDf is subsampled from unity data which has a much higher sample rate than the imaging data" + ] + }, + { + "cell_type": "markdown", + "id": "ac87b8eb", + "metadata": {}, + "source": [ + "`expDf` is now downsampled and contains values only from unity frames that were displayed at the beginning of each SI volume. \n", + "\n", + "**IMPORTANT**: remember to derive quantities (like speed and acceleration) before downsampling the unity values to SI rate to achieve greater accuracy (unity is >10x faster than imaging)." + ] + }, { "cell_type": "markdown", "id": "493bfcb8", @@ -590,50 +526,22 @@ "source": [ "In some situations it is useful to modify the uvrDat class object to contain the _interpolated_ SI time. An example of this is if we would like to derive quantities such as speed or acceleration or if one would like to account for multiple unity frames before the volume was collected instead of the unity frame just before the volume was collected. \n", "\n", - "**IMPORTANT**: uvrDat is mutable. " + "**USEFUL**: uvrDat is mutable. " ] }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 75, "id": "9f697b4c", "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Difference between first unity frame which dumps a high photodiode value and the first unity frame that starts logging photodiode values: 1.0\n", - "Number of imaging frames detected: 1050\n", - "Truncated recording. Difference in length: 18 imaging volumes\n" - ] - }, - { - "name": "stderr", - "output_type": "stream", - "text": [ - "/Users/chitniss/anaconda3/envs/unityvr/lib/python3.8/site-packages/scipy/interpolate/_interpolate.py:653: RuntimeWarning: divide by zero encountered in divide\n", - " slope = (y_hi - y_lo) / (x_hi - x_lo)[:, None]\n", - "/Users/chitniss/anaconda3/envs/unityvr/lib/python3.8/site-packages/scipy/interpolate/_interpolate.py:656: RuntimeWarning: invalid value encountered in multiply\n", - " y_new = slope*(x_new - x_lo)[:, None] + y_lo\n", - "/Users/chitniss/anaconda3/envs/unityvr/lib/python3.8/site-packages/scipy/interpolate/_interpolate.py:653: RuntimeWarning: divide by zero encountered in divide\n", - " slope = (y_hi - y_lo) / (x_hi - x_lo)[:, None]\n", - "/Users/chitniss/anaconda3/envs/unityvr/lib/python3.8/site-packages/scipy/interpolate/_interpolate.py:656: RuntimeWarning: invalid value encountered in multiply\n", - " y_new = slope*(x_new - x_lo)[:, None] + y_lo\n", - "/Users/chitniss/anaconda3/envs/unityvr/lib/python3.8/site-packages/scipy/interpolate/_interpolate.py:653: RuntimeWarning: divide by zero encountered in divide\n", - " slope = (y_hi - y_lo) / (x_hi - x_lo)[:, None]\n", - "/Users/chitniss/anaconda3/envs/unityvr/lib/python3.8/site-packages/scipy/interpolate/_interpolate.py:656: RuntimeWarning: invalid value encountered in multiply\n", - " y_new = slope*(x_new - x_lo)[:, None] + y_lo\n" - ] - } - ], + "outputs": [], "source": [ - "addImagingTimeToUvrDat(imgStack['volumes [s]'].values, uvrDat, imgMetadat, generateExpDf_params={'suppressDepugPlot':True, 'findImgFrameTimes_params':{'pdAlign':True, 'noFrameDropCorrection':False}});" + "addImagingTimeToUvrDat(imgStack['volumes [s]'].values, uvrDat, imgMetadat, generateExpDf_params={'suppressDepugPlot':True});" ] }, { "cell_type": "code", - "execution_count": 13, + "execution_count": 10, "id": "6058df93", "metadata": {}, "outputs": [ @@ -684,7 +592,7 @@ " 0.0\n", " 0.0\n", " 0.0\n", - " -inf\n", + " -0.111241\n", " \n", " \n", " 1\n", @@ -698,7 +606,7 @@ " 0.0\n", " 0.0\n", " 0.0\n", - " NaN\n", + " 0.000000\n", " \n", " \n", " 2\n", @@ -712,7 +620,7 @@ " 0.0\n", " 0.0\n", " 0.0\n", - " 0.148321\n", + " 0.111241\n", " \n", " \n", " 3\n", @@ -726,7 +634,7 @@ " 0.0\n", " 0.0\n", " 0.0\n", - " 0.185401\n", + " 0.139051\n", " \n", " \n", " 4\n", @@ -740,7 +648,7 @@ " 0.0\n", " 0.0\n", " 0.0\n", - " 0.222482\n", + " 0.166861\n", " \n", " \n", "\n", @@ -755,14 +663,14 @@ "4 347.0 0.426411 0.058574 0.0 0.0 0.0 0.0 0.0 0.0 0.0 \n", "\n", " volumes [s] \n", - "0 -inf \n", - "1 NaN \n", - "2 0.148321 \n", - "3 0.185401 \n", - "4 0.222482 " + "0 -0.111241 \n", + "1 0.000000 \n", + "2 0.111241 \n", + "3 0.139051 \n", + "4 0.166861 " ] }, - "execution_count": 13, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -789,7 +697,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 11, "id": "29c8ecfd", "metadata": {}, "outputs": [], @@ -797,27 +705,6 @@ "imgStack = truncateImgDataToUnityDf(imgStack, expDf)" ] }, - { - "cell_type": "code", - "execution_count": 15, - "id": "e05fc577", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Viewer(camera=Camera(center=(0.0, 89.5, 89.5), zoom=2.6617394923012903, angles=(0.0, 0.0, 90.0), perspective=0.0, mouse_pan=True, mouse_zoom=True), cursor=Cursor(position=(58.0, 3.0, 0.0, 0.0), scaled=True, size=1, style=), dims=Dims(ndim=4, ndisplay=2, last_used=0, range=((0.0, 117.0, 1.0), (0.0, 7.0, 1.0), (0.0, 180.0, 1.0), (0.0, 180.0, 1.0)), current_step=(58, 3, 89, 89), order=(0, 1, 2, 3), axis_labels=('0', '1', '2', '3')), grid=GridCanvas(stride=1, shape=(-1, -1), enabled=False), layers=[], help='use <2> for transform', status='Ready', tooltip=Tooltip(visible=False, text=''), theme='dark', title='napari', mouse_over_canvas=False, mouse_move_callbacks=[], mouse_drag_callbacks=[], mouse_double_click_callbacks=[], mouse_wheel_callbacks=[], _persisted_mouse_event={}, _mouse_drag_gen={}, _mouse_wheel_gen={}, keymap={})" - ] - }, - "execution_count": 15, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "napari.view_image(imgStack)" - ] - }, { "cell_type": "markdown", "id": "419adebe", @@ -828,306 +715,18 @@ }, { "cell_type": "code", - "execution_count": 16, - "id": "31a3d186", - "metadata": {}, - "outputs": [ - { - "data": { - "text/html": [ - "
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117 rows × 14 columns

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" - ], - "text/plain": [ - " frame time dt x y angle dx dy dxattempt \\\n", - "0 344.0 0.333333 0.333333 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "1 344.0 0.333333 0.333333 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "2 347.0 0.426411 0.058574 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "3 356.0 0.550313 0.020014 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "4 366.0 0.653589 0.008747 0.0 0.0 0.0 0.0 0.0 0.0 \n", - ".. ... ... ... ... ... ... ... ... ... \n", - "112 1329.0 12.659522 0.007684 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "113 1342.0 12.790576 0.022109 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "114 1350.0 12.879325 0.021476 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "115 1358.0 13.003794 0.009670 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "116 1367.0 13.125499 0.019881 0.0 0.0 0.0 0.0 0.0 0.0 \n", - "\n", - " dyattempt volumes [s] \\\n", - "0 0.0 0.000000 \n", - "1 0.0 0.111241 \n", - "2 0.0 0.222482 \n", - "3 0.0 0.333722 \n", - "4 0.0 0.444963 \n", - ".. ... ... \n", - "112 0.0 12.458966 \n", - "113 0.0 12.570207 \n", - "114 0.0 12.681448 \n", - "115 0.0 12.792688 \n", - "116 0.0 12.903929 \n", - "\n", - " img duration filename \n", - "0 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "1 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "2 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "3 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "4 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - ".. ... ... ... \n", - "112 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 1.png \n", - "113 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 1.png \n", - "114 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 1.png \n", - "115 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "116 C:\\Users\\labadmin\\Documents\\unityVR\\assets\\mov... 0.006944 0.png \n", - "\n", - "[117 rows x 14 columns]" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "expDf" - ] - }, - { - "cell_type": "code", - "execution_count": 17, + "execution_count": 12, "id": "53a38776", "metadata": {}, "outputs": [], "source": [ "# stimulus is saved as png. We need to extract the stimulus intensity from the file name. 0 is black image, 1 is bright image. \n", - "expDf['stim'] = expDf['filename'].fillna('0.png').apply(lambda x: int(x.split('_')[-1].split('.')[0]))" + "expDf['stim'] = expDf['filename'].apply(lambda x: int(x.split('_')[-1].split('.')[0]))" ] }, { "cell_type": "code", - "execution_count": 18, + "execution_count": 13, "id": "221d3a8d", "metadata": {}, "outputs": [], @@ -1139,7 +738,7 @@ "im = ax[0].imshow(maxProj[i], vmin=200, vmax = 2000)\n", "ax[0].axis('off');\n", "\n", - "line, = ax[1].plot(expDf['time'].values[i], expDf['stim'].values[i], 'ko')\n", + "line, = ax[1].plot(expDf['time'].values[:i+1], expDf['stim'].values[:i+1], 'k-')\n", "ax[1].set_xlim([0, expDf['time'].values[-1]])\n", "ax[1].set_ylim([-0.2,1.2])\n", "sns.despine()\n", @@ -1148,13 +747,13 @@ "\n", "def animate(i):\n", " im.set_array(maxProj[i])\n", - " line.set_xdata(expDf['time'].values[i]) \n", - " line.set_ydata(expDf['stim'].values[i]);" + " line.set_xdata(expDf['time'].values[:i+1]) \n", + " line.set_ydata(expDf['stim'].values[:i+1]);" ] }, { "cell_type": "code", - "execution_count": 19, + "execution_count": 14, "id": "e4c3e0fa", "metadata": {}, "outputs": [ @@ -1346,42 +945,42 @@ "\n", "\n", "
\n", - " \n", + " \n", "
\n", - " \n", + " oninput=\"anim57bb71c511264044959d24b9650c7630.set_frame(parseInt(this.value));\">\n", "
\n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", - " \n", "
\n", - "
\n", - " \n", - " \n", - " Once\n", + " \n", - " \n", - " Loop\n", + " \n", - " \n", + " \n", "
\n", "
\n", "
\n", @@ -1391,9 +990,9 @@ " /* Instantiate the Animation class. */\n", " /* The IDs given should match those used in the template above. */\n", " (function() {\n", - " var img_id = \"_anim_img062ea554d6624029896cdc519887bfa1\";\n", - " var slider_id = \"_anim_slider062ea554d6624029896cdc519887bfa1\";\n", - " var loop_select_id = \"_anim_loop_select062ea554d6624029896cdc519887bfa1\";\n", + " var img_id = \"_anim_img57bb71c511264044959d24b9650c7630\";\n", + " var slider_id = \"_anim_slider57bb71c511264044959d24b9650c7630\";\n", + " var loop_select_id = \"_anim_loop_select57bb71c511264044959d24b9650c7630\";\n", " var frames = new Array(117);\n", " \n", " frames[0] = \"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAfQAAAH0CAYAAADL1t+KAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90\\\n", @@ -3698,7 +3297,7 @@ "ScEgOt8oEgLVmZjOVN95hK4NvfOGk989Zu/nltEXa4qLFJNqmkIz+/aQ6IMhk997g8kSmn5MctY4\\\n", "QqAleX3NaD2AqznRMmVQtzLXtha1N0U5n24zLGh7KTYdozeNMMGTBO+177vp5E1CfJ1SpDH6Zo2N\\\n", 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Animation(frames, img_id, slider_id, 100.0,\n", " loop_select_id);\n", " }, 0);\n", " })()\n", @@ -348888,7 +348827,7 @@ "" ] }, - "execution_count": 19, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -348901,7 +348840,7 @@ { "cell_type": "code", "execution_count": null, - "id": "f27b348b", + "id": "af777837", "metadata": {}, "outputs": [], "source": [] @@ -348909,9 +348848,9 @@ ], "metadata": { "kernelspec": { - "display_name": "unityvr", + "display_name": "multifunction", "language": "python", - "name": "unityvr" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -348923,7 +348862,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.8.17" + "version": "3.8.20" } }, "nbformat": 4,