Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv

4161fcaa-4e63-4af4-a144-fe6d373449d6 c63c390a-d4cd-48c8-96cd-f2c7ce405798 4161fcaa-4e63-4af4-a144-fe6d373449d6 c63c390a-d4cd-48c8-96cd-f2c7ce405798 -1 false false 1 200 1 0 true false true true 0 0 2 15 0 0 0 0 false false c63c390a-d4cd-48c8-96cd-f2c7ce405798 00000000-0000-0000-0000-000000000000 -1 false false 1 1 1 0 true false true true 0 0 2 15 0 0 0 0 false false Libellé Column.PropertyText.Label 17 1 false 26 Sélectionné(s) Column.PropertyText.SelectedItems 0 1 true 26 Nom Column.Intrinsic.Name 0 0 false 200 Type de média Column.Intrinsic.MediaType 23 0 true 100 Fréquence d'images Column.Intrinsic.MediaTimebase 22 0 false 100 Début du média Column.Intrinsic.MediaStart 21 0 false 100 Fin du média Column.Intrinsic.MediaEnd 20 0 false 100 Durée du média Column.Intrinsic.MediaDuration 19 0 false 100 Point d'entrée vidéo Column.Intrinsic.VideoInPoint 35 0 false 100 Point de sortie vidéo Column.Intrinsic.VideoOutPoint 36 0 false 100 Durée vidéo Column.Intrinsic.VideoDuration 33 0 false 100 Point d'entrée audio Column.Intrinsic.AudioInPoint 3 0 true 100 Point de sortie audio Column.Intrinsic.AudioOutPoint 4 0 true 100 Durée audio Column.Intrinsic.AudioDuration 1 0 true 100 Début du sous-élément Column.Intrinsic.SubclipStart 39 0 false 100 Fin du sous-élément Column.Intrinsic.SubclipEnd 40 0 false 100 Durée du sous-élément Column.Intrinsic.SubclipDuration 41 0 false 100 Infos vidéo Column.Intrinsic.VideoInfo 34 0 false 100 Infos audio Column.Intrinsic.AudioInfo 2 0 false 150 Utilisation vidéo Column.Intrinsic.VideoUsage 38 0 true 100 Utilisation audio Column.Intrinsic.AudioUsage 6 0 true 100 Nom de la bande Column.Intrinsic.TapeName 30 0 false 100 Description Column.PropertyText.Description 15 0 false 100 Commentaire Column.PropertyText.Comment 10 1 true 100 Remarque Column.Intrinsic.LogNote 18 0 false 100 Chemin d'accès du média Column.Intrinsic.FilePath 16 0 true 100 Réglages d'acquisition Column.PropertyText.CaptureSettings 0 2 false 100 Etat Column.PropertyText.Status 29 0 false 100 Propriétés off-line Column.PropertyText.OfflineProperties 25 0 true 100 Nom du fichier média Column.Intrinsic.FileName 58 0 true 100 Scène Column.PropertyText.Scene 27 0 false 100 Plan Column.PropertyText.Shot 28 0 false 100 Client Column.PropertyText.Client 9 1 true 100 Bon(ne) Column.PropertyBool.Good 0 2 false 100 Column.PropertyBool.Good true Masquer Column.PropertyBool.Hide 0 2 false 100 Column.PropertyBool.Hide true Code temporel sonore Column.Intrinsic.SoundTimeCode 42 0 true 100 Déroul. sonore Column.PropertyText.SoundRoll 43 0 true 100 Pellicule Column.PropertyText.FilmCameraRoll 47 0 true 100 Pellicule quotidienne Column.PropertyText.FilmDailyRoll 48 0 true 100 Pellicule labo Column.PropertyText.FilmLabRoll 49 0 true 100 Code d’identification Column.PropertyText.FilmKeycode 50 0 true 100 Décalage de synchronisation Column.PropertyText.SyncOffset 44 0 true 100 Codec vidéo Column.PropertyText.Codec 45 0 true 100 Ordre des trames Column.PropertyText.FieldOrder 46 0 true 100 Doublure Column.PropertyText.Proxy 51 0 true 100 Projet verrouillé Column.PropertyText.BinLocked 52 0 true 100 ASC_SOP Column.PropertyText.ASCSOP 53 0 true 100 ASC_SAT Column.PropertyText.ASCSAT 54 0 true 100 LUT Column.PropertyText.Lut 55 0 true 100 LUT1 Column.PropertyText.Lut1 56 0 true 100 LUT2 Column.PropertyText.Lut2 57 0 true 100 Nom du fichier vidéo d’origine Column.PropertyText.OriginalVideoFileName 59 0 true 100 Nom du fichier audio d’origine Column.PropertyText.OriginalAudioFileName 60 0 true 100 Chemin d’accès au fichier de média de doublure Column.Intrinsic.ProxyFilePath 37 0 true 100 Nom du fichier de média de doublure Column.Intrinsic.ProxyFileName 61 0 true 100 Libellé Column.PropertyText.Label 17 1 false 26 Sélectionné(s) Column.PropertyText.SelectedItems 0 1 true 26 Nom Column.Intrinsic.Name 0 0 false 200 Type de média Column.Intrinsic.MediaType 23 0 true 100 Fréquence d'images Column.Intrinsic.MediaTimebase 22 0 false 100 Début du média Column.Intrinsic.MediaStart 21 0 false 100 Fin du média Column.Intrinsic.MediaEnd 20 0 false 100 Durée du média Column.Intrinsic.MediaDuration 19 0 false 100 Point d'entrée vidéo Column.Intrinsic.VideoInPoint 35 0 false 100 Point de sortie vidéo Column.Intrinsic.VideoOutPoint 36 0 false 100 Durée vidéo Column.Intrinsic.VideoDuration 33 0 false 100 Point d'entrée audio Column.Intrinsic.AudioInPoint 3 0 true 100 Point de sortie audio Column.Intrinsic.AudioOutPoint 4 0 true 100 Durée audio Column.Intrinsic.AudioDuration 1 0 true 100 Début du sous-élément Column.Intrinsic.SubclipStart 39 0 false 100 Fin du sous-élément Column.Intrinsic.SubclipEnd 40 0 false 100 Durée du sous-élément Column.Intrinsic.SubclipDuration 41 0 false 100 Infos vidéo Column.Intrinsic.VideoInfo 34 0 false 100 Infos audio Column.Intrinsic.AudioInfo 2 0 false 150 Utilisation vidéo Column.Intrinsic.VideoUsage 38 0 true 100 Utilisation audio Column.Intrinsic.AudioUsage 6 0 true 100 Nom de la bande Column.Intrinsic.TapeName 30 0 false 100 Description Column.PropertyText.Description 15 0 false 100 Commentaire Column.PropertyText.Comment 10 1 true 100 Remarque Column.Intrinsic.LogNote 18 0 false 100 Chemin d'accès du média Column.Intrinsic.FilePath 16 0 true 100 Réglages d'acquisition Column.PropertyText.CaptureSettings 0 2 false 100 Etat Column.PropertyText.Status 29 0 false 100 Propriétés off-line Column.PropertyText.OfflineProperties 25 0 true 100 Nom du fichier média Column.Intrinsic.FileName 58 0 true 100 Scène Column.PropertyText.Scene 27 0 false 100 Plan Column.PropertyText.Shot 28 0 false 100 Client Column.PropertyText.Client 9 1 true 100 Bon(ne) Column.PropertyBool.Good 0 2 false 100 Column.PropertyBool.Good true Masquer Column.PropertyBool.Hide 0 2 false 100 Column.PropertyBool.Hide true Code temporel sonore Column.Intrinsic.SoundTimeCode 42 0 true 100 Déroul. sonore Column.PropertyText.SoundRoll 43 0 true 100 Pellicule Column.PropertyText.FilmCameraRoll 47 0 true 100 Pellicule quotidienne Column.PropertyText.FilmDailyRoll 48 0 true 100 Pellicule labo Column.PropertyText.FilmLabRoll 49 0 true 100 Code d’identification Column.PropertyText.FilmKeycode 50 0 true 100 Décalage de synchronisation Column.PropertyText.SyncOffset 44 0 true 100 Codec vidéo Column.PropertyText.Codec 45 0 true 100 Ordre des trames Column.PropertyText.FieldOrder 46 0 true 100 Doublure Column.PropertyText.Proxy 51 0 true 100 Projet verrouillé Column.PropertyText.BinLocked 52 0 true 100 ASC_SOP Column.PropertyText.ASCSOP 53 0 true 100 ASC_SAT Column.PropertyText.ASCSAT 54 0 true 100 LUT Column.PropertyText.Lut 55 0 true 100 LUT1 Column.PropertyText.Lut1 56 0 true 100 LUT2 Column.PropertyText.Lut2 57 0 true 100 Nom du fichier vidéo d’origine Column.PropertyText.OriginalVideoFileName 59 0 true 100 Nom du fichier audio d’origine Column.PropertyText.OriginalAudioFileName 60 0 true 100 Chemin d’accès au fichier de média de doublure Column.Intrinsic.ProxyFilePath 37 0 true 100 Nom du fichier de média de doublure Column.Intrinsic.ProxyFileName 61 0 true 100 Accélération GPU Mercury Playback Engine (CUDA) 7ee0ab59-822d-44cc-ac10-16279d041016 7ee0ab59-822d-44cc-ac10-16279d041016 23.4.0x56 - 2023-05-20 8:47:33 PM 23.4.0x56 - 2023-05-20 9:11:58 PM b3739b17-c36a-4216-882e-bf52677a7421 26af1589-9d66-415a-885d-cac3321a76f1 Pro 50e95f55-9e04-46ca-b7d8-07a8ee11807f Production <?xml version="1.0" encoding="UTF-8" ?> <xmp_definitions> <xmp_schema namespace="http://ns.adobe.com/premierePrivateProjectMetaData/1.0/" prefix="premierePrivateProjectMetaData" label="$$$/Premiere/PrivateProProjectMetaData_label=Premiere Pro Project Metadata"> <xmp_property category="external" name="Column.Intrinsic.MotionFactory" type="text" label="[{"canAnimate":true,"type":6,"name":"Line 1","value":{"strDB":[{"localeString":"en_US","str":"MISTER HORSE’S"}]},"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"22e27f1d-0957-4028-97fc-8c99e8deab01","index":0},{"canAnimate":true,"type":6,"name":"Line 2","value":{"strDB":[{"localeString":"en_US","str":"GOT SOME REALLY"}]},"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"b8ec645f-9fcb-4351-9030-8d252ed21827","index":1},{"canAnimate":true,"type":6,"name":"Line 3","value":{"strDB":[{"localeString":"en_US","str":"NICE TOOLS"}]},"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"662b21b2-c135-43e3-ace3-bae6eaecdbcf","index":2},{"canAnimate":true,"type":6,"name":"Line 4","value":{"strDB":[{"localeString":"en_US","str":"CHECK IT OUT"}]},"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"21a307b1-8df4-4101-9d78-1e597554d51c","index":3},{"canAnimate":true,"type":2,"name":"Line Distance","value":110,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"8f52fdc3-c870-4bae-b75e-effe866e48d0","index":4},{"canAnimate":true,"type":1,"name":"Text Wave Animation","value":true,"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"b3eb2cbd-fd27-4351-b951-601b2b04ef37","index":5},{"canAnimate":true,"type":2,"name":"Skew","value":0,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"0d63484c-7f08-45da-875f-822e3ad4826b","index":6},{"canAnimate":true,"type":2,"name":"Round Corners","value":0,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"6fb0e55b-44e5-4651-a7ee-3a1e9a3cf265","index":7},{"canAnimate":true,"type":2,"name":"Scale","value":100,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"8d43203e-a32a-4c54-9ccc-93ee6a28ad7b","index":8},{"canAnimate":true,"type":5,"name":"Position ","value":{"x":0,"y":0},"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"96c71937-a960-4a04-8e21-eff0dcd92834","index":9},{"canAnimate":true,"type":1,"name":"Container Fill","value":false,"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"333c5969-dfea-4cea-9e16-89b5a2e00225","index":10},{"canAnimate":true,"type":1,"name":"Transparency (When fill is on)","value":false,"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"f1648796-b584-466e-8038-04deb0f0ebaf","index":11},{"canAnimate":true,"type":2,"name":"Container Opacity","value":100,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"8b99d27c-6222-4be4-96ce-13349f1ba401","index":12},{"canAnimate":true,"type":2,"name":"Container Stroke Width","value":8,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"7627d4d8-7be9-428a-8a12-6bcf1b374fc5","index":13},{"canAnimate":true,"type":4,"name":"Container Color Up","value":[1,1,1,1],"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"93f82f9c-cb89-4ea3-b03f-8902bb795412","index":14},{"canAnimate":true,"type":4,"name":"Container Color Down","value":[1,1,1,1],"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"4399810e-7a47-40c6-917c-a96ca3f4cf2f","index":15},{"canAnimate":true,"type":4,"name":"Text Color","value":[1,1,1,1],"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"5fb3482b-be88-4f7b-9e11-3bd3e4f46528","index":16},{"canAnimate":true,"type":10,"name":"Shadows","value":["667026fb-9303-410a-a50e-bdb70c1aad50","57b64886-9d2b-4a90-8f3b-780bdbc7ded1","368c20f1-031c-4861-b9b7-a8a80e54f62a","b8fb05c6-1353-4f2c-8903-f871021d65c2","64c27370-fece-4d18-9d0d-47ae69f4b9c2","b7954fdb-b2f7-41c6-bbe0-7bbd23568b99","267be198-38fd-4281-a77c-d53b86e32634","477d5b9a-f274-4106-bcbb-e891361fe710"],"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"59293615-7699-409b-8b43-257d377d78df","index":17},{"canAnimate":true,"type":2,"name":"Container Shadow Opacity","value":0,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"b8fb05c6-1353-4f2c-8903-f871021d65c2","index":18},{"canAnimate":true,"type":4,"name":"Container Shadow Color","value":[0.13333334028721,0.13333334028721,0.13333334028721,1],"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"368c20f1-031c-4861-b9b7-a8a80e54f62a","index":19},{"canAnimate":true,"type":2,"name":"Container Shadow Distance","value":9,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"57b64886-9d2b-4a90-8f3b-780bdbc7ded1","index":20},{"canAnimate":true,"type":3,"name":"Container Shadow Direction","value":45,"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"667026fb-9303-410a-a50e-bdb70c1aad50","index":21},{"canAnimate":true,"type":2,"name":"Text Shadow Opacity","value":0,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"477d5b9a-f274-4106-bcbb-e891361fe710","index":22},{"canAnimate":true,"type":3,"name":"Text Shadow Direction","value":135,"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"64c27370-fece-4d18-9d0d-47ae69f4b9c2","index":23},{"canAnimate":true,"type":2,"name":"Text Shadow Distance","value":10,"frameSize":{"x":1920,"y":1080},"min":0,"max":100,"item":"b7954fdb-b2f7-41c6-bbe0-7bbd23568b99","index":24},{"canAnimate":true,"type":4,"name":"Text Shadow Color","value":[0.12549020349979,0.12549020349979,0.12549020349979,1],"frameSize":{"x":1920,"y":1080},"min":null,"max":null,"item":"267be198-38fd-4281-a77c-d53b86e32634","index":25}]" /> <xmp_property category="external" name="Application" type="text" label="$$$/custom_xmp_schemas/Premiere20Pro20Project20Metadata/property_name/Application=Application" /> </xmp_schema> </xmp_definitions> 2 \\?\C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0\EOS.R\PierreBeaudry.AnalysisSitus.AdobePodcast.AI.prproj 3 1000004 true 1000000 Root Bin 00000000-0000-0000-0000-000000000000 00000000-0000-0000-0000-000000000000 102 102 200 10 10 20 20 false false {"graphicsWhiteLuminance":203,"lutInterpolationMethod":1} 0 0 true true true false false false 0 0 true true true false false false 0 0 true true true false false false 0 0 true true true false false false 1061109567 1096173910 true true true false false false C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 C:\Users\luctr\Documents\Adobe\Premiere Pro\23.0 false copy 0d33826b-91e1-46bd-b7ed-bf16e5ec0cb7 BE.Prefs.LabelColors.1 0 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv BE.Prefs.LabelColors.5 1 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk] BE.Prefs.LabelColors.2 2 Untitled - May 21, 2023.wav 8475667200 0,0,720,480 10,11 false 5292000 1 1061109567 1096173910 1685288558 24 false 100 false 3500 true 2 false false false false true 0 false 0 false false 1 0 1380013856 1 3 DV avi 0ae2b9b7-6efc-424f-aadf-1a2dedd5e8ff 8475667200 0,0,720,480 0 1380013856 Uncompressed 7938000 3 1 false 1 0 1 0 0 0 0 1061109567 1096173910 1685288560 24 false 100 false 3500 true 2 false false false false true 0 false 0 false false 1 0 1380013856 1 3 1061109567 1096173910 1685288560 24 false 100 false 3500 true 2 false false false false true 0 false 0 false false 1 0 1380013856 1 3 1061109567 1096173910 1685288560 24 false 100 false 3500 true 2 false false false false true 0 false 0 false false 1 0 1380013856 1 3 1061109567 1096173910 1685288560 24 false 100 false 3500 true 2 false false false false true 0 false 0 false false 1 0 1380013856 1 3 1061109567 1096173910 1685288558 24 false 100 false 3500 true 2 false false false false true 0 false 0 false false 1 0 1380013856 1 3 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 0551e2a0-6da1-4691-800e-b3ded5ca94f7 4 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk] 81 Untitled - May 21, 2023.wav 0551e2a0-6da1-4691-800e-b3ded5ca94f7 1 8475667200 0,0,720,480 10,11 false 5292000 1 8475667200 0,0,720,480 10,11 false 5292000 1 8475667200 0,0,720,480 10,11 false 5292000 1 8475667200 0,0,720,480 10,11 false 5292000 1 8475667200 0,0,720,480 10,11 false 5292000 1 8475667200 0,0,720,480 10,11 false 5292000 1 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 0 1425412282694400 8475667200 103 true 1 2 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 13408882 BE.Prefs.LabelColors.1 73a0b1c4-4098-4707-a568-876f87e6db92 false 13408882 BE.Prefs.LabelColors.1 30ad586d-8e55-44b3-9678-b78d6c8380c2 false [{"channellabel":100},{"channellabel":101}] 9223372036854775807 true 1 2 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 5814353 BE.Prefs.LabelColors.5 d7d9430d-d7c9-4070-94cf-6d945a7c8f96 false [{"channellabel":100},{"channellabel":101}] 5814353 BE.Prefs.LabelColors.5 717de80e-bf40-46b7-8020-80b517412aee false 1 Untitled - May 21, 2023.wav 0 1425419928576000 5292000 200 true 1 0 5292000 1 [{"channellabel":0}] 10016297 BE.Prefs.LabelColors.2 4c2475ed-1038-4711-8d83-811bf86196cd false [{"channellabel":0}] byGUID 5954c3c8-e509-8517-bf1a-6f5e00000024 5954c3c8-e509-8517-bf1a-6f5e00000024 1425412282694400 1425412282694400 0 1 1 1425412282694400 0 1 1425412282694400 1 byGUID 94cc8d5d-ac7d-44d5-dd22-f21000000024 00000000-0000-0000-0000-000000000000 1425419928576000 0 0 AQAAAAAAAAAgAAAAAAAAAAEAAAAAAAAAAAAAAAAAAAE= NQA5ADUANABjADMAYwA4AC0AZQA1ADAAOQAtADgANQAxADcALQBiAGYAMQBhAC0ANgBmADUAZQAwADAAMAAwADAAMAAyADQA ..\..\..\..\..\..\..\..\V:\Pierre Beaudry\Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv V:\Pierre Beaudry\Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 1fa18bfa-255c-44b1-ad73-56bcd99fceaf Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 15e4eb1d-e196-447d-8999-256b3c64bae8 V:\Pierre Beaudry\Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 5954c3c8-e509-8517-bf1a-6f5e00000024 5292000 0 0 0 1 [] [{"mNumber":0,"mState":2},{"mNumber":-1,"mState":0},{"mNumber":-1,"mState":0}] [] [{"mNumber":0,"mState":0},{"mNumber":-1,"mState":0},{"mNumber":-1,"mState":0}] 686410383859200 200 9678af98-a7b7-4bdb-b477-7ac9c8df4a4e 720 1280 1061109567 1634755443 EncoderPresets\SequencePreview\9678af98-a7b7-4bdb-b477-7ac9c8df4a4e\QuickTime.epr false false 103 0 1425412281636000 0 1425412282694400 0 0.5 0 0 236 0 0.15528763846538171 0 683961988645324 228cda18-3625-4d2d-951e-348879e4ed93 80b8e3d5-6dca-4195-aefb-cb5f407ab009 d8143ffe-eec4-4d2a-a909-d5f7bf094dc5 2 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk] f207e76a-91bb-b1d1-023f-5c54000000ea 0 0 0 1 OQA0AGMAYwA4AGQANQBkAC0AYQBjADcAZAAtADQANABkADUALQBkAGQAMgAyAC0AZgAyADEAMAAwADAAMAAwADAAMAAyADQA ..\..\..\..\..\..\..\..\A:\Adobe Podcast\Untitled - May 21, 2023.wav A:\Adobe Podcast\Untitled - May 21, 2023.wav 1fa18bfa-255c-44b1-ad73-56bcd99fceaf Untitled - May 21, 2023.wav de978b8e-87f8-4706-a50a-4151d3953c88 A:\Adobe Podcast\Untitled - May 21, 2023.wav 94cc8d5d-ac7d-44d5-dd22-f21000000024 5292000 0 0 5292000 E:\AE.CACHE\Conformed Media Cache\Cache\Media Cache Files\Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 48000.cfa E:\AE.CACHE\Conformed Media Cache\Cache\Peak Files\2023-05-20\Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 48000.pek 6 1425412282694400 [{"channellabel":100},{"channellabel":101}] {} {} false 00000000-0000-0000-0000-000000000000 8475667200 0,0,1280,720 1425412282694400 4294967295 8475667200 4 0,0,1280,720 1,1 0 true {"ambisonicsHRIR":"","ambisonicsMonitoringType":0,"capturedHorizontalView":0,"capturedVerticalView":0,"fieldOfHorizontalView":108,"fieldOfVerticalView":108,"projectionType":0,"stereoscopicEye":0,"stereoscopicType":0,"version":3} {"workingSpaceConfigVersion":1,"workingSpaceID":"BT.709 RGB Full","workingSpaceIsLinearized":0} {"baseColorProfile":{"colorProfileName":"BT.709 RGB Full"},"baseProfileType":1} {"autoToneMapEnabled":true,"graphicsWhiteLuminance":203,"lutInterpolationMethod":1} 5292000 5 0 ce943348-af29-49f9-b25a-2d09c66659ef 2 8475667200 1 5292000 E:\AE.CACHE\Conformed Media Cache\Cache\Peak Files\2023-05-20\Untitled - May 21, 2023.wav 48000.pek E:\AE.CACHE\Conformed Media Cache\Cache\Peak Files\2023-05-20\Untitled - May 21, 2023.wav 48000.pek 3 1425419928576000 [{"channellabel":0}] 1000002 0 1425412282694400 0,0,1280,720 1,1 687517622668800 0 1425412282694400 1000003 0 1425412282694400 aabe3e18-a010-4712-a5f8-3fda78df522a 0 0 1 0 25 0 228cda18-3625-4d2d-951e-348879e4ed93 0 1 false true false 228cda18-3625-4d2d-951e-348879e4ed93 0 228cda18-3625-4d2d-951e-348879e4ed93 0 -1 0 0 0 25 0 228cda18-3625-4d2d-951e-348879e4ed93 1 2 false true false 228cda18-3625-4d2d-951e-348879e4ed93 1 228cda18-3625-4d2d-951e-348879e4ed93 1 -1 0 0 0 25 0 228cda18-3625-4d2d-951e-348879e4ed93 2 3 false true false 228cda18-3625-4d2d-951e-348879e4ed93 2 228cda18-3625-4d2d-951e-348879e4ed93 2 true 0 2 1 0 0 25 0 80b8e3d5-6dca-4195-aefb-cb5f407ab009 0 2 false true false 80b8e3d5-6dca-4195-aefb-cb5f407ab009 0 80b8e3d5-6dca-4195-aefb-cb5f407ab009 0 1 1 1 1 5292000 4294967279 0 0 d520ebc4-2c02-4f0a-a741-a67d06747fc5 0 true -1 0 1 0 0 25 0 80b8e3d5-6dca-4195-aefb-cb5f407ab009 1 3 false true false 80b8e3d5-6dca-4195-aefb-cb5f407ab009 1 80b8e3d5-6dca-4195-aefb-cb5f407ab009 1 1 1 1 1 5292000 4294967279 0 0 59ae4e56-d7ab-4a80-b9e7-bbc549bbbfda 0 true -1 0 1 0 0 25 0 80b8e3d5-6dca-4195-aefb-cb5f407ab009 2 4 false true false 80b8e3d5-6dca-4195-aefb-cb5f407ab009 2 80b8e3d5-6dca-4195-aefb-cb5f407ab009 2 1 1 1 1 5292000 4294967279 0 0 ecce1c58-2ab0-4ce4-8544-10ce52f7a333 0 3 1 0 1 5292000 4294967279 0 0 77472ad6-e4d0-4e35-aaad-ef1b244636a6 2 0 25 0 80b8e3d5-6dca-4195-aefb-cb5f407ab009 0 1 false true false 2 4294967295 true 1 true 2 Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 0 1 4294967295 true 1 2 1 5292000 1 [{"channellabel":100},{"channellabel":101}] Pierre Beaudry Class #6 Analysis Situs [XBvGSvHJzpk].mkv 0 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 4294967280 false false 0 0 5292000 1 [{"channellabel":100},{"channellabel":101}] 0 1425412282694400 d4b594f7-15f7-4bce-87b4-21a43b01be98 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 4294967280 false false 0 0 5292000 1 [{"channellabel":100},{"channellabel":101}] 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 4294967280 false false 0 0 5292000 1 [{"channellabel":100},{"channellabel":101}] 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 4294967280 false false 0 0 5292000 1 [{"channellabel":100},{"channellabel":101}] 1 1 1 5292000 [{"channellabel":100},{"channellabel":101}] 13408882 BE.Prefs.LabelColors.1 e29936b3-db5e-4a2a-9fb8-c090ed7021ed 0 1425412282694400 3 false false 0 0 5292000 1 [{"channellabel":100},{"channellabel":101}] EiBuYWZldFMBAAAAAQAAAAIAAAA= 82882adc-18cb-475b-b237-597576a5e707 -1 0 {"in":[{"layout":[100,101],"name":"","type":0}],"out":[{"layout":[100,101],"name":"","type":0}]} true true 4 false false 0 0 5292000 1 [{"channellabel":100},{"channellabel":101}] 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 c6762838-e451-4d22-9c90-b0eaa734605a -1 0 {"in":[{"layout":[100,101],"name":"","type":0}],"out":[{"layout":[100,101],"name":"","type":0}]} 13408882 BE.Prefs.LabelColors.1 6a1b18e7-3e59-4ad9-866f-15d39979c943 0 1425412282694400 [{"channellabel":100},{"channellabel":101}] 1 false false 0 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 2 false false 0 2 5292000 1 [{"channellabel":100},{"channellabel":101}] Balance 2 true true 224146000315200 -91445760000000000,0.5,0,0,0,0,0,0 0.5 1 4294967295 true 1 0 5292000 1 [{"channellabel":0}] Untitled - May 21, 2023.wav 0 1 false false 0 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 2 false false 0 2 5292000 1 [{"channellabel":100},{"channellabel":101}] Balance 2 true true 224146000402900 -91445760000000000,0.5,0,0,0,0,0,0 0.5 1 false false 0 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 2 false false 0 2 5292000 1 [{"channellabel":100},{"channellabel":101}] Balance 2 true true 224146000464100 -91445760000000000,0.5,0,0,0,0,0,0 0.5 1 false false 0 1 5292000 1 [{"channellabel":100},{"channellabel":101}] 2 false false 0 2 5292000 1 [{"channellabel":100},{"channellabel":101}] false false Ignorer 4 224346007722800 false Mode 2 true 224346007742600 false false Ignorer 4 224366716175500 false Gain % 2 true 224366716195700 -91445760000000000,0.702778100967,0,0,0,0,0,0 0.70277810096740723 false Ajustement du gain dB 2 true 224366716206900 -91445760000000000,0.600000023842,0,0,0,0,0,0 0.60000002384185791 false Gain automatique 2 true 224366716213200 -91445760000000000,0.,0,0,0,0,0,0 0 false Type de rayon 2 true 224366716219600 -91445760000000000,0.,0,0,0,0,0,0 0 false Signal de différence de sortie 2 true 224366716225400 -91445760000000000,0.,0,0,0,0,0,0 0 0 1 5.6234130859375 Volume dB 2 224146000262000 Silence 4 224146000267800 10016297 BE.Prefs.LabelColors.2 aa7ceac3-fff8-4397-9724-3737d3829073 0 1425412282694400 [{"channellabel":0}] 5.6234130859375 Volume dB 2 224146000375700 Silence 4 224146000379100 -91445760000000000,true,0,0,0,0,0,0 true 5.6234130859375 Volume dB 2 224146000438500 Silence 4 224146000441900 5.6234130859375 Volume dB 2 224145999800300 Silence 4 224145999810100 0