{"$:/DefaultTiddlers":"mbt-c_public","$:/GoogleAnalyticsAccount":"afc-base-theme","$:/GoogleAnalyticsMeasurementID":"afc-base-theme","$:/Import!!popup-child-and-female-therapist-300x200.jpg":"mbt-c_public","$:/SiteSubtitle":"mbt-c_public","$:/SiteTitle":"mbt-c_public","$:/_AFC/AboveStory/Logo":"afc-base-theme","$:/_AFC/EditDraftInfoSegment":"afc-base-theme","$:/_AFC/Fonts/UseFonts":"afc-base-theme","$:/_AFC/MBT-PC/Macros":"mbt-c_public","$:/_AFC/MBT-PC/Palette":"mbt-c_public","$:/_AFC/MBT-PC/Styles":"mbt-c_public","$:/_AFC/Macros/Image":"afc-base-theme","$:/_AFC/Macros/YouTube":"afc-base-theme","$:/_AFC/Palette":"mbt-c_public","$:/_AFC/SharimsMacros":"mbt-c_public","$:/_AFC/SideButtons":"mbt-c_public","$:/_AFC/SideButtons/Styles":"mbt-c_public","$:/_AFC/Startup/ConfigurePreview":"afc-base-theme","$:/_AFC/Styles/Bubbles":"afc-base-theme","$:/_AFC/Styles/DocLinks":"afc-base-theme","$:/_AFC/Styles/FadedSidebar":"afc-base-theme","$:/_AFC/Styles/HideEditButton":"afc-base-theme","$:/_AFC/Styles/Overrides":"afc-base-theme","$:/_AFC/Styles/TopMenu":"afc-base-theme","$:/_AFC/SurveyBanner":"afc-base-theme","$:/_AFC/SurveyBanner/Styles":"afc-base-theme","$:/_AFC/TagDropdown/NewHere":"afc-base-theme","$:/_AFC/TagNavigation/Styles":"afc-base-theme","$:/_AFC/TagNavigationMacro":"afc-base-theme","$:/_AFC/TiddlerInfo/Text":"afc-base-theme","$:/_AFC/consent-banner/buttons/login":"afc-base-theme","$:/_AFC/grey-wordmark.svg":"afc-base-theme","$:/_Macros/ImageLink":"afc-base-theme","$:/_Macros/LinkDoc":"afc-base-theme","$:/_Macros/LinkPDF":"afc-base-theme","$:/_Macros/Video":"afc-base-theme","$:/_Menu/Home":"mbt-c_public","$:/_Menu/Private":"mbt-c_public","$:/_Menu/Resources":"mbt-c_public","$:/_Menu/Resources/DropDown":"mbt-c_public","$:/_Menu/Staying on Model":"mbt-c_public","$:/_Menu/TOC":"mbt-c_public","$:/_Menu/Theory":"mbt-c_public","$:/_Menu/Theory/DropDown":"mbt-c_public","$:/_Menu/Therapy":"mbt-c_public","$:/_Menu/Therapy/DropDown":"mbt-c_public","$:/config/BitmapEditor/Colour":"mbt-c_public","$:/config/BitmapEditor/LineWidth":"mbt-c_public","$:/config/BitmapEditor/Opacity":"mbt-c_public","$:/config/ColourPicker/New":"mbt-c_public","$:/config/ColourPicker/Recent":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/control-panel":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/full-screen":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/home":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/import":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-image":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-journal":"mbt-c_public","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/permaview":"mbt-c_public","$:/config/RelinkOnRename":"mbt-c_public","$:/config/TimestampDisable":"mbt-c_public","$:/config/ViewToolbarButtons/Visibility/$:/plugins/federatial/print/button":"afc-base-theme","$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/contents":"afc-base-theme","$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/server":"afc-base-theme","$:/config/plugins/tiddlywiki/consent-banner/greeting-message":"afc-base-theme","$:/core/ui/MoreSideBar/Drafts":"afc-base-theme","$:/core/ui/SideBar/Tools":"mbt-c_public","$:/core/ui/ViewTemplate/subtitle":"afc-base-theme","$:/favicon.ico":"afc-base-theme","$:/language/SideBar/Open/Caption":"mbt-c_public","$:/language/SideBar/Recent/Caption":"mbt-c_public","$:/layout":"mbt-c_public","$:/palette":"mbt-c_public","$:/plugins/federatial/print/button":"afc-base-theme","$:/plugins/federatial/print/styles":"afc-base-theme","$:/plugins/federatial/print/template":"afc-base-theme","$:/plugins/federatial/print/template/inner":"afc-base-theme","$:/plugins/federatial/print/window":"afc-base-theme","$:/plugins/federatial/xememex/status-button":"afc-base-theme","$:/plugins/tiddlywiki/comments":"mbt-c_public","$:/plugins/tiddlywiki/comments/sidebar":"mbt-c_public","$:/plugins/tiddlywiki/consent-banner":"afc-base-theme","$:/plugins/tiddlywiki/googleanalytics":"afc-base-theme","$:/plugins/tiddlywiki/menubar":"afc-base-theme","$:/tags/MenuBar":"mbt-c_public","$:/tags/Static/TopMenu":"mbt-c_public","$:/tags/TopMenu":"mbt-c_public","$:/tags/ViewTemplate":"afc-base-theme","$:/theme":"mbt-c_public","$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth":"mbt-c_public","$:/themes/tiddlywiki/vanilla/options/sidebarlayout":"mbt-c_public","$:/themes/tiddlywiki/vanilla/settings/backgroundimage":"mbt-c_public","133834900.jpg":"mbt-c_public","149399784.jpg":"mbt-c_public","163018786.jpg":"mbt-c_public","164155047.jpg":"mbt-c_public","465057533.jpg":"mbt-c_public","A Family Activity or Game":"mbt-c_public","AF-logo-RGB-Green.png":"mbt-c_public","Additional Contents":"mbt-c_public","After the End of Therapy: “Booster Sessions”":"mbt-c_public","An Interest in the Mind not just Behavior":"mbt-c_public","Anna Freud National Centre for Children and Families":"mbt-c_public","Assessing Affect Regulation in the Child":"mbt-c_public","Assessing Attention Control or Basic Self-Regulation in the Child":"mbt-c_public","Assessment":"mbt-c_public","Assessment Meetings With the Child":"mbt-c_public","Assessment Meetings With the Parents":"mbt-c_public","Assessment Phase (3-4 Meetings Before Beginning MBT-C)":"mbt-c_public","Assessment of cases":"mbt-c_public","Attachment Relationship":"mbt-c_public","Attention Control & Affect Regulation":"mbt-c_public","Attention regulating interventions":"mbt-c_public","Attunement, Mirroring, and Contingent Coordination":"mbt-c_public","Back Arrows_MBT-C.PNG":"mbt-c_public","Barnet":"mbt-c_public","Building Foundations to Support Mentalizing":"mbt-c_public","CAI deutsch.pdf":"mbt-c_public","CORC and evaluation":"mbt-c_public","CRFS deutsch.pdf":"mbt-c_public","Case Formulation - Contribution to Workbook - Roland Mueller.pdf":"mbt-c_public","Checking In and Explaining What Might Happen Next":"mbt-c_public","Checking-In or Booster Sessions":"mbt-c_public","Clarifying and Naming Feeling States":"mbt-c_public","Clinical Case Studies":"mbt-c_public","Coming to the end of the work with Parents":"mbt-c_public","Comment by 'mariannemcgowan' on 'Mentalizing Development'":"mbt-c_public","Comment by 'sharimponticelli' on 'Accreditation'":"mbt-c_public","Comment by 'sharimponticelli' on 'Attachment and Breaks in Mentalizing'":"mbt-c_public","Comment by 'sharimponticelli' on 'Emma - March 2020'":"mbt-c_public","Comment by 'sharimponticelli' on 'How to edit the MBT-C Workbook'":"mbt-c_public","Comment by 'sharimponticelli' on 'How to use MBT-C Workbook'":"mbt-c_public","Comment by 'sharimponticelli' on 'Sessions 4–8: The Middle Phase'":"mbt-c_public","Comment by 'sharimponticelli' on 'Structure and Aims'":"mbt-c_public","Comment by 'sharimponticelli' on 'Therapist Stance'":"mbt-c_public","Conclusion":"mbt-c_public","Contact us":"mbt-c_public","Creating Mentalizing Narratives around Traumatic Events":"mbt-c_public","Culturally Sensitive Practice":"mbt-c_public","Curiosity and the Not-Knowing (Inquisitive Stance)":"mbt-c_public","Deciding when it is time to stop or carry on":"mbt-c_public","Definition of Mentalizing":"mbt-c_public","Developmental considerations":"mbt-c_public","Different Modes of Non-Mentalizing in Children":"mbt-c_public","Dimensions of Mentalizing":"mbt-c_public","Direct Work with Children":"mbt-c_public","Direct Work with Parents":"mbt-c_public","Direct Work with Parents or Carers":"mbt-c_public","Disseminating the Wiki":"mbt-c_public","Draft of 'Welcome to the MBT-C Online Workbook' by marthareilly":"mbt-c_public","Ensuring that Interventions are Adapted to the Right Level for the Child":"mbt-c_public","Evaluating Outcomes":"mbt-c_public","Examples of MBT-PC Special Macros":"mbt-c_public","Explicit Mentalizing Capacity and Where Mentalizing Breaks Down":"mbt-c_public","Failures in Mentalizing related to Trauma, Abuse and Neglect":"mbt-c_public","Families":"mbt-c_public","Family Introductions":"mbt-c_public","Feedback and Review Session":"mbt-c_public","Fidelity Scale":"mbt-c_public","Finding out about the Problem":"mbt-c_public","Focus Formulation":"mbt-c_public","Formatting Pages in AFNCCF Manuals":"mbt-c_public","Further Materials on MBT-C Stance":"mbt-c_public","Gathering Impressions Into a Case Formulation":"mbt-c_public","Home":"mbt-c_public","HomeContents":"mbt-c_public","How to edit MBT-C Workbook":"mbt-c_public","How to use MBT-C Workbook":"mbt-c_public","Iceberg Analogy.jfif":"mbt-c_public","Identifying Triggers for Strong Emotions":"mbt-c_public","Initial meeting child and family or carers":"mbt-c_public","Interventions around Breakdown of Mentalizing":"mbt-c_public","Interventions around explicit mentalizing":"mbt-c_public","Introducing the Time-Limited Nature of the Work":"mbt-c_public","KE.PNG":"mbt-c_public","Karen Ensink.PNG":"mbt-c_public","Karin Lindqvist.PNG":"mbt-c_public","Keeping Endings in Mind":"mbt-c_public","Links to Google Docs":"mbt-c_public","Local Versions":"mbt-c_public","MBT-C":"mbt-c_public","MBT-C Adherence Scale (MBT-CAS) - October 2020.pdf":"mbt-c_public","MBT-C Authors":"mbt-c_public","MBT-C During the Covid-19 Outbreak":"mbt-c_public","MBT-C Overview":"mbt-c_public","MBT-C Resources":"mbt-c_public","MBT-C Stance":"mbt-c_public","MBT-C Supervisors":"mbt-c_public","MBT-C Theory":"mbt-c_public","MBT-C Therapy":"mbt-c_public","MBT-C Workbook Index":"mbt-c_public","MBT_C_Fidelity_Scale_Mar_2020.docx":"mbt-c_public","MZdefined.PNG":"mbt-c_public","MainMenu":"mbt-c_public","Meeting the Child and Family for the First Time":"mbt-c_public","Ment_Dimensions.PNG":"mbt-c_public","Mentalization Video Teachings":"mbt-c_public","Mentalizing":"mbt-c_public","Mentalizing Development":"mbt-c_public","Mentalizing Difficulties and Childhood Disorders":"mbt-c_public","Mentalizing Games & Other Activities to use in Therapy":"mbt-c_public","Mentalizing Technique & General Principles":"mbt-c_public","Mentalizing stance":"mbt-c_public","Mentalizing the Play":"mbt-c_public","Mentalizing the Relationship":"mbt-c_public","Mentalizing: Key Ideas & Quotes":"mbt-c_public","Monitoring Misunderstandings":"mbt-c_public","Moving Toward Goodbye":"mbt-c_public","Nick Midgely.PNG":"mbt-c_public","Nicole Muller.PNG":"mbt-c_public","Norka Malberg.PNG":"mbt-c_public","One Therapist or Two?":"mbt-c_public","Ostensive communication":"mbt-c_public","Outcome Measures":"mbt-c_public","Outline of MBT-C Assessment":"mbt-c_public","Overarching Aims of MBT-C":"mbt-c_public","Overview of MBT-C":"mbt-c_public","Overview of MBT-C Treatment Phases":"mbt-c_public","Papers and Books":"mbt-c_public","Parent involvement":"mbt-c_public","Parents Role in the Development of Mentalizing":"mbt-c_public","Phases of time-limited MBT-C.PNG":"mbt-c_public","Picture1.jpg":"mbt-c_public","Picture2.png":"mbt-c_public","Play centered approaches for enhancing attention to mentalizing":"mbt-c_public","Preparing the Child and Parents for the Review Session":"mbt-c_public","Pretend Mode":"mbt-c_public","Psychic Equivalent Mode":"mbt-c_public","Psychodynamic":"mbt-c_public","Re__Reminder__MBTC_webinar.zip":"mbt-c_public","Reflective Functioning":"mbt-c_public","Resources":"mbt-c_public","Review Meeting":"mbt-c_public","Roland Müller - Mentalisierungsfördernde Spiele.pdf":"mbt-c_public","Rose and Marianne":"mbt-c_public","Service Evaluation Data Collection-Barnet":"mbt-c_public","Sessions 1–3: Initial Phase of MBT– C":"mbt-c_public","Sessions 4–8: The Middle Phase":"mbt-c_public","Sessions 9–12: Ending Phase":"mbt-c_public","Setting Goals":"mbt-c_public","SiteIcon":"mbt-c_public","SiteTitle":"mbt-c_public","Staying on Model":"mbt-c_public","Steering Group":"mbt-c_public","Stimulating the Play Narrative":"mbt-c_public","Stop and Rewind":"mbt-c_public","Structure and Aims":"mbt-c_public","Supervision":"mbt-c_public","Tags or Chapters":"mbt-c_public","Take Home Messages":"mbt-c_public","Teleological Mode":"mbt-c_public","The Development of Mentalizing":"mbt-c_public","The Importance for Mentalizing":"mbt-c_public","The Importance of Mentalizing":"mbt-c_public","The Last Phase of Therapy":"mbt-c_public","The MBTC Register":"mbt-c_public","The Mentalizing Stance in work with Parents":"mbt-c_public","The Physical Setting for MBT-C":"mbt-c_public","The Review Meeting":"mbt-c_public","The Therapeutic Presence of the MBT– C Therapist":"mbt-c_public","The capacity to mentalize at different stages of development":"mbt-c_public","The language of regulation":"mbt-c_public","TheoryContents":"mbt-c_public","Therapist Stance":"mbt-c_public","TherapistsContents":"mbt-c_public","TherapyContents":"mbt-c_public","Time as a Framework for MBT-C":"mbt-c_public","Time-Limited MBT–C is Play Centered":"mbt-c_public","Tree of life":"mbt-c_public","Two or three meetings with the child":"mbt-c_public","Two or three meetings with the parents or carers":"mbt-c_public","Underdeveloped Mentalizing in Children":"mbt-c_public","Using Supervision to Support the Mentalizing Stance":"mbt-c_public","Using a Focus Formulation":"mbt-c_public","Using the MBTC Workbook in Supervision":"mbt-c_public","Using the Manual in Training":"mbt-c_public","Using the Manual in Your Local Team":"mbt-c_public","Videos":"mbt-c_public","Videos about the Development of Mentalizing":"mbt-c_public","Welcome to the AFC Post-Adoption Team's Manual":"mbt-c_public","Welcome to the MBT-C Online Workbook":"mbt-c_public","What good Mentalizing looks like":"mbt-c_public","When Children Cannot Engage in Symbolic Play":"mbt-c_public","When Parents struggle to Mentalize":"mbt-c_public","When Therapy Ends Unexpectedly":"mbt-c_public","Which Children might benefit from MBT-C?":"mbt-c_public","Working With Foster Parents":"mbt-c_public","Working With Pretend Mode":"mbt-c_public","Working with Strengths, Encouraging Observation, and Promoting Play":"mbt-c_public","_GoogleDocsIcons_docs":"afc-base-theme","_GoogleDocsIcons_sheets":"afc-base-theme","_GoogleDocsIcons_slides":"afc-base-theme","aaron-burden-stF4NDMbH24-unsplash (1).jpg":"mbt-c_public","affective disorders":"mbt-c_public","alphabet-blocks-blur-591652.jpg":"mbt-c_public","anastasia-petrova-xu2WYJek5AI-unsplash (1).jpg":"mbt-c_public","angry child.jpg":"mbt-c_public","angry child2.jpg":"mbt-c_public","anxiety disorders":"mbt-c_public","attachment disorders":"mbt-c_public","autistic spectrum disorder (ASD)":"mbt-c_public","behaviour problems":"mbt-c_public","ben-wicks-iDCtsz-INHI-unsplash (1).jpg":"mbt-c_public","book staircase.jpg":"mbt-c_public","brain cogs.jpg":"mbt-c_public","caroline-attwood-4x07l4FHA6w-unsplash (1).jpg":"mbt-c_public","child and dinosaurs.jpg":"mbt-c_public","child and therapist.jpg":"mbt-c_public","child with ball.jpg":"mbt-c_public","child-and-female-therapist-300x200.jpg":"mbt-c_public","daiga-ellaby-7edWO30e32k-unsplash.jpg":"mbt-c_public","diego-ph-SZYreZsJ-fE-unsplash (1).jpg":"mbt-c_public","download.1.jfif":"mbt-c_public","dsc_0334.jpg":"mbt-c_public","feelings picture book.jpg":"mbt-c_public","good mentalizing.PNG":"mbt-c_public","joshua-ness-225844-unsplash1.jpg":"mbt-c_public","kelly-sikkema-JRVxgAkzIsM-unsplash.jpg":"mbt-c_public","kl.PNG":"mbt-c_public","last phase of assessment":"mbt-c_public","liza vignette.jpg":"mbt-c_public","luciano-de-sa-ObwMZBdEWdI-unsplash (1).jpg":"mbt-c_public","marisa-howenstine-Cq9slNxV8YU-unsplash.jpg":"mbt-c_public","mbtc.jpg":"mbt-c_public","michal-parzuchowski-W9ULJJwG2fA-unsplash.jpg":"mbt-c_public","navigating image mbt-c.jpg":"mbt-c_public","navigating.jpg":"mbt-c_public","neonbrand-1-aA2Fadydc-unsplash (1).jpg":"mbt-c_public","next.svg":"mbt-c_public","nm.PNG":"mbt-c_public","nm2.PNG":"mbt-c_public","nm3.PNG":"mbt-c_public","parent and child.jpg":"mbt-c_public","parent therapy.jpeg":"mbt-c_public","pattern-texture-gig-posters-tutorial-11c.jpg":"mbt-c_public","pavan-trikutam-71CjSSB83Wo-unsplash (1).jpg":"mbt-c_public","pervasive developmental disorder (PDD)":"mbt-c_public","play therapy.jpg":"mbt-c_public","playing cards.jpg":"mbt-c_public","referral pathway draft":"mbt-c_public","rose-mortimer.png":"mbt-c_public","sandy-millar-nuS2GDpCDoI-unsplash.jpg":"mbt-c_public","school-2596090_960_720.png":"mbt-c_public","susan-holt-simpson-H7SCRwU1aiM-unsplash (1).jpg":"mbt-c_public","tiger-above-green-grass-during-day-time-46251.jpg":"mbt-c_public","trial":"mbt-c_public","zoom":"mbt-c_public","zoom call.png":"mbt-c_public"}
{"$:/DefaultTiddlers":"\"5879d3a37980f330cb9c2a590976ddcc\"","$:/GoogleAnalyticsAccount":"\"1d6a12df4239d409d489167749c0bed1\"","$:/GoogleAnalyticsMeasurementID":"\"18911c203bbfeecb9a7a5da94216ac89\"","$:/Import!!popup-child-and-female-therapist-300x200.jpg":"\"d2c6a3b988412e43f28af2ac72dc381e\"","$:/SiteSubtitle":"\"53ec0d34b42b75be55daf9144b028c55\"","$:/SiteTitle":"\"1c0f00e842d459644fa0677c17b4707d\"","$:/_AFC/AboveStory/Logo":"\"f90abc11b7d842cf11d2e8dd07d781e5\"","$:/_AFC/EditDraftInfoSegment":"\"14b97bb8d45794bfb36bf9192951e8f5\"","$:/_AFC/Fonts/UseFonts":"\"7a194c57092242bf0f99c79bd6e28fe2\"","$:/_AFC/MBT-PC/Macros":"\"2f01340f1883107ab6179b175e525773\"","$:/_AFC/MBT-PC/Palette":"\"3e878114fa8b76dfe4f9b44bcbae3c3e\"","$:/_AFC/MBT-PC/Styles":"\"77ee8c80f4d2f82739ef7da17e43b2d8\"","$:/_AFC/Macros/Image":"\"c187fbc8c037e27fd02504e25c0aa644\"","$:/_AFC/Macros/YouTube":"\"571226f519b51c4b102ca27cec59bbcf\"","$:/_AFC/Palette":"\"1bc39f6cc8739cbc9402471f8e065f00\"","$:/_AFC/SharimsMacros":"\"ccf8812a1ee8e4de77a137060144e18c\"","$:/_AFC/SideButtons":"\"b2b58d405d67165fd8e4b2f9f0d069b1\"","$:/_AFC/SideButtons/Styles":"\"bcc61a8fee54fc09cbe0319b24f28363\"","$:/_AFC/Startup/ConfigurePreview":"\"d186a5c9b65e35420bbf7741b3c5f117\"","$:/_AFC/Styles/Bubbles":"\"78f9eee66bbb77bb10131346cb66b379\"","$:/_AFC/Styles/DocLinks":"\"406c2d60bf469bba7f5ce36c04f5ce08\"","$:/_AFC/Styles/FadedSidebar":"\"f429edacd34f19f1559a3779bc8d8dab\"","$:/_AFC/Styles/HideEditButton":"\"051c89709a3e30ce00bcd654225c25f4\"","$:/_AFC/Styles/Overrides":"\"34c7de5409fa262ece619897eb8cf27d\"","$:/_AFC/Styles/TopMenu":"\"b0cd98b814e1a1a2bea0e34aa3e2e60c\"","$:/_AFC/SurveyBanner":"\"b3015c7cf7503a0e11b08600c77311c8\"","$:/_AFC/SurveyBanner/Styles":"\"a2ccfcbd8fd68cad395e3149bf599069\"","$:/_AFC/TagDropdown/NewHere":"\"45deec1e2ad63899621dfb64b7cbe229\"","$:/_AFC/TagNavigation/Styles":"\"6db135a88329f41ed8427ff8c2ce51cb\"","$:/_AFC/TagNavigationMacro":"\"d3f8203a1a45a0fde2ef8e3faab820bf\"","$:/_AFC/TiddlerInfo/Text":"\"535865a9e975de227599cdd32f4ccc9e\"","$:/_AFC/consent-banner/buttons/login":"\"53924a18efd5ea26807b35fb2f545f68\"","$:/_AFC/grey-wordmark.svg":"\"d2b3a7add5aea8657db3bbeb3b498ae1\"","$:/_Macros/ImageLink":"\"3bbbf684a6393e57386fd7a0bcf1b94e\"","$:/_Macros/LinkDoc":"\"bea2d309a4d3c118bad5d5b78472977d\"","$:/_Macros/LinkPDF":"\"1833c49010a51b795109546425d87189\"","$:/_Macros/Video":"\"76773c71485bfc36f916e293e1eb17b8\"","$:/_Menu/Home":"\"f3a958b04cbd6ae26c0e404f111fcda7\"","$:/_Menu/Private":"\"b3f4f74301179b80c7ef7aa4931067e7\"","$:/_Menu/Resources":"\"de56355f6924e67a972da52ce81f8f8a\"","$:/_Menu/Resources/DropDown":"\"269643b05a7716c23074bb203cd55272\"","$:/_Menu/Staying on Model":"\"2a5276f7ffe051e96be1ef0b58fb085f\"","$:/_Menu/TOC":"\"759ef2b0bc0fc796095d7dcc4edc1d95\"","$:/_Menu/Theory":"\"f2d69cfc51ef59671097c75c6074507f\"","$:/_Menu/Theory/DropDown":"\"63729bc9cde71a1603e9fbc6c559c7a8\"","$:/_Menu/Therapy":"\"f2288d1ebcd529d4019bc7e4601d5f70\"","$:/_Menu/Therapy/DropDown":"\"882ed9a1e82e6af9e05f67735ccd6836\"","$:/config/BitmapEditor/Colour":"\"9ba28ffb173481404d93d2813885450e\"","$:/config/BitmapEditor/LineWidth":"\"d180abf33862f4cf6b8fd154782d8742\"","$:/config/BitmapEditor/Opacity":"\"f429e13dcec623d79bfbf9fdf2ccc1ad\"","$:/config/ColourPicker/New":"\"45d26a980f5beb4d39e7ba00a36af3be\"","$:/config/ColourPicker/Recent":"\"2cac241ab724a54ba6a1c14ae68ba671\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/control-panel":"\"b4b72c4f696a73f28b77f7f2b6375111\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/full-screen":"\"da38d0a453c37b3dd31b4abf8ca295e7\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/home":"\"3ba498641f7720b3e4589b0ec1936918\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/import":"\"1a51db7ede3de5d49c3895c728298de2\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-image":"\"84ef5c45433bbd1daa66641fd59abef3\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/new-journal":"\"442b775af6af1fbc00426d5449077894\"","$:/config/PageControlButtons/Visibility/$:/core/ui/Buttons/permaview":"\"00d929c789646c2a6fe76b1176d2eeb0\"","$:/config/RelinkOnRename":"\"962fcee117cca92e12b8b765bd739664\"","$:/config/TimestampDisable":"\"f661c25e12ee7b45364255782f851510\"","$:/config/ViewToolbarButtons/Visibility/$:/plugins/federatial/print/button":"\"0e15c4427b0db8bc7ab25e467aa8c0bd\"","$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/contents":"\"d86d3acf25e62ebab56871fef1e7faae\"","$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/server":"\"9030fe5f447225c77631be1bd328ce71\"","$:/config/plugins/tiddlywiki/consent-banner/greeting-message":"\"135d7ecf1b4eb392c0f8a6563befb5db\"","$:/core/ui/MoreSideBar/Drafts":"\"bc8030c66ff72ad4a0d9f0000f16600d\"","$:/core/ui/SideBar/Tools":"\"8782891178945cf9413d65c8448cceef\"","$:/core/ui/ViewTemplate/subtitle":"\"b0c8d4a1cfa25413f198cc963d3f4ef8\"","$:/favicon.ico":"\"9233b4d8e50d7c217c16a80d623deedb\"","$:/language/SideBar/Open/Caption":"\"ad987502874f9154aafbc7b5a3026d22\"","$:/language/SideBar/Recent/Caption":"\"6f7d6658a70c1f4373575b09a230ac7d\"","$:/layout":"\"6ffb8a47bc3220a60f91209eff6e0d83\"","$:/palette":"\"3de7764ed169207d9dd22a567adf2728\"","$:/plugins/federatial/print/button":"\"e25177d0c3d818bbe28b1a7f36bc0b4c\"","$:/plugins/federatial/print/styles":"\"2ea66bf6be0fb2a73f32ce9825fd325a\"","$:/plugins/federatial/print/template":"\"581a8671a3e18319afcd6ff8c916f21e\"","$:/plugins/federatial/print/template/inner":"\"bd9a103267a6863fbaa0fb1fbe2e66ed\"","$:/plugins/federatial/print/window":"\"968a343265c864d64a865e478bbf912a\"","$:/plugins/federatial/xememex/status-button":"\"2277ef8c8a197aef0bbd393f2a6dbfbb\"","$:/plugins/tiddlywiki/comments":"\"d36e130cb6772174e1dc1a5a82e2aa4b\"","$:/plugins/tiddlywiki/comments/sidebar":"\"73855af0a7cd11572f759a73329f57c3\"","$:/plugins/tiddlywiki/consent-banner":"\"9fabdf6138d07ba9e123427fb3c50329\"","$:/plugins/tiddlywiki/googleanalytics":"\"3fb55c0cc1b173e87ed6c6d092acdec8\"","$:/plugins/tiddlywiki/menubar":"\"414c88bf626bb22343e801593cc9bb0f\"","$:/tags/MenuBar":"\"22a30b7dd4294445df76f3d7eff533d7\"","$:/tags/Static/TopMenu":"\"1206a850e4dca0ee349995a5ff2fb7fb\"","$:/tags/TopMenu":"\"a813e0a405efd6d4d3d9ffab2d85e0fe\"","$:/tags/ViewTemplate":"\"d665195bf405c0eff27ac5c2807b7287\"","$:/theme":"\"c810dffa35df7725df1f0cbed6c68378\"","$:/themes/tiddlywiki/vanilla/metrics/sidebarwidth":"\"f765ede5be0d35779aaf15e11cd41e54\"","$:/themes/tiddlywiki/vanilla/options/sidebarlayout":"\"afcba9a34e27764c01f9284954d84fc8\"","$:/themes/tiddlywiki/vanilla/settings/backgroundimage":"\"de360dfc154d81a57aa1d1cb945519b4\"","133834900.jpg":"\"38684e4747a763cb03c8e003c5a5a611\"","149399784.jpg":"\"278c0c71082c2c8949a773c8998da88c\"","163018786.jpg":"\"996eadb01c6632f40c40a980b716cfb5\"","164155047.jpg":"\"94584f4b2c5de50a70555574e5ab2177\"","465057533.jpg":"\"0498206026aa5abd616d390839bb43c9\"","A Family Activity or Game":"\"c35c249be26d15cd3e728a0fc4167667\"","AF-logo-RGB-Green.png":"\"4e39406992604441d53e2862767bc892\"","Additional Contents":"\"fe11114eff4668c576022db1547b2cc1\"","After the End of Therapy: “Booster Sessions”":"\"0ce7b5c710242e56f903f79daa2f19e1\"","An Interest in the Mind not just Behavior":"\"7e4df05d739e357fc52b1cb011745f81\"","Anna Freud National Centre for Children and Families":"\"88a49edd3ea351fd0075cc14f228bd13\"","Assessing Affect Regulation in the Child":"\"6d0f1d9f00680023fe449c1afa6b289a\"","Assessing Attention Control or Basic Self-Regulation in the Child":"\"717de2c554e3d9beddf6127fe98d915e\"","Assessment":"\"0dd7bc908af51c74892605a41f3d1e7e\"","Assessment Meetings With the Child":"\"a6b0b5421b9fe52c0dd3082598aed610\"","Assessment Meetings With the Parents":"\"b4cf8021a6e28724f4e93b938342fd2e\"","Assessment Phase (3-4 Meetings Before Beginning MBT-C)":"\"5dd7a2001391fa8b0a06462b99c8647f\"","Assessment of cases":"\"434c09603f9d63e2fd3e6e4d8042209a\"","Attachment Relationship":"\"bac56b7fb3119ad8190fe8c6f57c9530\"","Attention Control & Affect Regulation":"\"f0674a095a00cf9a20b294ce77f3c7bc\"","Attention regulating interventions":"\"fee813979f5d4d212c80a30c06459407\"","Attunement, Mirroring, and Contingent Coordination":"\"4a4651dcb7e987d467adb6573ef768a8\"","Back Arrows_MBT-C.PNG":"\"478ec1526018cd3581bf927c3473f509\"","Barnet":"\"81a1318bc1dd2411f7adeb7a88bb6363\"","Building Foundations to Support Mentalizing":"\"08b7691a6250d47dceda7abdf74d9d14\"","CAI deutsch.pdf":"\"5b525ea372f5c45f7cabef6223607825\"","CORC and evaluation":"\"cc03521570fc1cbda9333963ece539a2\"","CRFS deutsch.pdf":"\"4a90053c18d75a53c73cff997a684fdb\"","Case Formulation - Contribution to Workbook - Roland Mueller.pdf":"\"7ee3f618edb7248f6fb0f961894ff792\"","Checking In and Explaining What Might Happen Next":"\"584f0602facbef365ba676b89d6af1c5\"","Checking-In or Booster Sessions":"\"2aec90352bd45802ae7ef021ddf83df4\"","Clarifying and Naming Feeling States":"\"65161d7186a7bbbbc7e314108f0776e3\"","Clinical Case Studies":"\"fba61dbd70c2ceca3fe4029b7c7194cc\"","Coming to the end of the work with Parents":"\"ccccde55c0ccb08000869078120e3909\"","Comment by 'mariannemcgowan' on 'Mentalizing Development'":"\"6caba2b5ae6499bea3a85298a646e728\"","Comment by 'sharimponticelli' on 'Accreditation'":"\"c08a72c1e854d85e4c32807738c3aa3e\"","Comment by 'sharimponticelli' on 'Attachment and Breaks in Mentalizing'":"\"6c26a0863fae21e5a0f8953ed221e9c2\"","Comment by 'sharimponticelli' on 'Emma - March 2020'":"\"9cdaf205ae45226a4cc61bad9b0df665\"","Comment by 'sharimponticelli' on 'How to edit the MBT-C Workbook'":"\"a611dcae54695e32c1bf79e14f42bed6\"","Comment by 'sharimponticelli' on 'How to use MBT-C Workbook'":"\"8c8a5dba0d352c9f3de6db2db5d83fa3\"","Comment by 'sharimponticelli' on 'Sessions 4–8: The Middle Phase'":"\"bac644624bd553d8f56d24db2a49ef07\"","Comment by 'sharimponticelli' on 'Structure and Aims'":"\"cebca6d593c8a918d53a6f27553a5070\"","Comment by 'sharimponticelli' on 'Therapist Stance'":"\"ce13d0c142b501b41feb7e06312dfa30\"","Conclusion":"\"eac0276f84e70d1544aa588a7de7120a\"","Contact us":"\"2642d90864327f8a7b8684ff0d0b7f7e\"","Creating Mentalizing Narratives around Traumatic Events":"\"6adce0fd749deda4efb9ea983ce42832\"","Culturally Sensitive Practice":"\"5be0ab76724129a379e196b3a6dabbd7\"","Curiosity and the Not-Knowing (Inquisitive Stance)":"\"6438363af32a76222f83dc5ffdc6c776\"","Deciding when it is time to stop or carry on":"\"55354a738ab9183508d58882f39c3d3e\"","Definition of Mentalizing":"\"74285060ff002992fa571ad9505c1bd2\"","Developmental considerations":"\"56736db96715a96fa57849a722fc5c09\"","Different Modes of Non-Mentalizing in Children":"\"76946d3d7bb009194439a3faee71e9bf\"","Dimensions of Mentalizing":"\"6fc2d278b784b5ccf1ea70d28977e013\"","Direct Work with Children":"\"a95234adb75bd2f2f3107fa79fdeb076\"","Direct Work with Parents":"\"f88dd70d31392fc123beb88c77095bf6\"","Direct Work with Parents or Carers":"\"8f3c496988c92e5ad519708eb7811314\"","Disseminating the Wiki":"\"7ca7efa41633a2bc1ed871d655c5ac9f\"","Draft of 'Welcome to the MBT-C Online Workbook' by marthareilly":"\"f69f6c0621b56807ea2e41e28914d5c0\"","Ensuring that Interventions are Adapted to the Right Level for the Child":"\"7fe34b5220ab72706ce5b36b525748f7\"","Evaluating Outcomes":"\"4c5f6cc6aafc2bd0edebb9fe11e891f1\"","Examples of MBT-PC Special Macros":"\"3ad00a99a94975a1ac9e735e2e41b629\"","Explicit Mentalizing Capacity and Where Mentalizing Breaks Down":"\"70bb12adc5660a719b8a5e006da6fb36\"","Failures in Mentalizing related to Trauma, Abuse and Neglect":"\"7dac3dd25c387998a13ff891d709002f\"","Families":"\"4e1689eb4ff564c25fb2a9d1b7cc8bce\"","Family Introductions":"\"65d8e32bf6a2d20db70b2879f0305c9d\"","Feedback and Review Session":"\"c4d21417e23de9d57e56ea26d11da178\"","Fidelity Scale":"\"63a7ae06b3f07d99eab602f00ba7f9e6\"","Finding out about the Problem":"\"c69849ac0657d3afbbac07b187b4869c\"","Focus Formulation":"\"c6d25b07a78095e5c425af077e07c5ac\"","Formatting Pages in AFNCCF Manuals":"\"4a2ac1aef03d9ed5cdbec5e2436652a8\"","Further Materials on MBT-C Stance":"\"cb6ea6600aabdbd6e264fa4c04b49a11\"","Gathering Impressions Into a Case Formulation":"\"687410d0a7f8059b25a08fc1beaba270\"","Home":"\"85cdd639289aa481329bda0ada813b2b\"","HomeContents":"\"719337f04503073ed5b0a01db9ab9288\"","How to edit MBT-C Workbook":"\"30a1fdbb6dbc85c163a508dad78605e3\"","How to use MBT-C Workbook":"\"d25b703fc84d4d3c487cd8c284ce1e3b\"","Iceberg Analogy.jfif":"\"1f87d11c20484d5f380a514ef6a11888\"","Identifying Triggers for Strong Emotions":"\"e92ffb8e80fd847ffffae3b5f01dec5d\"","Initial meeting child and family or carers":"\"e4559f61dc5553ef16d14f642acf8665\"","Interventions around Breakdown of Mentalizing":"\"ac9351e0ee856156d842107ee519c22f\"","Interventions around explicit mentalizing":"\"8b02eed12fe2182f6bc62d8f39bfe5b0\"","Introducing the Time-Limited Nature of the Work":"\"926c2edbd0ac1f32bf415246823f02e0\"","KE.PNG":"\"634d9a1e7be64bf2f3671483420e39b3\"","Karen Ensink.PNG":"\"438b001f10dac592ffbb499584e3ada6\"","Karin Lindqvist.PNG":"\"0bc4e977f86e4b315c13649b2ebc73de\"","Keeping Endings in Mind":"\"ceb44c42a110a67665fdca7273e022b0\"","Links to Google Docs":"\"c3d5509ebac1e345c15898d77f9b8974\"","Local Versions":"\"926fdb71b983a27f02a29be455b1dd5d\"","MBT-C":"\"c3f6c90c676a5ddb2f34f145a0817595\"","MBT-C Adherence Scale (MBT-CAS) - October 2020.pdf":"\"a3c91c047c8caa5207268252b882e3c6\"","MBT-C Authors":"\"624005b0f9631ea95a3f4e4478c6d05e\"","MBT-C During the Covid-19 Outbreak":"\"5f0a9d592303b4a549f866a87dbdfcd3\"","MBT-C Overview":"\"8c066e2407d7f5ab986e4e1386ec5932\"","MBT-C Resources":"\"bc600eba7e3e8d4221ee6da8db600ed7\"","MBT-C Stance":"\"f000569dd15b5859b2c7a195638a68c3\"","MBT-C Supervisors":"\"7f879a814c4f9287e677f69274f3eff9\"","MBT-C Theory":"\"f53f774d96e58535cf49b43a87dbdcc2\"","MBT-C Therapy":"\"fa6baa2206c4925f2560ac03cccf38d4\"","MBT-C Workbook Index":"\"d98dfc2c326e0b1162172faff3328d34\"","MBT_C_Fidelity_Scale_Mar_2020.docx":"\"d0ad2acc3a049d31dfc253d799a4e642\"","MZdefined.PNG":"\"b346e2752bc4564974424049fabf5740\"","MainMenu":"\"e6b9ab9eb27c99e71f16ff0f7bc47b96\"","Meeting the Child and Family for the First Time":"\"b7a21424a6d3b1ba7d223368428b142a\"","Ment_Dimensions.PNG":"\"aeb2611f822df631ff3113e60d8c4e58\"","Mentalization Video Teachings":"\"3d0b12f03230f634ce99e2a6868e8edb\"","Mentalizing":"\"663e0355e26fa2fdc29e96becc31bc09\"","Mentalizing Development":"\"ecec758e1a6f86281f0f074bcfbee306\"","Mentalizing Difficulties and Childhood Disorders":"\"615c898a7692a44bcdd550bbfa9dcd74\"","Mentalizing Games & Other Activities to use in Therapy":"\"5fa48573aa97894501cba76a09ad841d\"","Mentalizing Technique & General Principles":"\"b952d0ae977dffdc59b16aa28d25da0c\"","Mentalizing stance":"\"5c0bf1af1953e31dd606a7be9fd060ca\"","Mentalizing the Play":"\"dcbc9ca03de818a934ffa930a6864b8e\"","Mentalizing the Relationship":"\"c8d312ca527e86b30131d8b43947aa99\"","Mentalizing: Key Ideas & Quotes":"\"0b495fe60cee57a8164404db5fbd4a96\"","Monitoring Misunderstandings":"\"cccd4cc6fabf672cd50dea0a48d87bf9\"","Moving Toward Goodbye":"\"57ad666f4baecfa4b5ea849b2d62d73f\"","Nick Midgely.PNG":"\"2d7023c77161828cd4a957987f8365f9\"","Nicole Muller.PNG":"\"c7e7443fb092adb86daaf877c16d4090\"","Norka Malberg.PNG":"\"099f4fae2968d39d69c26eee2e310d4f\"","One Therapist or Two?":"\"67552253288a14e6e3fa243ab054b6c3\"","Ostensive communication":"\"c2ecaa9e1d6c907cc0294fdda40c826d\"","Outcome Measures":"\"9fc5b023b339f157f1caeaa4d6b3fdac\"","Outline of MBT-C Assessment":"\"729321c45a43a6d96448fa454e05a3e7\"","Overarching Aims of MBT-C":"\"5c41833a66869dd09da6c7dbab522486\"","Overview of MBT-C":"\"0cffcfac695d26c32efbdd00602c3a88\"","Overview of MBT-C Treatment Phases":"\"22a96a3dd23e91262bdeb37a037a527e\"","Papers and Books":"\"9f876ef675a8f0afa9b2a03e7639fa73\"","Parent involvement":"\"d2e97a2dddc435180714de6d89f28e73\"","Parents Role in the Development of Mentalizing":"\"7f40255243b31ba1dace5cfd9a12239b\"","Phases of time-limited MBT-C.PNG":"\"355f7ae186cfeac4c1bd20150f4f6cdd\"","Picture1.jpg":"\"5219be75a8382db393876943d8ef4499\"","Picture2.png":"\"c90f13fa5e27503e21059b47ed60566b\"","Play centered approaches for enhancing attention to mentalizing":"\"255cc83c1d87507e2e2e75b00dd61c57\"","Preparing the Child and Parents for the Review Session":"\"98fbc44f0bc00ca95e54ba143e8949be\"","Pretend Mode":"\"78b574c6261e93af8300d639b243bdc7\"","Psychic Equivalent Mode":"\"f3e4404088bd81faf213732493763d31\"","Psychodynamic":"\"a7621c8cc7bbba697063f29dee901905\"","Re__Reminder__MBTC_webinar.zip":"\"95ed6e12f903146de120c23a0b9a362c\"","Reflective Functioning":"\"fcdfbe5992affe9876fa5601fad8986c\"","Resources":"\"4e2c49fbf780fca616aec99c3d413de1\"","Review Meeting":"\"ba890f49cdf64f5fd27d3a62a43409ad\"","Roland Müller - Mentalisierungsfördernde Spiele.pdf":"\"68c32e5ce640e0682c60ec6fc7fcf823\"","Rose and Marianne":"\"d9e3bd33590d9339915ddff0b3b1e1ca\"","Service Evaluation Data Collection-Barnet":"\"4567e6c2fc0b1aa747898dd243f21656\"","Sessions 1–3: Initial Phase of MBT– C":"\"c71c106c1574c958391cfc51ca99e463\"","Sessions 4–8: The Middle Phase":"\"3d582d288d1e7415c43417af68fd690c\"","Sessions 9–12: Ending Phase":"\"37119bd13205c8dd43d4666c3b3712ba\"","Setting Goals":"\"a90a4e23d9f343aced4834882372c7b5\"","SiteIcon":"\"7068f336227435373c3c80872201069d\"","SiteTitle":"\"eade5cde76df9479b8c048abfb9fea08\"","Staying on Model":"\"44967b48532f8ac7021d2c849787ff5d\"","Steering Group":"\"6c77aefb1edc013710083d3efc69793c\"","Stimulating the Play Narrative":"\"32ffbdfa80b68d97434b642b1b026f59\"","Stop and Rewind":"\"f8c62886c423d21c626d3939b193cb99\"","Structure and Aims":"\"84fbadca8d6218b50af7d6d5712fec30\"","Supervision":"\"f968130bbcd9a17588c3f1ac27006a0f\"","Tags or Chapters":"\"13445509e257304c8eb603328c4d40cf\"","Take Home Messages":"\"b19cdb1e907fbe20f83bae51f6a12a2e\"","Teleological Mode":"\"ec63fb8eedf5b77734e13533ee629027\"","The Development of Mentalizing":"\"7cb502d5d9b10cf0557e429501c62f1e\"","The Importance for Mentalizing":"\"33b83f1de01e37fe4430cde4318954c5\"","The Importance of Mentalizing":"\"5c0e5be9ac5b5d747f62a1d9996499dd\"","The Last Phase of Therapy":"\"4bb6255e1c460dade72437bacb462174\"","The MBTC Register":"\"d35a530bedbc74969b4e6c58374c68b2\"","The Mentalizing Stance in work with Parents":"\"b503ae73fa9710462de0cbcbb87d7c2a\"","The Physical Setting for MBT-C":"\"7f526c621d69df330b35006adb51bd3d\"","The Review Meeting":"\"3aa93899e39ba17e77e4367b87e03493\"","The Therapeutic Presence of the MBT– C Therapist":"\"52c31695560d5f289be7b50c06ee58bc\"","The capacity to mentalize at different stages of development":"\"7df3271e11947809b697e7bc0b8ce8a9\"","The language of regulation":"\"5de0f8795e029b998bf64adfd4607f18\"","TheoryContents":"\"2c5c4aa568d289ec3108292fe76d4d2e\"","Therapist Stance":"\"f2eeb83000e9c7172d0bf997db0906d1\"","TherapistsContents":"\"b2a4fcf2fb70ee55f6d1a477bd224211\"","TherapyContents":"\"f437c4f29827c03881902f53180a9e77\"","Time as a Framework for MBT-C":"\"0847a8da1153f3434eae6fd70153a1b4\"","Time-Limited MBT–C is Play Centered":"\"a5e0ea7d11f4342530f713dfd30d0966\"","Tree of life":"\"21e74526c6e526e56251a504c3c0c294\"","Two or three meetings with the child":"\"1115faf265290d8cd13e7ebf6f0900e0\"","Two or three meetings with the parents or carers":"\"9bbf91e1311d5cb4639d7b36c7c0337f\"","Underdeveloped Mentalizing in Children":"\"bf37a699c91d5903bd86f22408b74838\"","Using Supervision to Support the Mentalizing Stance":"\"54be3d7104b6d02c128409cc6fd4e72a\"","Using a Focus Formulation":"\"40633a43b6825b1fdad3db1430038017\"","Using the MBTC Workbook in Supervision":"\"3a2e7b8140d26e70b4f4e169366e0a64\"","Using the Manual in Training":"\"e2b38aadff3f6e38bfc018dc5494faa7\"","Using the Manual in Your Local Team":"\"232f33b111f8343fa720680ccec9dc18\"","Videos":"\"c3ed02d06129b2683a9daf9c3650be17\"","Videos about the Development of Mentalizing":"\"5c96814228806c56bd225b5f8526b146\"","Welcome to the AFC Post-Adoption Team's Manual":"\"eb5c57c23a9e3e0b747e092d1f6eb6d0\"","Welcome to the MBT-C Online Workbook":"\"36bbeba0458251f32566d4b87c9a615f\"","What good Mentalizing looks like":"\"9515f1642ef85bd776696b446c661c13\"","When Children Cannot Engage in Symbolic Play":"\"f11addcbf13b972fb680908c4d421a95\"","When Parents struggle to Mentalize":"\"d1c085fe849408d06ba48562bb2122d5\"","When Therapy Ends Unexpectedly":"\"d64af487f777c19216a05d8791996b0d\"","Which Children might benefit from MBT-C?":"\"f5db44d4c88543d28ccfb51cfbcdd985\"","Working With Foster Parents":"\"0ff11c258665f2b469ce101bcabcc3af\"","Working With Pretend Mode":"\"305103bfc3f5685d29be2c497d146551\"","Working with Strengths, Encouraging Observation, and Promoting Play":"\"d610e47f6a9e3c655a87d83febd88f3f\"","_GoogleDocsIcons_docs":"\"9d4fed4e0e53ef07414e690889b5f0df\"","_GoogleDocsIcons_sheets":"\"644ac0405d219c505fcce761df1a4d87\"","_GoogleDocsIcons_slides":"\"88ad487247d895b8d80e7212b448945f\"","aaron-burden-stF4NDMbH24-unsplash (1).jpg":"\"fc38409b8d50b7fc07ae0b6ba7b04e3d\"","affective disorders":"\"8538d4fa2e69a454c6ba81c5006017b1\"","alphabet-blocks-blur-591652.jpg":"\"9553babf6e7c513dbaaca6bc6ffdac16\"","anastasia-petrova-xu2WYJek5AI-unsplash (1).jpg":"\"a2b6ff644fc4da159ac7ed7894f2184e\"","angry child.jpg":"\"8e32173479de26e1c790ee3f57ea6382\"","angry child2.jpg":"\"d249e4b8271ac07c141f6b24b07da700\"","anxiety disorders":"\"390f43d1c70457d5eb7d58301a7d24db\"","attachment disorders":"\"9f5683d3a880380874c503b340477df9\"","autistic spectrum disorder (ASD)":"\"9fd64777fcb19999e78fd588676ece99\"","behaviour problems":"\"00db11db84ef2466bf359ccfb3563dbc\"","ben-wicks-iDCtsz-INHI-unsplash (1).jpg":"\"98db96883a1b04af955fd9a92b46604c\"","book staircase.jpg":"\"8c5c283fb418a868989f5f218e7e8afa\"","brain cogs.jpg":"\"aabb72729e2be9aa4712fdd26dc759cb\"","caroline-attwood-4x07l4FHA6w-unsplash (1).jpg":"\"3bc85fb97dd299e8febe096c83853acb\"","child and dinosaurs.jpg":"\"9f4d96aadd8cde45e8fdd8483c29756b\"","child and therapist.jpg":"\"9d3fcc6729f0e51e05339e63dc2800b1\"","child with ball.jpg":"\"673f6b6490acdd51e14abba9e4829f8b\"","child-and-female-therapist-300x200.jpg":"\"1a5a4a1325410ee24a790a97930c3ece\"","daiga-ellaby-7edWO30e32k-unsplash.jpg":"\"8f46cfdea07c67f3c34405b918bc18b3\"","diego-ph-SZYreZsJ-fE-unsplash (1).jpg":"\"6788bdc2b07e9e0b5c30b75268ff8772\"","download.1.jfif":"\"2c458b3fc41523544833ec65905cd9a6\"","dsc_0334.jpg":"\"8143780e1b976f06413e8f5b694ca788\"","feelings picture book.jpg":"\"cb33e9971cc5266fa9f8933715b9bcf0\"","good mentalizing.PNG":"\"55207da085c4b8194127b081d15c24e7\"","joshua-ness-225844-unsplash1.jpg":"\"44a538ba5ad03186ded3fb816cb7b50b\"","kelly-sikkema-JRVxgAkzIsM-unsplash.jpg":"\"9e2ca10da439ba06d96b24ad8f75a514\"","kl.PNG":"\"00ca8832e2851beae89f371eeffdbfbc\"","last phase of assessment":"\"cbe254de964ef888240c8d6f8641b810\"","liza vignette.jpg":"\"003d1f5650912aa551f0dcba35380c6f\"","luciano-de-sa-ObwMZBdEWdI-unsplash (1).jpg":"\"47697bcf07783c2974ddda912dcb6430\"","marisa-howenstine-Cq9slNxV8YU-unsplash.jpg":"\"5f2fce065566c9ef17c7841f4f08136d\"","mbtc.jpg":"\"1e74374e04ef97f4bec26c88f6b998d2\"","michal-parzuchowski-W9ULJJwG2fA-unsplash.jpg":"\"987b779546589e6ea187354f23b49d98\"","navigating image mbt-c.jpg":"\"a03f5ae36f8a2bfdb1fdbe09baf4ba61\"","navigating.jpg":"\"943f693e60c666ae4f99d391d4010860\"","neonbrand-1-aA2Fadydc-unsplash (1).jpg":"\"de66bae4c678cab2bf0a180496cb2adc\"","next.svg":"\"81f7062940c3d0ff344f25acd4e5d108\"","nm.PNG":"\"43e88617ca59667634fdb4b2ff65a8ca\"","nm2.PNG":"\"b3d52b0109d170ca6beedd6b35cb6b15\"","nm3.PNG":"\"517ba99948877aecd42bf99defc1727e\"","parent and child.jpg":"\"032d658f6e385887db69b5352a0946e9\"","parent therapy.jpeg":"\"ff9fa470f3734fd29c2c5c2a6ab884be\"","pattern-texture-gig-posters-tutorial-11c.jpg":"\"79975ed8020d33038888c0ebb196b067\"","pavan-trikutam-71CjSSB83Wo-unsplash (1).jpg":"\"74c6d0af39030eaabf49abc644e7c4d9\"","pervasive developmental disorder (PDD)":"\"3ca040feb11380d6512dcd0c62648198\"","play therapy.jpg":"\"2267ff472196f66cc7a0f46cf18cae3d\"","playing cards.jpg":"\"8bebf455d5cfd5bc50b825d938f0a9fc\"","referral pathway draft":"\"bc31be9b1625d249ece612a910a41f3c\"","rose-mortimer.png":"\"6570306fc97c8ecc9f9640221d6b4a4a\"","sandy-millar-nuS2GDpCDoI-unsplash.jpg":"\"0fedc6638342fc950db737b4bb29105b\"","school-2596090_960_720.png":"\"3a71a5f17bfa5fdee0662ed57f47efeb\"","susan-holt-simpson-H7SCRwU1aiM-unsplash (1).jpg":"\"f7dbf69443a12071ab95ee9d4575939c\"","tiger-above-green-grass-during-day-time-46251.jpg":"\"0749a3d61f941cea1425873e4adc6135\"","trial":"\"99874d75c54c17f8b81c9fa9dfa60942\"","zoom":"\"5ec3b6805e571164468d12105da572df\"","zoom call.png":"\"f7cf3863b89721ef859a5e32b03526c2\""}
https://8y1wh49hn1.execute-api.eu-west-2.amazonaws.com/prod/
4s50tg1b4toisc43c4q42gsceq
eu-west-2:2756d3cb-8b8b-47a9-8248-595a9d254d91
[[Welcome to the MBT-C Online Workbook]]
mentalization-based treatment for children
[img width=75 [SiteIcon]]<br/>{{SiteTitle}}
<div class="tc-afc-above-story-logo">
[img width=160 [$:/_AFC/grey-wordmark.svg]]
</div>
<$reveal type="nomatch" state=<<folded-state>> text="hide" tag="div" retain="yes" animate="yes">
<div class="tc-xememex-tiddler-info tc-subtitle">
Bag: <$view tiddler="$:/state/federatial/xememex/tiddlers/bag" index=<<currentTiddler>>>(none)</$view>
</div>
</$reveal>
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: normal;
font-weight: 300;
src: url(/fonts/$:/_fonts/FormaDJRBanner-Light.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: italic;
font-weight: 300;
src: url(/fonts/$:/_fonts/FormaDJRBanner-LightItalic.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: normal;
font-weight: 400;
src: url(/fonts/$:/_fonts/FormaDJRBanner-Regular.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: italic;
font-weight: 400;
src: url(/fonts/$:/_fonts/FormaDJRBanner-Italic.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: normal;
font-weight: 500;
src: url(/fonts/$:/_fonts/FormaDJRBanner-Medium.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: italic;
font-weight: 500;
src: url(/fonts/$:/_fonts/FormaDJRBanner-MediumItalic.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: FormaDJRBanner;
font-style: italic;
font-weight: 700;
src: url(/fonts/$:/_fonts/FormaDJRBanner-BoldItalic.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: Mulish;
font-style: normal;
font-weight: 400;
src: url(/fonts/$:/_fonts/Mulish-Regular.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: Mulish;
font-style: italic;
font-weight: 400;
src: url(/fonts/$:/_fonts/Mulish-Italic.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: Mulish;
font-style: normal;
font-weight: 700;
src: url(/fonts/$:/_fonts/Mulish-Bold.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: Mulish;
font-style: italic;
font-weight: 700;
src: url(/fonts/$:/_fonts/Mulish-BoldItalic.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: Mulish;
font-style: normal;
font-weight: 900;
src: url(/fonts/$:/_fonts/Mulish-Black.woff) format("woff");
}
@font-face {
font-display: swap;
font-family: Mulish;
font-style: italic;
font-weight: 900;
src: url(/fonts/$:/_fonts/Mulish-BlackItalic.woff) format("woff");
}
html body.tc-body {
font-family: "Mulish";
}
.tc-top-menu,
.tc-site-title,
.tc-site-subtitle,
h1, h2, h3, h4, h5, h6 {
font-family: "FormaDJRBanner";
letter-spacing: 0.09em;
font-weight: 600;
text-align: left;
}
h1 button, h2 button, h3 button, h4 button, h5 button, h6 button {
letter-spacing: 0.09em;
}
.tc-site-title {
font-weight: bold;
}
body .tc-titlebar h2 {
font-weight: 700;
}
\define session-heading(text,prompt:"Theme of the day:",icon)
<div class="mbt-pc-session-heading">
<span class="mbt-pc-session-heading-icon"><$transclude tiddler=<<__icon__>>/></span><span class="mbt-pc-session-heading-prompt"><$text text=<<__prompt__>>/></span> <span class="mbt-pc-session-heading-text"><$text text=<<__text__>>/></span>
<div style="clear:both;">
</div>
</div>
\end
\define session-subheading(text,prompt:"")
<div class="mbt-pc-session-subheading">
<span class="mbt-pc-session-subheading-prompt"><$text text=<<__prompt__>>/></span> <span class="mbt-pc-session-subheading-text"><$text text=<<__text__>>/></span>
</div>
\end
\define big-bubble(text,attribution:"Session Facilitator")
<div class="mbt-pc-big-bubble">
$text$
</div>
<div class="mbt-pc-big-bubble-attribution">
$attribution$
</div>
\end
\define big-bubble-tiddler(title,attribution:"Session Facilitator")
<div class="mbt-pc-big-bubble">
<$transclude tiddler=<<__title__>> mode="block"/>
</div>
<div class="mbt-pc-big-bubble-attribution">
$attribution$
</div>
\end
afc-white: #ffffff
afc-black: #222222
afc-green: #e27e36
afc-pale-green: #6cbeaf
afc-blue: #f56d0a
afc-purple: #f56d0a
afc-orange: #eb7837
afc-brown: #786e65
afc-light-grey: #c0c0c0
afc-very-light-grey: #f2f2f2
afc-mid: rgba(232, 232, 232, 0.84)
top-menu-background: <<colour afc-green>>
top-menu-foreground: <<colour afc-white>>
page-footer-background: <<colour afc-green>>
page-footer-foreground: <<colour afc-white>>
alert-background: <<color afc-white>>
alert-border: #32be94
alert-highlight: #881122
alert-muted-foreground: #32be94
background: #fff
blockquote-bar: <<colour muted-foreground>>
button-background:
button-foreground:
button-border:
code-background: #f7f7f9
code-border: #e1e1e8
code-foreground: #dd1144
dirty-indicator: #ff0000
download-background: #34c734
download-foreground: <<colour background>>
dragger-background: <<colour foreground>>
dragger-foreground: <<colour background>>
dropdown-background: <<colour background>>
dropdown-border: <<colour muted-foreground>>
dropdown-tab-background-selected: #fff
dropdown-tab-background: #ececec
dropzone-background: rgba(0,200,0,0.7)
external-link-background-hover: inherit
external-link-background-visited: inherit
external-link-background: inherit
external-link-foreground-hover: inherit
external-link-foreground-visited: #0000aa
external-link-foreground: #0000ee
foreground: <<color afc-black>>
mbt-pc-primary: #4F81BE
mbt-pc-secondary: #4FBE8C
mbt-pc-tertiary: #BE4F69
message-background: #ecf2ff
message-border: #cfd6e6
message-foreground: #547599
modal-backdrop: <<colour foreground>>
modal-background: <<colour background>>
modal-border: #999999
modal-footer-background: #f5f5f5
modal-footer-border: #dddddd
modal-header-border: #eeeeee
muted-foreground: #bbb
notification-background: #ffffdd
notification-border: #999999
page-background: <<colour afc-light-grey>>
pre-background: #f5f5f5
pre-border: #cccccc
primary: <<colour afc-purple>>
sidebar-button-foreground: <<colour foreground>>
sidebar-controls-foreground-hover: #000000
sidebar-controls-foreground: #aaaaaa
sidebar-foreground-shadow: rgba(255,255,255, 0.8)
sidebar-foreground: #acacac
sidebar-muted-foreground-hover: #444444
sidebar-muted-foreground: #c0c0c0
sidebar-tab-background-selected: #f4f4f4
sidebar-tab-background: #e0e0e0
sidebar-tab-border-selected: <<colour tab-border-selected>>
sidebar-tab-border: <<colour tab-border>>
sidebar-tab-divider: #e4e4e4
sidebar-tab-foreground-selected:
sidebar-tab-foreground: <<colour tab-foreground>>
sidebar-tiddler-link-foreground-hover: #444444
sidebar-tiddler-link-foreground: #999999
site-title-foreground: <<colour tiddler-title-foreground>>
static-alert-foreground: #aaaaaa
tab-background-selected: #ffffff
tab-background: #d8d8d8
tab-border-selected: #d8d8d8
tab-border: #cccccc
tab-divider: #d8d8d8
tab-foreground-selected: <<colour tab-foreground>>
tab-foreground: #666666
table-border: #dddddd
table-footer-background: #a8a8a8
table-header-background: #f0f0f0
tag-background: #eb7837
tag-foreground: #ffffff
tiddler-background: <<colour background>>
tiddler-border: <<colour background>>
tiddler-controls-foreground-hover: #888888
tiddler-controls-foreground-selected: #444444
tiddler-controls-foreground: #cccccc
tiddler-editor-background: #f8f8f8
tiddler-editor-border-image: #ffffff
tiddler-editor-border: #cccccc
tiddler-editor-fields-even: #e0e8e0
tiddler-editor-fields-odd: #f0f4f0
tiddler-info-background: #f8f8f8
tiddler-info-border: #dddddd
tiddler-info-tab-background: #f8f8f8
tiddler-link-background: #f8f8f8
tiddler-link-foreground: #eb7837
tiddler-subtitle-foreground: #c0c0c0
tiddler-title-foreground: #182955
toolbar-new-button:
toolbar-options-button:
toolbar-save-button:
toolbar-info-button:
toolbar-edit-button:
toolbar-close-button:
toolbar-delete-button:
toolbar-cancel-button:
toolbar-done-button:
untagged-background: #999999
very-muted-foreground: #888888
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
.mbt-pc-session-heading {
font-family: Effra;
font-size: 1.2em;
border: 3px solid <<colour mbt-pc-secondary>>;
padding: 0.4em 0.4em 0.4em 0.4em;
border-radius: 12px;
<<box-shadow "1px 1px 5px rgba(0, 0, 0, 0.3)">>
}
.mbt-pc-session-heading-icon {
float:left;
}
.mbt-pc-session-heading-icon svg,
.mbt-pc-session-heading-icon img {
width: 2em;
height: 2em;
margin: 0.1em;
}
.mbt-pc-session-heading-prompt {
}
.mbt-pc-session-heading-text {
font-weight: bold;
}
.mbt-pc-session-subheading {
font-family: Effra;
font-size: 1.1em;
background: <<colour mbt-pc-tertiary>>;
color: <<colour background>>;
padding: 0.2em 0.2em 0.2em 0.2em;
border-radius: 3px;
}
.mbt-pc-session-subheading-prompt {
}
.mbt-pc-session-subheading-text {
font-weight: bold;
}
.mbt-pc-big-bubble {
position:relative;
padding:0 1em 0 1em;
margin:1em 0 1em;
border:5px solid <<colour mbt-pc-primary>>;
/* css3 */
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
.mbt-pc-big-bubble:before {
content:"";
position:absolute;
bottom:-20px; /* value = - border-top-width - border-bottom-width */
left:40px; /* controls horizontal position */
border-width:20px 20px 0;
border-style:solid;
border-color: <<colour mbt-pc-primary>> transparent;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* creates the smaller triangle */
.mbt-pc-big-bubble:after {
content:"";
position:absolute;
bottom:-13px; /* value = - border-top-width - border-bottom-width */
left:47px; /* value = (:before left) + (:before border-left) - (:after border-left) */
border-width:13px 13px 0;
border-style:solid;
border-color: <<colour background>> transparent;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
.mbt-pc-big-bubble-attribution {
font-family: Effra;
font-weight: bold;
margin-left: 1em;
font-size: 1.5em;
}
\define image(title,width,height)
<$image source=<<__title__>> width=<<__width__>> height=<<__height__>>/>
\end
\define embed-video(code)
<$reveal state="$:/state/consent-banner/accepted" type="match" text="yes" tag="div">
<iframe width="560" height="315" src="https://www.youtube.com/embed/$code$" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe>
</$reveal>
<$reveal state="$:/state/consent-banner/accepted" type="nomatch" text="yes" tag="div">
<iframe width="560" height="315" src="https://www.youtube-nocookie.com/embed/$code$" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe>
</$reveal>
\end
<<embed-video KtCUr83XgyE>>
afc-white: #ffffff
afc-black: #222222
afc-green: #209377
afc-pale-green: #6cbeaf
afc-blue: #8282ff
afc-purple: #e28425
afc-orange: #eb7837
afc-brown: #786e65
afc-light-grey: #e2e2e2
afc-very-light-grey: #f2f2f2
afc-mid: rgba(232, 232, 232, 0.84)
top-menu-background: <<colour afc-green>>
top-menu-foreground: <<colour afc-white>>
page-footer-background: <<colour afc-green>>
page-footer-foreground: <<colour afc-white>>
alert-background: <<color afc-white>>
alert-border: #b99e2f
alert-highlight: #881122
alert-muted-foreground: #b99e2f
background: #fff
blockquote-bar: <<colour muted-foreground>>
button-background:
button-foreground:
button-border:
code-background: #f7f7f9
code-border: #e1e1e8
code-foreground: #dd1144
dirty-indicator: #ff0000
download-background: #34c734
download-foreground: <<colour background>>
dragger-background: <<colour foreground>>
dragger-foreground: <<colour background>>
dropdown-background: <<colour background>>
dropdown-border: <<colour muted-foreground>>
dropdown-tab-background-selected: #fff
dropdown-tab-background: #ececec
dropzone-background: rgba(0,200,0,0.7)
external-link-background-hover: inherit
external-link-background-visited: inherit
external-link-background: inherit
external-link-foreground-hover: inherit
external-link-foreground-visited: #0000aa
external-link-foreground: #0000ee
foreground: <<color afc-black>>
message-background: #ecf2ff
message-border: #cfd6e6
message-foreground: #547599
modal-backdrop: <<colour foreground>>
modal-background: <<colour background>>
modal-border: #999999
modal-footer-background: #f5f5f5
modal-footer-border: #dddddd
modal-header-border: #eeeeee
muted-foreground: #bbb
notification-background: #ffffdd
notification-border: #999999
page-background: <<color afc-light-grey>>
pre-background: #f5f5f5
pre-border: #cccccc
primary: <<colour afc-purple>>
sidebar-button-foreground: <<colour foreground>>
sidebar-controls-foreground-hover: #000000
sidebar-controls-foreground: #aaaaaa
sidebar-foreground-shadow: rgba(255,255,255, 0.8)
sidebar-foreground: #acacac
sidebar-muted-foreground-hover: #444444
sidebar-muted-foreground: #c0c0c0
sidebar-tab-background-selected: #f4f4f4
sidebar-tab-background: #e0e0e0
sidebar-tab-border-selected: <<colour tab-border-selected>>
sidebar-tab-border: <<colour tab-border>>
sidebar-tab-divider: #e4e4e4
sidebar-tab-foreground-selected:
sidebar-tab-foreground: <<colour tab-foreground>>
sidebar-tiddler-link-foreground-hover: #444444
sidebar-tiddler-link-foreground: #999999
site-title-foreground: <<colour tiddler-title-foreground>>
static-alert-foreground: #aaaaaa
tab-background-selected: #ffffff
tab-background: #d8d8d8
tab-border-selected: #d8d8d8
tab-border: #cccccc
tab-divider: #d8d8d8
tab-foreground-selected: <<colour tab-foreground>>
tab-foreground: #666666
table-border: #dddddd
table-footer-background: #a8a8a8
table-header-background: #f0f0f0
tag-background: #78a0cd
tag-foreground: #ffffff
tiddler-background: <<colour background>>
tiddler-border: <<colour background>>
tiddler-controls-foreground-hover: #888888
tiddler-controls-foreground-selected: #444444
tiddler-controls-foreground: #cccccc
tiddler-editor-background: #f8f8f8
tiddler-editor-border-image: #ffffff
tiddler-editor-border: #cccccc
tiddler-editor-fields-even: #e0e8e0
tiddler-editor-fields-odd: #f0f4f0
tiddler-info-background: #f8f8f8
tiddler-info-border: #dddddd
tiddler-info-tab-background: #f8f8f8
tiddler-link-background: <<colour background>>
tiddler-link-foreground: <<colour primary>>
tiddler-subtitle-foreground: #c0c0c0
tiddler-title-foreground: #182955
toolbar-new-button:
toolbar-options-button:
toolbar-save-button:
toolbar-info-button:
toolbar-edit-button:
toolbar-close-button:
toolbar-delete-button:
toolbar-cancel-button:
toolbar-done-button:
untagged-background: #999999
very-muted-foreground: #888888
\define mbt-people(text)
[img width=50 [PeopleIcon]]
<$text text=<<__text__>>/>
\end
<$list filter="[<currentTiddler>!is[tiddler]]" variable="ignore">
<div class="tc-sidebuttons">
<a href="mailto:sharim.ponticelli@annafreud.org?subject=Feedback%20on%20the%20manuals" target="__blank">
{{$:/core/images/plugin-generic-language}} Give Feedback
</a>
</div>
</$list>
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
.tc-sidebuttons {
position: fixed;
right: 0;
top: 50%;
width: 8em;
}
.tc-sidebuttons svg {
fill: <<colour background>>;
float: left;
width: 2em;
height: 2em;
margin-right: 4px;
}
.tc-sidebuttons a {
display: block;
background: <<colour afc-green>>;
padding: 4px;
border-top-left-radius: 8px;
border-bottom-left-radius: 8px;
font-weight: bold;
text-decoration: none;
color: <<colour background>>;
}
.tc-sidebuttons a:hover {
background: <<colour afc-pale-green>>;
}
<$action-setfield $tiddler="$:/state/showeditpreview" $value="yes"/>
<$action-setfield $tiddler="$:/state/editpreviewtype" $value="$:/core/ui/EditTemplate/body/preview/output"/>
/* ------------------------------------------
PURE CSS SPEECH BUBBLES
by Nicolas Gallagher
- http://nicolasgallagher.com/pure-css-speech-bubbles/
http://nicolasgallagher.com
http://twitter.com/necolas
Created: 02 March 2010
Version: 1.2 (03 March 2011)
Dual licensed under MIT and GNU GPLv2 Nicolas Gallagher
------------------------------------------ */
/* NOTE: Some declarations use longhand notation so that it can be clearly
explained what specific properties or values do and what their relationship
is to other properties or values in creating the effect */
/* ============================================================================================================================
== BUBBLE WITH AN ISOCELES TRIANGLE
** ============================================================================================================================ */
/* THE SPEECH BUBBLE
------------------------------------------------------------------------------------------------------------------------------- */
.bubbles-triangle-isosceles {
position:relative;
padding:15px;
margin:1em 0 3em;
color:#000;
background:#f3961c; /* default background for browsers without gradient support */
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#f9d835), to(#f3961c));
background:-moz-linear-gradient(#f9d835, #f3961c);
background:-o-linear-gradient(#f9d835, #f3961c);
background:linear-gradient(#f9d835, #f3961c);
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* Variant : for top positioned triangle
------------------------------------------ */
.bubbles-triangle-isosceles.bubbles-top {
background:-webkit-gradient(linear, 0 0, 0 100%, from(#f3961c), to(#f9d835));
background:-moz-linear-gradient(#f3961c, #f9d835);
background:-o-linear-gradient(#f3961c, #f9d835);
background:linear-gradient(#f3961c, #f9d835);
}
/* Variant : for left/right positioned triangle
------------------------------------------ */
.bubbles-triangle-isosceles.bubbles-left {
margin-left:50px;
background:#f3961c;
}
/* Variant : for right positioned triangle
------------------------------------------ */
.bubbles-triangle-isosceles.bubbles-right {
margin-right:50px;
background:#f3961c;
}
/* THE TRIANGLE
------------------------------------------------------------------------------------------------------------------------------- */
/* creates triangle */
.bubbles-triangle-isosceles:after {
content:"";
position:absolute;
bottom:-15px; /* value = - border-top-width - border-bottom-width */
left:50px; /* controls horizontal position */
border-width:15px 15px 0; /* vary these values to change the angle of the vertex */
border-style:solid;
border-color:#f3961c transparent;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* Variant : top
------------------------------------------ */
.bubbles-triangle-isosceles.bubbles-top:after {
top:-15px; /* value = - border-top-width - border-bottom-width */
right:50px; /* controls horizontal position */
bottom:auto;
left:auto;
border-width:0 15px 15px; /* vary these values to change the angle of the vertex */
border-color:#f3961c transparent;
}
/* Variant : left
------------------------------------------ */
.bubbles-triangle-isosceles.bubbles-left:after {
top:16px; /* controls vertical position */
left:-50px; /* value = - border-left-width - border-right-width */
bottom:auto;
border-width:10px 50px 10px 0;
border-color:transparent #f3961c;
}
/* Variant : right
------------------------------------------ */
.bubbles-triangle-isosceles.bubbles-right:after {
top:16px; /* controls vertical position */
right:-50px; /* value = - border-left-width - border-right-width */
bottom:auto;
left:auto;
border-width:10px 0 10px 50px;
border-color:transparent #f3961c;
}
/* ============================================================================================================================
== BUBBLE WITH A RIGHT-ANGLED TRIANGLE
** ============================================================================================================================ */
/* THE SPEECH BUBBLE
------------------------------------------------------------------------------------------------------------------------------- */
.bubbles-triangle-right {
position:relative;
padding:15px;
margin:1em 0 3em;
color:#fff;
background:#075698; /* default background for browsers without gradient support */
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#2e88c4), to(#075698));
background:-moz-linear-gradient(#2e88c4, #075698);
background:-o-linear-gradient(#2e88c4, #075698);
background:linear-gradient(#2e88c4, #075698);
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* Variant : for top positioned triangle
------------------------------------------ */
.bubbles-triangle-right.bubbles-top {
background:-webkit-gradient(linear, 0 0, 0 100%, from(#075698), to(#2e88c4));
background:-moz-linear-gradient(#075698, #2e88c4);
background:-o-linear-gradient(#075698, #2e88c4);
background:linear-gradient(#075698, #2e88c4);
}
/* Variant : for left positioned triangle
------------------------------------------ */
.bubbles-triangle-right.bubbles-left {
margin-left:40px;
background:#075698;
}
/* Variant : for right positioned triangle
------------------------------------------ */
.bubbles-triangle-right.bubbles-right {
margin-right:40px;
background:#075698;
}
/* THE TRIANGLE
------------------------------------------------------------------------------------------------------------------------------- */
.bubbles-triangle-right:after {
content:"";
position:absolute;
bottom:-20px; /* value = - border-top-width - border-bottom-width */
left:50px; /* controls horizontal position */
border-width:20px 0 0 20px; /* vary these values to change the angle of the vertex */
border-style:solid;
border-color:#075698 transparent;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* Variant : top
------------------------------------------ */
.bubbles-triangle-right.bubbles-top:after {
top:-20px; /* value = - border-top-width - border-bottom-width */
right:50px; /* controls horizontal position */
bottom:auto;
left:auto;
border-width:20px 20px 0 0; /* vary these values to change the angle of the vertex */
border-color:transparent #075698;
}
/* Variant : left
------------------------------------------ */
.bubbles-triangle-right.bubbles-left:after {
top:16px;
left:-40px; /* value = - border-left-width - border-right-width */
bottom:auto;
border-width:15px 40px 0 0; /* vary these values to change the angle of the vertex */
border-color:transparent #075698;
}
/* Variant : right
------------------------------------------ */
.bubbles-triangle-right.bubbles-right:after {
top:16px;
right:-40px; /* value = - border-left-width - border-right-width */
bottom:auto;
left:auto;
border-width:15px 0 0 40px; /* vary these values to change the angle of the vertex */
border-color:transparent #075698 ;
}
/* ============================================================================================================================
== BUBBLE WITH AN OBTUSE TRIANGLE
** ============================================================================================================================ */
/* THE SPEECH BUBBLE
------------------------------------------------------------------------------------------------------------------------------- */
.bubbles-triangle-obtuse {
position:relative;
padding:15px;
margin:1em 0 3em;
color:#fff;
background:#c81e2b;
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#f04349), to(#c81e2b));
background:-moz-linear-gradient(#f04349, #c81e2b);
background:-o-linear-gradient(#f04349, #c81e2b);
background:linear-gradient(#f04349, #c81e2b);
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* Variant : for top positioned triangle
------------------------------------------ */
.bubbles-triangle-obtuse.bubbles-top {
background:-webkit-gradient(linear, 0 0, 0 100%, from(#c81e2b), to(#f04349));
background:-moz-linear-gradient(#c81e2b, #f04349);
background:-o-linear-gradient(#c81e2b, #f04349);
background:linear-gradient(#c81e2b, #f04349);
}
/* Variant : for left positioned triangle
------------------------------------------ */
.bubbles-triangle-obtuse.bubbles-left {
margin-left:50px;
background:#c81e2b;
}
/* Variant : for right positioned triangle
------------------------------------------ */
.bubbles-triangle-obtuse.bubbles-right {
margin-right:50px;
background:#c81e2b;
}
/* THE TRIANGLE
------------------------------------------------------------------------------------------------------------------------------- */
/* creates the wider right-angled triangle */
.bubbles-triangle-obtuse:before {
content:"";
position:absolute;
bottom:-20px; /* value = - border-top-width - border-bottom-width */
left:60px; /* controls horizontal position */
border:0;
border-right-width:30px; /* vary this value to change the angle of the vertex */
border-bottom-width:20px; /* vary this value to change the height of the triangle. must be equal to the corresponding value in :after */
border-style:solid;
border-color:transparent #c81e2b;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* creates the narrower right-angled triangle */
.bubbles-triangle-obtuse:after {
content:"";
position:absolute;
bottom:-20px; /* value = - border-top-width - border-bottom-width */
left:80px; /* value = (:before's left) + (:before's border-right/left-width) - (:after's border-right/left-width) */
border:0;
border-right-width:10px; /* vary this value to change the angle of the vertex */
border-bottom-width:20px; /* vary this value to change the height of the triangle. must be equal to the corresponding value in :before */
border-style:solid;
border-color:transparent #fff;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* Variant : top
------------------------------------------ */
.bubbles-triangle-obtuse.bubbles-top:before {
top:-20px; /* value = - border-top-width - border-bottom-width */
bottom:auto;
left:auto;
right:60px; /* controls horizontal position */
border:0;
border-left-width:30px; /* vary this value to change the width of the triangle */
border-top-width:20px; /* vary this value to change the height of the triangle. must be equal to the corresponding value in :after */
border-color:transparent #c81e2b;
}
.bubbles-triangle-obtuse.bubbles-top:after {
top:-20px; /* value = - border-top-width - border-bottom-width */
bottom:auto;
left:auto;
right:80px; /* value = (:before's right) + (:before's border-right/left-width) - (:after's border-right/left-width) */
border-width:0;
border-left-width:10px; /* vary this value to change the width of the triangle */
border-top-width:20px; /* vary this value to change the height of the triangle. must be equal to the corresponding value in :before */
border-color:transparent #fff;
}
/* Variant : left
------------------------------------------ */
.bubbles-triangle-obtuse.bubbles-left:before {
top:15px; /* controls vertical position */
bottom:auto;
left:-50px; /* value = - border-left-width - border-right-width */
border:0;
border-bottom-width:30px; /* vary this value to change the height of the triangle */
border-left-width:50px; /* vary this value to change the width of the triangle. must be equal to the corresponding value in :after */
border-color:#c81e2b transparent;
}
.bubbles-triangle-obtuse.bubbles-left:after {
top:35px; /* value = (:before's top) + (:before's border-top/bottom-width) - (:after's border-top/bottom-width) */
bottom:auto;
left:-50px; /* value = - border-left-width - border-right-width */
border:0;
border-bottom-width:10px; /* vary this value to change the height of the triangle */
border-left-width:50px; /* vary this value to change the width of the triangle. must be equal to the corresponding value in :before */
border-color:#fff transparent;
}
/* Variant : right
------------------------------------------ */
.bubbles-triangle-obtuse.bubbles-right:before {
top:15px; /* controls vertical position */
bottom:auto;
left:auto;
right:-50px; /* value = - border-left-width - border-right-width */
border:0;
border-bottom-width:30px; /* vary this value to change the height of the triangle */
border-right-width:50px; /* vary this value to change the width of the triangle. must be equal to the corresponding value in :after */
border-color:#c81e2b transparent;
}
.bubbles-triangle-obtuse.bubbles-right:after {
top:35px; /* value = (:before's top) + (:before's border-top/bottom-width) - (:after's border-top/bottom-width) */
bottom:auto;
right:-50px; /* value = - border-left-width - border-right-width */
left:auto;
border:0;
border-bottom-width:10px; /* vary this value to change the height of the triangle */
border-right-width:50px; /* vary this value to change the width of the triangle. must be equal to the corresponding value in :before */
border-color:#fff transparent;
}
/* ============================================================================================================================
== BUBBLE WITH A BORDER AND TRIANGLE
** ============================================================================================================================ */
/* THE SPEECH BUBBLE
------------------------------------------------------------------------------------------------------------------------------- */
.bubbles-triangle-border {
position:relative;
padding:15px;
margin:1em 0 3em;
border:5px solid #5a8f00;
color:#333;
background:#fff;
/* css3 */
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* Variant : for left positioned triangle
------------------------------------------ */
.bubbles-triangle-border.bubbles-left {
margin-left:30px;
}
/* Variant : for right positioned triangle
------------------------------------------ */
.bubbles-triangle-border.bubbles-right {
margin-right:30px;
}
/* THE TRIANGLE
------------------------------------------------------------------------------------------------------------------------------- */
.bubbles-triangle-border:before {
content:"";
position:absolute;
bottom:-20px; /* value = - border-top-width - border-bottom-width */
left:40px; /* controls horizontal position */
border-width:20px 20px 0;
border-style:solid;
border-color:#5a8f00 transparent;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* creates the smaller triangle */
.bubbles-triangle-border:after {
content:"";
position:absolute;
bottom:-13px; /* value = - border-top-width - border-bottom-width */
left:47px; /* value = (:before left) + (:before border-left) - (:after border-left) */
border-width:13px 13px 0;
border-style:solid;
border-color:#fff transparent;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* Variant : top
------------------------------------------ */
/* creates the larger triangle */
.bubbles-triangle-border.bubbles-top:before {
top:-20px; /* value = - border-top-width - border-bottom-width */
bottom:auto;
left:auto;
right:40px; /* controls horizontal position */
border-width:0 20px 20px;
}
/* creates the smaller triangle */
.bubbles-triangle-border.bubbles-top:after {
top:-13px; /* value = - border-top-width - border-bottom-width */
bottom:auto;
left:auto;
right:47px; /* value = (:before right) + (:before border-right) - (:after border-right) */
border-width:0 13px 13px;
}
/* Variant : left
------------------------------------------ */
/* creates the larger triangle */
.bubbles-triangle-border.bubbles-left:before {
top:10px; /* controls vertical position */
bottom:auto;
left:-30px; /* value = - border-left-width - border-right-width */
border-width:15px 30px 15px 0;
border-color:transparent #5a8f00;
}
/* creates the smaller triangle */
.bubbles-triangle-border.bubbles-left:after {
top:16px; /* value = (:before top) + (:before border-top) - (:after border-top) */
bottom:auto;
left:-21px; /* value = - border-left-width - border-right-width */
border-width:9px 21px 9px 0;
border-color:transparent #fff;
}
/* Variant : right
------------------------------------------ */
/* creates the larger triangle */
.bubbles-triangle-border.bubbles-right:before {
top:10px; /* controls vertical position */
bottom:auto;
left:auto;
right:-30px; /* value = - border-left-width - border-right-width */
border-width:15px 0 15px 30px;
border-color:transparent #5a8f00;
}
/* creates the smaller triangle */
.bubbles-triangle-border.bubbles-right:after {
top:16px; /* value = (:before top) + (:before border-top) - (:after border-top) */
bottom:auto;
left:auto;
right:-21px; /* value = - border-left-width - border-right-width */
border-width:9px 0 9px 21px;
border-color:transparent #fff;
}
/* ============================================================================================================================
== SPEECH BUBBLE ICON
** ============================================================================================================================ */
.bubbles-example-commentheading {
position:relative;
padding:0;
color:#b513af;
}
/* creates the rectangle */
.bubbles-example-commentheading:before {
content:"";
position:absolute;
top:9px;
left:-25px;
width:15px;
height:10px;
background:#b513af;
/* css3 */
-webkit-border-radius:3px;
-moz-border-radius:3px;
border-radius:3px;
}
/* creates the triangle */
.bubbles-example-commentheading:after {
content:"";
position:absolute;
top:15px;
left:-19px;
border:4px solid transparent;
border-left-color:#b513af;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* ============================================================================================================================
== BLOCKQUOTE WITH RIGHT-ANGLED TRIANGLE
** ============================================================================================================================ */
.bubbles-example-right {
position:relative;
padding:15px 30px;
margin:0;
color:#fff;
background:#5a8f00; /* default background for browsers without gradient support */
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#b8db29), to(#5a8f00));
background:-moz-linear-gradient(#b8db29, #5a8f00);
background:-o-linear-gradient(#b8db29, #5a8f00);
background:linear-gradient(#b8db29, #5a8f00);
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* display of quote author (alternatively use a class on the element following the blockquote) */
.example-right + p {margin:15px 0 2em 85px; font-style:italic;}
/* creates the triangle */
.bubbles-example-right:after {
content:"";
position:absolute;
bottom:-50px;
left:50px;
border-width:0 20px 50px 0px;
border-style:solid;
border-color:transparent #5a8f00;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* ============================================================================================================================
== BLOCKQUOTE WITH OBTUSE TRIANGLE
** ============================================================================================================================ */
.bubbles-example-obtuse {
position:relative;
padding:15px 30px;
margin:0;
color:#000;
background:#f3961c; /* default background for browsers without gradient support */
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#f9d835), to(#f3961c));
background:-moz-linear-gradient(#f9d835, #f3961c);
background:-o-linear-gradient(#f9d835, #f3961c);
background:linear-gradient(#f9d835, #f3961c);
/* Using longhand to avoid inconsistencies between Safari 4 and Chrome 4 */
-webkit-border-top-left-radius:25px 50px;
-webkit-border-top-right-radius:25px 50px;
-webkit-border-bottom-right-radius:25px 50px;
-webkit-border-bottom-left-radius:25px 50px;
-moz-border-radius:25px / 50px;
border-radius:25px / 50px;
}
/* display of quote author (alternatively use a class on the element following the blockquote) */
.example-obtuse + p {margin:10px 150px 2em 0; text-align:right; font-style:italic;}
/* creates the larger triangle */
.bubbles-example-obtuse:before {
content:"";
position:absolute;
bottom:-30px;
right:80px;
border-width:0 0 30px 50px;
border-style:solid;
border-color:transparent #f3961c;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* creates the smaller triangle */
.bubbles-example-obtuse:after {
content:"";
position:absolute;
bottom:-30px;
right:110px;
border-width:0 0 30px 20px;
border-style:solid;
border-color:transparent #fff;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* ============================================================================================================================
== TWITTER
** ============================================================================================================================ */
.bubbles-example-twitter {
position:relative;
padding:15px;
margin:100px 0 0.5em;
color:#333;
background:#eee;
/* css3 */
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
.bubbles-example-twitter p {font-size:28px; line-height:1.25em;}
/* this isn't necessary, just saves me having to edit the HTML of the demo */
.bubbles-example-twitter:before {
content:url(twitter-logo.gif);
position:absolute;
top:-60px;
left:0;
width:155px;
height:36px;
/* reduce the damage in FF3.0 */
display:block;
}
/* creates the triangle */
.bubbles-example-twitter:after {
content:"";
position:absolute;
top:-30px;
left:50px;
border:15px solid transparent;
border-bottom-color:#eee;
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
/* display of quote author (alternatively use a class on the element following the blockquote) */
.bubbles-example-twitter + p {padding-left:15px; font:14px Arial, sans-serif;}
/* ============================================================================================================================
== NUMBER
** ============================================================================================================================ */
.bubbles-example-number {
position:relative;
width:200px;
height:200px;
margin:50px 0 200px;
text-align:center;
font:140px/200px Arial, sans-serif;
color:#fff;
background:#C91F2C;
}
/* creates the larger triangle */
.bubbles-example-number:before {
content:"";
position:absolute;
bottom:-140px;
right:0;
border-width:0 0 140px 140px;
border-style:solid;
border-color:transparent #C91F2C;
}
/* creates the larger triangle */
.bubbles-example-number:after {
content:"";
position:absolute;
bottom:-140px;
right:85px;
border-width:0 0 140px 55px;
border-style:solid;
border-color:transparent #fff;
}
/* ============================================================================================================================
== PINCHED SPEECH BUBBLE (more CSS3)
** ============================================================================================================================ */
.bubbles-pinched {
position:relative;
padding:15px;
margin:50px 0 3em;
text-align:center;
color:#fff;
background:#333;
/* css3 */
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* creates a rectangle of the colour wanted for the pointy bit */
.bubbles-pinched:before {
content:"";
position:absolute;
top:-20px;
left:50%;
width:100px;
height:20px;
margin:0 0 0 -50px;
background:#333;
}
/* creates a rounded rectangle to cover part of the rectangle generated above */
.bubbles-pinched:after {
content:"";
position:absolute;
top:-20px;
left:0;
width:50%;
height:20px;
background:#fff;
/* css3 */
-webkit-border-bottom-right-radius:15px;
-moz-border-radius-bottomright:15px;
border-bottom-right-radius:15px;
}
/* creates the other rounded rectangle */
.bubbles-pinched > :first-child:before {
content:"";
position:absolute;
top:-20px;
right:0;
width:50%;
height:20px;
background:#fff;
/* css3 */
-webkit-border-bottom-left-radius:15px;
-moz-border-radius-bottomleft:15px;
border-bottom-left-radius:15px;
}
/* ============================================================================================================================
== OVAL SPEECH BUBBLE (more CSS3)
** ============================================================================================================================ */
.bubbles-oval-speech {
position:relative;
width:270px;
padding:50px 40px;
margin:1em auto 50px;
text-align:center;
color:#fff;
background:#5a8f00;
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#b8db29), to(#5a8f00));
background:-moz-linear-gradient(#b8db29, #5a8f00);
background:-o-linear-gradient(#b8db29, #5a8f00);
background:linear-gradient(#b8db29, #5a8f00);
/*
NOTES:
-webkit-border-radius:220px 120px; // produces oval in safari 4 and chrome 4
-webkit-border-radius:220px / 120px; // produces oval in chrome 4 (again!) but not supported in safari 4
Not correct application of the current spec, therefore, using longhand to avoid future problems with webkit corrects this
*/
-webkit-border-top-left-radius:220px 120px;
-webkit-border-top-right-radius:220px 120px;
-webkit-border-bottom-right-radius:220px 120px;
-webkit-border-bottom-left-radius:220px 120px;
-moz-border-radius:220px / 120px;
border-radius:220px / 120px;
}
.bubbles-oval-speech p {font-size:1.25em;}
/* creates part of the curve */
.bubbles-oval-speech:before {
content:"";
position:absolute;
z-index:-1;
bottom:-30px;
right:50%;
height:30px;
border-right:60px solid #5a8f00;
background:#5a8f00; /* need this for webkit - bug in handling of border-radius */
/* css3 */
-webkit-border-bottom-right-radius:80px 50px;
-moz-border-radius-bottomright:80px 50px;
border-bottom-right-radius:80px 50px;
/* using translate to avoid undesired appearance in CSS2.1-capabable but CSS3-incapable browsers */
-webkit-transform:translate(0, -2px);
-moz-transform:translate(0, -2px);
-ms-transform:translate(0, -2px);
-o-transform:translate(0, -2px);
transform:translate(0, -2px);
}
/* creates part of the curved pointy bit */
.bubbles-oval-speech:after {
content:"";
position:absolute;
z-index:-1;
bottom:-30px;
right:50%;
width:60px;
height:30px;
background:#fff;
/* css3 */
-webkit-border-bottom-right-radius:40px 50px;
-moz-border-radius-bottomright:40px 50px;
border-bottom-right-radius:40px 50px;
/* using translate to avoid undesired appearance in CSS2.1-capabable but CSS3-incapable browsers */
-webkit-transform:translate(-30px, -2px);
-moz-transform:translate(-30px, -2px);
-ms-transform:translate(-30px, -2px);
-o-transform:translate(-30px, -2px);
transform:translate(-30px, -2px);
}
/* ============================================================================================================================
== OVAL THOUGHT BUBBLE (more CSS3)
** ============================================================================================================================ */
.bubbles-oval-thought {
position:relative;
width:270px;
padding:50px 40px;
margin:1em auto 80px;
text-align:center;
color:#fff;
background:#075698;
/* css3 */
background:-webkit-gradient(linear, 0 0, 0 100%, from(#2e88c4), to(#075698));
background:-moz-linear-gradient(#2e88c4, #075698);
background:-o-linear-gradient(#2e88c4, #075698);
background:linear-gradient(#2e88c4, #075698);
/*
NOTES:
-webkit-border-radius:220px 120px; // produces oval in safari 4 and chrome 4
-webkit-border-radius:220px / 120px; // produces oval in chrome 4 (again!) but not supported in safari 4
Not correct application of the current spec, therefore, using longhand to avoid future problems with webkit corrects this
*/
-webkit-border-top-left-radius:220px 120px;
-webkit-border-top-right-radius:220px 120px;
-webkit-border-bottom-right-radius:220px 120px;
-webkit-border-bottom-left-radius:220px 120px;
-moz-border-radius:220px / 120px;
border-radius:220px / 120px;
}
.bubbles-oval-thought p {font-size:1.25em;}
/* creates the larger circle */
.bubbles-oval-thought:before {
content:"";
position:absolute;
bottom:-20px;
left:50px;
width:30px;
height:30px;
background:#075698;
/* css3 */
-webkit-border-radius:30px;
-moz-border-radius:30px;
border-radius:30px;
}
/* creates the smaller circle */
.bubbles-oval-thought:after {
content:"";
position:absolute;
bottom:-30px;
left:30px;
width:15px;
height:15px;
background:#075698;
/* css3 */
-webkit-border-radius:15px;
-moz-border-radius:15px;
border-radius:15px;
}
/* ============================================================================================================================
== OVAL SPEECH BUBBLE WITH QUOTATION MARKS (more CSS3)
** ============================================================================================================================ */
.bubbles-oval-quotes {
position:relative;
width:400px;
height:350px;
margin:2em auto 10px;
color:#000;
background:#ffed26;
/* css3 */
/*
NOTES:
-webkit-border-radius:Apx Bpx; // produces oval in safari 4 and chrome 4
-webkit-border-radius:Apx / Bpx; // produces oval in chrome 4 (again!) but not supported in safari 4
Not correct application of the current spec, therefore, using longhand to avoid future problems with webkit corrects this
*/
-webkit-border-top-left-radius:400px 350px;
-webkit-border-top-right-radius:400px 350px;
-webkit-border-bottom-right-radius:400px 350px;
-webkit-border-bottom-left-radius:400px 350px;
-moz-border-radius:400px / 350px;
border-radius:400px / 350px;
}
/* creates opening quotation mark */
.bubbles-oval-quotes:before {
content:"\201C";
position:absolute;
z-index:1;
top:20px;
left:20px;
font:80px/1 Georgia, serif;
color:#ffed26;
}
/* creates closing quotation mark */
.bubbles-oval-quotes:after {
content:"\201D";
position:absolute;
z-index:1;
bottom:0;
right:20px;
font:80px/0.25 Georgia, serif;
color:#ffed26;
}
.bubbles-oval-quotes p {
width:250px;
height:250px;
padding:50px 0 0;
margin:0 auto;
text-align:center;
font-size:35px;
}
/* creates smaller curve */
.bubbles-oval-quotes p:before {
content:"";
position:absolute;
z-index:-1;
bottom:-30px;
right:55%;
width:180px; /* wider than necessary to make it look a bit better in IE8 */
height:60px;
background:#fff; /* need this for webkit - bug in handling of border-radius */
/* css3 */
-webkit-border-bottom-right-radius:40px 50px;
-moz-border-radius-bottomright:40px 50px;
border-bottom-right-radius:40px 50px;
/* using translate to avoid undesired appearance in CSS2.1-capabable but CSS3-incapable browsers */
-webkit-transform:translate(-30px, -2px);
-moz-transform:translate(-30px, -2px);
-ms-transform:translate(-30px, -2px);
-o-transform:translate(-30px, -2px);
transform:translate(-30px, -2px);
}
/* creates larger curve */
.bubbles-oval-quotes p:after {
content:"";
position:absolute;
z-index:-2;
bottom:-30px;
right:25%;
height:80px;
border-right:200px solid #ffed26;
background:#ffed26; /* need this for webkit - bug in handling of border-radius */
/* css3 */
-webkit-border-bottom-right-radius:200px 100px;
-moz-border-radius-bottomright:200px 100px;
border-bottom-right-radius:200px 100px;
/* using translate to avoid undesired appearance in CSS2.1-capabable but CSS3-incapable browsers */
-webkit-transform:translate(0, -2px);
-moz-transform:translate(0, -2px);
-ms-transform:translate(0, -2px);
-o-transform:translate(0, -2px);
transform:translate(0, -2px);
/* reduce the damage in FF3.0 */
display:block;
width:0;
}
.bubbles-oval-quotes + p {
position:relative; /* part of the IE8 width compromise */
width:150px;
margin:0 0 2em;
font-size:18px;
font-weight:bold;
}
/* ============================================================================================================================
== RECTANGLE-BORDER STYLE WITH CURVE
** ============================================================================================================================ */
.bubbles-rectangle-speech-border {
position:relative;
padding:50px 15px;
margin:1em 0 3em;
border:10px solid #5a8f00;
text-align:center;
color:#333;
background:#fff;
/* css3 */
-webkit-border-radius:20px;
-moz-border-radius:20px;
border-radius:20px;
}
/* creates larger curve */
.bubbles-rectangle-speech-border:before {
content:"";
position:absolute;
z-index:10;
bottom:-40px;
left:50px;
width:50px;
height:30px;
border-style:solid;
border-width:0 10px 10px 0;
border-color:#5a8f00;
background:transparent;
/* css3 */
-webkit-border-bottom-right-radius:80px 50px;
-moz-border-radius-bottomright:80px 50px;
border-bottom-right-radius:80px 50px;
/* reduce the damage in FF3.0 */
display:block;
}
/* creates smaller curve */
.bubbles-rectangle-speech-border:after {
content:"";
position:absolute;
z-index:10;
bottom:-40px;
left:50px;
width:20px;
height:30px;
border-style:solid;
border-width:0 10px 10px 0;
border-color:#5a8f00;
background:transparent;
/* css3 */
-webkit-border-bottom-right-radius:40px 50px;
-moz-border-radius-bottomright:40px 50px;
border-bottom-right-radius:40px 50px;
/* reduce the damage in FF3.0 */
display:block;
}
/* creates a small circle to produce a rounded point where the two curves meet */
.bubbles-rectangle-speech-border > :first-child:before {
content:"";
position:absolute;
bottom:-40px;
left:45px;
width:10px;
height:10px;
background:#5a8f00;
/* css3 */
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* creates a white rectangle to cover part of the oval border*/
.bubbles-rectangle-speech-border > :first-child:after {
content:"";
position:absolute;
bottom:-10px;
left:76px;
width:24px;
height:15px;
background:#fff;
}
/* ============================================================================================================================
== OVER SPEECH BUBBLE, EMPTY, WITH BORDER (more CSS3)
** ============================================================================================================================ */
.bubbles-oval-speech-border {
position:relative;
padding:70px 30px;
margin:1em auto 60px;
border:10px solid #f3961c;
text-align:center;
color:#333;
background:#fff;
/* css3 */
/*
NOTES:
-webkit-border-radius:240px 140px; // produces oval in safari 4 and chrome 4
-webkit-border-radius:240px / 140px; // produces oval in chrome 4 (again!) but not supported in safari 4
Not correct application of the current spec, therefore, using longhand to avoid future problems with webkit corrects this
*/
-webkit-border-top-left-radius:240px 140px;
-webkit-border-top-right-radius:240px 140px;
-webkit-border-bottom-right-radius:240px 140px;
-webkit-border-bottom-left-radius:240px 140px;
-moz-border-radius:240px / 140px;
border-radius:240px / 140px;
}
/* creates larger curve */
.bubbles-oval-speech-border:before {
content:"";
position:absolute;
z-index:2;
bottom:-40px;
right:50%;
width:50px;
height:30px;
border-style:solid;
border-width:0 10px 10px 0;
border-color:#f3961c;
margin-right:-10px;
background:transparent;
/* css3 */
-webkit-border-bottom-right-radius:80px 50px;
-moz-border-radius-bottomright:80px 50px;
border-bottom-right-radius:80px 50px;
/* reduce the damage in FF3.0 */
display:block;
}
/* creates smaller curve */
.bubbles-oval-speech-border:after {
content:"";
position:absolute;
z-index:2;
bottom:-40px;
right:50%;
width:20px;
height:31px;
border-style:solid;
border-width:0 10px 10px 0;
border-color:#f3961c;
margin-right:20px;
background:transparent;
/* css3 */
-webkit-border-bottom-right-radius:40px 50px;
-moz-border-radius-bottomright:40px 50px;
border-bottom-right-radius:40px 50px;
/* reduce the damage in FF3.0 */
display:block;
}
/* creates a small circle to produce a rounded point where the two curves meet */
.bubbles-oval-speech-border > :first-child:before {
content:"";
position:absolute;
z-index:1;
bottom:-40px;
right:50%;
width:10px;
height:10px;
margin-right:45px;
background:#f3961c;
/* css3 */
-webkit-border-radius:10px;
-moz-border-radius:10px;
border-radius:10px;
}
/* creates a white rectangle to cover part of the oval border*/
.bubbles-oval-speech-border > :first-child:after {
content:"";
position:absolute;
z-index:1;
bottom:-10px;
right:50%;
width:30px;
height:15px;
background:#fff;
}
/* ============================================================================================================================
== OVER THOUGHT BUBBLE, EMPTY, WITH BORDER (more CSS3)
** ============================================================================================================================ */
.bubbles-oval-thought-border {
position:relative;
padding:70px 30px;
margin:1em auto 80px;
border:10px solid #c81e2b;
text-align:center;
color:#333;
background:#fff;
/* css3 */
/*
NOTES:
-webkit-border-radius:240px 140px; // produces oval in safari 4 and chrome 4
-webkit-border-radius:240px / 140px; // produces oval in chrome 4 (again!) but not supported in safari 4
Not correct application of the current spec, therefore, using longhand to avoid future problems with webkit corrects this
*/
-webkit-border-top-left-radius:240px 140px;
-webkit-border-top-right-radius:240px 140px;
-webkit-border-bottom-right-radius:240px 140px;
-webkit-border-bottom-left-radius:240px 140px;
-moz-border-radius:240px / 140px;
border-radius:240px / 140px;
}
/* creates the larger circle */
.bubbles-oval-thought-border:before {
content:"";
position:absolute;
z-index:10;
bottom:-40px;
right:100px;
width:50px;
height:50px;
border:10px solid #c81e2b;
background:#fff;
/* css3 */
-webkit-border-radius:50px;
-moz-border-radius:50px;
border-radius:50px;
/* reduce the damage in FF3.0 */
display:block;
}
/* creates the smaller circle */
.bubbles-oval-thought-border:after {
content:"";
position:absolute;
z-index:10;
bottom:-60px;
right:50px;
width:25px;
height:25px;
border:10px solid #c81e2b;
background:#fff;
/* css3 */
-webkit-border-radius:25px;
-moz-border-radius:25px;
border-radius:25px;
/* reduce the damage in FF3.0 */
display:block;
}
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
.tc-ext-doc-link {
color: <<color primary>>;
fill: <<color primary>>;
font-size: 1.2em;
font-weight: bold;
font-family: Mulish;
text-decoration: none;
border-radius: 4px;
padding: 0.3em;
margin: 0.3em -0.3em 0.3em -0.3em;
border: 2px solid transparent;
}
.tc-ext-doc-link svg {
vertical-align: middle;
height: 0.75em;
}
.tc-ext-doc-link img {
vertical-align: middle;
height: 1.3em;
}
.tc-ext-doc-link:hover {
color: <<color background>>;
fill: <<color background>>;
background: <<color primary>>;
border: 2px solid rgba(0,0,0,0.5);
}
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
@media (min-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {
<<if-sidebar """
.tc-sidebar-scrollable {
background: linear-gradient(to right,rgba(255,255,255,0) 0%,rgba(255,255,255,0.85) 42px,rgba(255,255,255,0.85) 100%);
}
""">>
}
@media (max-width: {{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}}) {
<<if-sidebar """
.tc-sidebar-scrollable {
background: linear-gradient(to right,rgba(255,255,255,0.85) 0%,rgba(255,255,255,0.85) 100%);
}
""">>
}
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
html body.tc-body .tc-tiddler-frame.tc-tagged-HideEditButton .tc-btn-\%24\%3A\%2Fcore\%2Fui\%2FButtons\%2Fedit,
html body.tc-body .tc-tiddler-frame.tc-tagged-HideEditButton .tc-btn-\%24\%3A\%2Fcore\%2Fui\%2FButtons\%2Finfo,
html body.tc-body .tc-tiddler-frame.tc-tagged-HideEditButton .tc-btn-\%24\%3A\%2Fcore\%2Fui\%2FButtons\%2Fmore-tiddler-actions,
html body.tc-body .tc-tiddler-frame.tc-tagged-HideEditButton .tc-tags-wrapper,
html body.tc-body .tc-tiddler-frame.tc-tagged-HideEditButton .tc-tagged-by {
display: none;
}
button.tc-tiddlylink, a.tc-tiddlylink {
font-weight: bold;
}
.tc-afc-above-story-logo {
background: <<colour afc-light-purple>>;
margin: -0.5em -0.5em 1.5em -0.5em;
padding: 0.5em 0.5em 0.5em 0.5em;
border-radius: 0.25rem;
}
h1, h2, h3, h4, h5, h6 {
margin: 0.75em -0.25em 0.25em -0.25em;
padding: 0.25em 0.25em 0.25em 0.25em;
border-radius: 0.25rem;
color: <<colour afc-dark-blue>>;
}
h1 {
background: <<colour afc-solid-turquoise>>;
}
h2 {
background: <<colour afc-solid-purple>>;
color: <<colour afc-white>>;
}
h3 {
background: <<colour afc-solid-yellow>>;
}
h4 {
background: <<colour afc-solid-green>>;
}
h5 {
background: <<colour afc-solid-pink>>;
}
.tc-titlebar h2,
h1.tc-site-title {
background: none;
color: <<colour afc-dark-blue>>;
}
div.tc-thumbnail-caption {
background: <<colour afc-dark-blue>>;
}
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
.tc-topbar-right {
top: 0;
right: 0;
}
.tc-topbar-left {
display: inline-block;
top: 0;
left: 0;
width: 100%;
}
nav.tc-top-menu p {
margin: 0;
}
nav.tc-top-menu > ul {
position: relative;
list-style-type: none;
margin: 0;
padding: 0 0 0 42px;
text-transform: uppercase;
background: <<colour top-menu-background>>;
<<box-shadow "1px 1px 5px rgba(0, 0, 0, 0.3)">>
}
nav.tc-top-menu > ul > li {
display: inline-block;
margin: 0;
padding: 0;
}
nav.tc-top-menu > ul > li > a,
nav.tc-top-menu > ul > li > button {
display: block;
font-weight: 700;
color: <<colour top-menu-foreground>>;
fill: <<colour top-menu-foreground>>;
text-decoration: none;
padding: 0.5em;
margin: 0;
background: none;
border: none;
cursor: pointer;
text-transform: inherit;
border-radius: 0;
text-decoration: none;
}
nav.tc-top-menu > ul > li > a.tc-selected,
nav.tc-top-menu > ul > li > button.tc-selected {
background: <<colour top-menu-foreground>>;
color: <<colour top-menu-background>>;
fill: <<colour top-menu-background>>;
}
nav.tc-top-menu > ul > li svg {
width: 1em;
height: 1em;
fill: <<colour top-menu-foreground>>;
}
nav.tc-top-menu > ul > li > a:hover,
nav.tc-top-menu > ul > li > button:hover {
background: rgba(0,0,0,0.25);
border-radius: 0;
text-decoration: none;
}
nav.tc-top-menu .tc-drop-down {
max-height: 70vh;
overflow: auto;
}
nav.tc-top-menu .tc-drop-down a {
text-decoration: none;
}
nav.tc-top-menu .tc-drop-down button {
display: inline-block;
width: auto;
}
nav.tc-top-menu .tc-drop-down ol {
margin: 0;
}
<$list filter="[{$:/_AFC/SurveyBanner/URL}!is[blank]]" variable="ignore">
<a href={{$:/_AFC/SurveyBanner/URL}} target="_blank" class="tc-survey-banner">
<div class="tc-survey-banner-heading">
{{$:/core/images/plugin-generic-language}}
Help us improve
</div>
<div class="tc-survey-banner-body">
We are hoping to gather valuable feedback on your use and opinion of the Wiki Manuals. By sharing your thoughts and opinions, you will contribute directly to ongoing improvements. It will take no longer than 10 minutes of your time to complete.
</div>
</a>
</$list>
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline macrocallblock
.tc-survey-banner {
background: <<colour afc-light-green>>;
color: <<colour afc-dark-blue>>;
fill: <<colour afc-dark-blue>>;
padding: 1em;
text-shadow: none;
border-radius: 8px;
line-height: 1.2;
text-decoration: none;
display: block;
margin-right: 1em;
}
.tc-survey-banner:hover {
background: <<colour afc-dark-blue>>;
color: <<colour afc-light-green>>;
fill: <<colour afc-light-green>>;
}
.tc-survey-banner-heading {
font-size: 2em;
font-weight:bold;
margin-bottom: 0.5em;
}
.tc-survey-banner-heading svg {
width: 1em;
height: 1em;
vertical-align: text-bottom;
}
<hr/>
<$button class="tc-btn-invisible">
<$set name="tags" filter="[<currentTiddler>]">
<$action-sendmessage $message="tm-new-tiddler" tags=<<tags>>/>
Create new tiddler tagged '<$text text=<<currentTiddler>>/>'
</$set>
</$button>
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
.tc-tag-navigation-buttons {
clear: both;
display: flex;
font-size: 1em;
border: 1px solid #c1e1ea;
}
.tc-tag-navigation-button-previous,
.tc-tag-navigation-button-next {
cursor: pointer;
border: none;
background: #c1e1ea;
border-radius: 4px;
padding: 5px; color: white;
}
.tc-tag-navigation-button-middle {
flex: 1; font-size: 100%;
}
.tc-tag-navigation-body {
padding: 0.5em;
border-left: 1px solid #c1e1ea;
border-right: 1px solid #c1e1ea;
}
.tc-tag-navigation-button-previous:hover {
background-color:#94d2e3;
}
.tc-tag-navigation-button-next:hover {
background-color:#94d2e3;
}
\define tag-navigation-buttons()
<div class="tc-tag-navigation-buttons">
<$list filter="[<__tag__>tagging[]allbefore<currentTiddler>limit[1]]" variable="ignore">
<$button class="tc-tag-navigation-button tc-tag-navigation-button-previous">
<$action-setfield $tiddler=<<state>> $value={{{ [<__tag__>tagging[]before<currentTiddler>] }}}/>
{{left}} previous
</$button>
</$list>
<$button class="tc-tag-navigation-button tc-tag-navigation-button-middle tc-btn-invisible">
<$action-navigate $to=<<__tag__>>/>
(<$text text={{{ [<__tag__>tagging[]allbefore<currentTiddler>count[]add[1]] }}}/> of <$text text={{{ [<__tag__>tagging[]count[]] }}}/>)
</$button>
<$list filter="[<__tag__>tagging[]allafter<currentTiddler>limit[1]]" variable="ignore">
<$button class="tc-tag-navigation-button tc-tag-navigation-button-next">
<$action-setfield $tiddler=<<state>> $value={{{ [<__tag__>tagging[]after<currentTiddler>] }}}/>
next {{right}}
</$button>
</$list>
</div>
\end
\define tag-navigation(tag)
<div class="tc-tag-navigation">
<$set name="state" value=<<qualify "$:/state/tag-navigation">>>
<$set name="state" value={{{ [<state>addsuffix[/]addsuffix<__tag__>] }}}>
<$tiddler tiddler={{{ [<state>get[text]] ~[<__tag__>tagging[]first[]] }}}>
<<tag-navigation-buttons>>
<div class="tc-tag-navigation-body">
<h1><$text text={{!!title}}/></h1>
<$transclude mode="block"/>
</div>
<<tag-navigation-buttons>>
</$tiddler>
</$set>
</$set>
</div>
\end
<textarea readonly="readonly" style="width:100%;height:10em;"><$text text={{!!text}}/></textarea>
<$button message="tm-login" class="tc-consent-button tc-btn-invisible">
Login
</$button>
<svg xmlns="http://www.w3.org/2000/svg" fill="none" viewBox="0 0 230 53" class="header__logo--desktop">
<g class="logo-icon">
<path fill="#FFDC16" d="M5.546 36.716 0 47.398 10.682 53l3.88-7.47c-3.716-2.032-6.885-5.052-9.016-8.814Zm4.562-8.843 2.322-.412c.71 4.12 3.251 7.47 6.639 9.337l6.01-11.589-6.803-13.099-8.168 15.763Z"></path>
<path fill="#64C3D7" d="M34.23 26.5c-1.911-3.707-.49-8.293 3.197-10.215L28.986 0l-13.36 7.003 2.65 5.107 1.585-3.048 10.682 5.602-5.464 10.573L39.476 53l13.36-7.003-8.442-16.284c-3.688 1.95-8.25.494-10.163-3.213Z"></path>
<path fill="#AFDCE6" d="m19.861 9.062-1.585 3.048 6.803 13.1 5.464-10.573L19.86 9.062Z"></path>
<path fill="#645FA5" d="M44.394 29.713c3.688-1.922 5.136-6.508 3.196-10.216-1.912-3.707-6.475-5.162-10.163-3.212l6.967 13.428Z"></path>
<path fill="#AAA0CD" d="M34.23 26.5c1.913 3.707 6.476 5.163 10.164 3.213l-6.967-13.429c-3.688 1.923-5.108 6.509-3.196 10.216Z"></path>
<path fill="#ED73AA" d="m29.068 48.03-1.694-9.694c-2.978.412-5.846-.165-8.305-1.538l-4.508 8.733a22.757 22.757 0 0 0 14.507 2.499ZM2.814 29.164a23.297 23.297 0 0 0 2.732 7.551l4.562-8.842-7.294 1.29Z"></path>
<path fill="#F0AFCB" d="m12.457 27.461-2.322.412-4.59 8.87a23.222 23.222 0 0 0 9.016 8.815l4.508-8.76c-3.36-1.895-5.901-5.218-6.611-9.337Z"></path>
</g>
<g class="logo-text">
<path fill="#000" d="M81.957 38.336a.594.594 0 0 1-.546-.385l-2.022-6.123h-9.288l-1.967 6.123c-.082.193-.3.385-.546.385h-3.36c-.192 0-.328-.192-.274-.385l8.06-22.957c.081-.192.3-.385.546-.385h4.671c.246 0 .465.165.547.385L85.7 37.95c.055.165-.082.385-.273.385h-3.47Zm-3.66-9.941-3.58-10.82-3.496 10.82h7.076Zm9.152 9.941c-.192 0-.41-.192-.41-.412l.164-7.8-.137-8.841c0-.193.191-.413.41-.413h3.142c.19 0 .41.193.41.412l-.055 2.142c1.12-1.62 3.06-2.938 5.655-2.938 3.633 0 5.901 2.444 5.901 6.838v3.597l.136 7.003c0 .192-.191.412-.409.412h-3.36c-.192 0-.41-.192-.41-.412l.136-7.003v-3.487c0-2.472-1.338-3.762-3.196-3.762-2.05 0-3.934 1.73-4.29 5.354v1.895l.055 7.003c0 .192-.19.412-.41.412H87.45Zm18.194 0c-.191 0-.41-.192-.41-.412l.164-7.8-.136-8.841c0-.193.191-.413.409-.413h3.142c.191 0 .41.193.41.412l-.055 2.142c1.12-1.62 3.06-2.938 5.655-2.938 3.634 0 5.901 2.444 5.901 6.838v3.597l.137 7.003c0 .192-.191.412-.41.412h-3.333c-.191 0-.41-.192-.41-.412l.137-7.003v-3.487c0-2.472-1.339-3.762-3.196-3.762-2.049 0-3.934 1.73-4.289 5.354v1.895l.054 7.003c0 .192-.191.412-.41.412h-3.36Zm30.188 0c-.191 0-.41-.192-.41-.412l.055-1.977c-1.202 1.702-3.005 2.718-5.355 2.718-4.781 0-7.349-3.927-7.349-9.007 0-5.053 2.787-9.117 7.431-9.117 2.268 0 4.043.879 5.218 2.581l-.082-1.84c0-.192.191-.412.41-.412h3.333c.191 0 .41.193.41.412l-.164 8.266.164 8.376c0 .192-.192.412-.41.412h-3.251Zm-4.562-2.527c2.732 0 4.289-2.032 4.316-6.068.027-4.037-1.475-6.262-4.234-6.29-2.924-.027-4.372 2.225-4.372 5.96-.027 4.064 1.421 6.398 4.29 6.398Zm17.593 2.527c-.191 0-.41-.192-.41-.412l.273-11.451-.273-11.452c0-.192.192-.412.41-.412h14.452c.191 0 .41.193.41.412v2.444c0 .193-.192.412-.41.412h-10.545l-.192 7.305h10.245c.191 0 .41.192.41.412v2.444c0 .192-.191.412-.41.412h-10.245l.192 9.474c0 .192-.192.412-.41.412h-3.497Zm17.129 0c-.191 0-.41-.192-.41-.412l.164-8.403-.164-8.239c0-.192.192-.412.41-.412h3.306c.191 0 .41.193.382.412l-.109 2.719c1.284-2.17 3.579-3.24 6.065-3.24.273 0 .546.027.765.055.218.027.41.247.41.466v2.362a.398.398 0 0 1-.41.385c-.191-.028-.465-.028-.738-.028-3.223 0-5.764 1.867-5.983 5.767l.082 8.156c0 .192-.191.412-.41.412h-3.36Zm26.828-5.959c.191 0 .382.192.327.412-.491 3.295-3.332 5.959-7.922 5.959-5.601 0-8.633-3.762-8.633-9.062 0-5.52 3.196-9.172 8.496-9.172 5.328 0 8.387 3.597 8.524 9.474 0 .192-.191.412-.41.412h-12.539c.164 3.734 1.693 5.492 4.589 5.492 2.076 0 3.47-.989 3.961-3.076a.521.521 0 0 1 .492-.412h3.115v-.027Zm-7.677-9.035c-2.431 0-3.879 1.483-4.316 4.311h8.414c-.164-2.279-1.475-4.311-4.098-4.311Zm16.391 15.406c-3.633 0-5.901-2.444-5.901-6.838v-3.598l-.109-7.002c0-.192.191-.412.41-.412h3.306c.191 0 .409.192.409.412l-.109 7.003V31.8c0 2.472 1.339 3.762 3.169 3.762 2.049 0 3.934-1.73 4.289-5.355v-1.895l-.027-7.002c0-.192.191-.412.41-.412h3.333c.191 0 .409.192.409.412l-.163 7.799.136 8.842c0 .193-.191.412-.41.412h-3.141c-.192 0-.41-.192-.41-.412l.109-2.142c-1.147 1.62-3.114 2.939-5.71 2.939Zm24.724-.412c-.191 0-.409-.192-.409-.412l.082-1.977c-1.175 1.702-3.006 2.718-5.328 2.718-4.781 0-7.349-3.927-7.349-9.007 0-5.053 2.787-9.117 7.431-9.117 2.268 0 4.043.879 5.191 2.554l-.082-8.046c0-.192.191-.412.41-.412h3.36c.191 0 .41.192.41.412l-.164 10.874.164 12.028c0 .193-.191.412-.41.412h-3.306v-.027Zm-4.535-2.5c2.705 0 4.289-2.031 4.317-6.068.027-4.064-1.475-6.344-4.235-6.371-2.923-.055-4.371 2.28-4.371 6.014-.027 4.064 1.421 6.426 4.289 6.426Z"></path>
</g>
</svg>
\define image-link-body(image,caption,width,height,color,background-color,icon)
<div class="tc-thumbnail-wrapper" style="width:$width$px;height:$height$px;">
<div class="tc-thumbnail-image">[img[$image$]]</div><div class="tc-thumbnail-icon" style="fill:$color$;color:$color$;">
$icon$
</div><div class="tc-thumbnail-caption">
$caption$
</div>
</div>
\end
\define image-link(link,image,caption,width,height,color,background-color,icon)
<$link to="""$link$"""><$macrocall $name="image-link-body" icon=<<__icon__>> color=<<__color__>> background-color=<<__background-color__>> image=<<__image__>> caption=<<__caption__>> width=<<__width__>> height=<<__height__>>/></$link>
\end
\define image-link-ext(link,image,caption,width,height,color,background-color,icon)
<a href="""$link$""" target="_blank" rel="noopener noreferrer"><$macrocall $name="image-link-body" icon=<<__icon__>> color=<<__color__>> background-color=<<__background-color__>> image=<<__image__>> caption=<<__caption__>> width=<<__width__>> height=<<__height__>>/></a>
\end
\define link-doc(caption,url,type:"docs")
<a href="""$url$""" class="tc-ext-doc-link" style="" target="_blank" rel="noopener noreferrer" title="Open in Google Docs">
{{$:/core/images/chevron-right}}<$image source={{{ [tag[$:/_GoogleDocsIcon]caption<__type__>] }}}/> $caption$
</a>
\end
\define link-pdf(caption,url,colour:"#55c6a7")
<a href="""$url$""" class="tc-btn-big-green" style="background-color:$colour$;" target="_blank" rel="noopener noreferrer">
{{$:/core/images/file}} $caption$
</a>
\end
\define embed-video(code)
<iframe width="560" height="315" src="https://www.youtube.com/embed/$code$" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe>
\end
<div class="tc-table-of-contents">
<<toc-selective-expandable 'HomeContents'>>
</div>
<div class="tc-table-of-contents">
<<toc-selective-expandable 'ResourcesContents'>>
</div>
<div class="tc-table-of-contents">
<<toc-selective-expandable 'StayingonModelContents'>>
</div>
<div class="tc-table-of-contents">
<<toc-selective-expandable 'TheoryContents'>>
</div>
<div class="tc-table-of-contents">
<<toc-selective-expandable 'TherapyContents'>>
</div>
! Our use of cookies
We use necessary cookies to make our site work. We’d also like to set optional analytics to help us improve it. We won’t set optional cookies unless you enable them. Using this tool will set a cookie on your device to remember your preferences.
Anna Freud provides this wiki platform for external teams who are responsible for the content, including cookies, that are added to their individual manuals. Guidance for teams on how to embed correctly has been added to the user guide.
For more detailed information about the cookies we use, see our <a href="https://www.annafreud.org/your-privacy/" class="tc-tiddlylink-external" target="_blank" rel="noopener noreferrer">Cookies page</a>.
---
!! Necessary cookies
Necessary cookies enable core functionality such as security, network management, and accessibility. You may disable these by changing your browser settings, but this may affect how the website functions.
---
!! Analytics cookies
We’d like to set non-essential cookies, such as Google Analytics, to help us to improve our website by collecting and reporting information on how you use it. The cookies collect information in a way that does not directly identify anyone. For more information on how these cookies work, please see our <a href="https://www.annafreud.org/your-privacy/" class="tc-tiddlylink-external" target="_blank" rel="noopener noreferrer">Cookies page</a>. If you are 16 or under, please ask a parent or carer for consent before accepting.
---
<$list filter={{$:/core/Filters/Drafts!!filter}} >
<div class="tc-menu-list-item">
<$link><$view field="title"/></$link> <$list filter="[all[current]frombag{$:/plugins/federatial/xememex/config/recipe}]" variable="listItem"><span style="display:inline-block;background:#ff4;border:1px solid #cc0;color:black;padding:0 2px;border-radius:4px;font-size:0.8em;line-height:1.3;">local</span></$list>
</div>
</$list>
\define lingo-base() $:/language/ControlPanel/
\define config-title()
$:/config/PageControlButtons/Visibility/$(listItem)$
\end
<<lingo Basics/Version/Prompt>> <<version>>
<$set name="tv-config-toolbar-icons" value="yes">
<$set name="tv-config-toolbar-text" value="yes">
<$set name="tv-config-toolbar-class" value="">
<$list filter="[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]" variable="listItem">
<div style="position:relative;" class={{{ [<listItem>encodeuricomponent[]addprefix[tc-btn-]] }}}>
<$checkbox tiddler=<<config-title>> field="text" checked="show" unchecked="hide" default="show"/> <$transclude tiddler=<<listItem>>/> <i class="tc-muted"><$transclude tiddler=<<listItem>> field="description"/></i>
</div>
</$list>
</$set>
</$set>
</$set>
<$transclude tiddler="$:/core" subtiddler="$:/core/ui/ViewTemplate/subtitle"/>
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
\whitespace trim
\define print-button()
<$button tooltip="print" aria-label="print" class=<<tv-config-toolbar-class>>>
<$action-sendmessage $message="tm-open-window" template="$:/plugins/federatial/print/window" windowTitle={{$:/config/plugins/federatial/print/window-title}}/>
<$list filter="[<tv-config-toolbar-icons>prefix[yes]]">
{{$:/core/images/print-button}}
</$list>
<$list filter="[<tv-config-toolbar-text>prefix[yes]]">
<span class="tc-btn-text">
<$text text="print"/>
</span>
</$list>
</$button>
\end
<$list filter="[<currentTiddler>tagging[]role[heading]limit[1]]" variable="ignore" emptyMessage=<<print-button>>>
<$text text=""/>
</$list>
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline
.tc-export-controls {
background: #dfddf9;
margin: -1em -1em 0 -1em;
padding: 1em;
border-bottom: 2px solid black;
}
.tc-export-controls textarea {
width: 100%;
}
.tc-export-header {
margin-top: 1em;
padding: 1em;
border: 1px solid black;
}
@media print {
.tc-unprintable {
display: none;
}
}
<$transclude tiddler="$:/plugins/federatial/print/template/inner" mode="block"/>
! <$view field="title"/>
{{!!text}}
\whitespace trim
<$set name="themeTitle" value={{$:/view}}>
<$set name="tempCurrentTiddler" value=<<currentTiddler>>>
<$set name="currentTiddler" value={{$:/language}}>
<$set name="languageTitle" value={{!!name}}>
<$set name="currentTiddler" value=<<tempCurrentTiddler>>>
<$importvariables filter="[[$:/core/ui/PageMacros]] [all[shadows+tiddlers]tag[$:/tags/Macro]!has[draft.of]]">
<div class="tc-unprintable tc-export-controls">
<$button message="tm-print" tooltip="Print this page">
Print
</$button>
</div>
<$transclude tiddler="$:/plugins/federatial/print/template" mode="block"/>
</$importvariables>
</$set>
</$set>
</$set>
</$set>
</$set>
!! This tiddler is present to disable the default login status pill that Xememex provides
{
"tiddlers": {
"$:/config/Comments/EnableFilter": {
"title": "$:/config/Comments/EnableFilter",
"text": "[all[current]!is[system]]\n"
},
"$:/plugins/tiddlywiki/comments/above-story": {
"title": "$:/plugins/tiddlywiki/comments/above-story",
"tags": "$:/tags/AboveStory",
"text": "<$reveal state=\"$:/config/Comments/EnableWikiComments\" type=\"match\" text=\"yes\" default=\"no\">\n<$tiddler tiddler=\"$:/SiteTitle\">\n<$transclude tiddler=\"$:/plugins/tiddlywiki/comments/comments-template\" mode=\"inline\"/>\n</$tiddler>\n</$reveal>\n"
},
"$:/plugins/tiddlywiki/comments/add-comment-button-actions": {
"title": "$:/plugins/tiddlywiki/comments/add-comment-button-actions",
"text": "<$set name=\"username\" value={{$:/status/UserName}} emptyValue=\"(anonymous)\">\n<$set name=\"target\" filter=\"[<currentTiddler>]\">\n<$action-createtiddler $basetitle={{{ [[Comment by ']addsuffix<username>addsuffix[' on ']addsuffix<currentTiddler>addsuffix[']] }}} role=\"comment\" list=<<target>> text=\"\" edit-mode=\"yes\"/>\n</$set>\n</$set>\n"
},
"$:/plugins/tiddlywiki/comments/add-comment-button": {
"title": "$:/plugins/tiddlywiki/comments/add-comment-button",
"text": "<$reveal state=\"$:/status/IsReadOnly\" type=\"match\" text=\"no\" default=\"no\" tag=\"div\" class=\"tc-comment-button\">\n<$button class=\"tc-btn-invisible\" actions={{$:/plugins/tiddlywiki/comments/add-comment-button-actions}}>\nadd comment {{$:/core/images/add-comment}}\n</$button>\n</$reveal>\n"
},
"$:/plugins/tiddlywiki/comments/comments-template": {
"title": "$:/plugins/tiddlywiki/comments/comments-template",
"text": "<div class=\"tc-comments\">\n<ol class=\"tc-comment-list\">\n<$list filter=\"[all[tiddlers+shadows]role[comment]contains<currentTiddler>sort[created]!has[draft.of]]\">\n<li>\n<div class=\"tc-comment-entry\">\n<div class=\"tc-comment-entry-heading\">\n<$link>{{!!creator}} at <$view field=\"modified\" format=\"date\" template=\"0hh:0mm:0ss DDD DDth MMM YYYY\"/></$link>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/CommentToolbarButton]!has[draft.of]]\" variable=\"listItem\">\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n</$list>\n</div>\n<div class=\"tc-comment-entry-body\">\n<$reveal type=\"match\" state=\"!!edit-mode\" text=\"yes\">\n<$edit-text tiddler=<<currentTiddler>> tag=\"textarea\" focus=\"true\"/>\n</$reveal>\n<$reveal type=\"nomatch\" state=\"!!edit-mode\" text=\"yes\">\n<$transclude tiddler=<<currentTiddler>> mode=\"block\"/>\n<$transclude tiddler=\"$:/plugins/tiddlywiki/comments/add-comment-button\" mode=\"inline\"/>\n</$reveal>\n</div>\n</div>\n<$transclude tiddler=\"$:/plugins/tiddlywiki/comments/comments-template\" mode=\"inline\"/>\n</li>\n</$list>\n</ol>\n</div>\n"
},
"$:/plugins/tiddlywiki/comments/config": {
"title": "$:/plugins/tiddlywiki/comments/config",
"text": "\\define select(description,filter)\n<$button>\n<$action-setfield $tiddler=\"$:/config/Comments/EnableFilter\" $value=<<__filter__>>/>\n$description$\n</$button>\n\\end\n\n! Wiki Comments\n\n<$checkbox tiddler=\"$:/config/Comments/EnableWikiComments\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"no\"> <$link to=\"$:/config/Comments/EnableWikiComments\">Allow wiki-level comments as well as tiddler comments</$link> </$checkbox>\n\n! Tiddler Comments\n\nThis filter expression determines which tiddlers will have commenting enabled:\n\n<$edit-text tiddler=\"$:/config/Comments/EnableFilter\" tag=\"input\"/>\n\nOr you can choose a preselected filter:\n\n* <<select \"All tiddlers except system tiddlers\" \"[all[current]!is[system]]\">>\n* <<select \"Only tiddlers tagged 'commentable'\" \"[all[current]tag[commentable]]\">>\n* <<select \"Disable all commenting\" \"\">>\n"
},
"$:/plugins/tiddlywiki/comments/filter-all-comments": {
"title": "$:/plugins/tiddlywiki/comments/filter-all-comments",
"tags": "$:/tags/Filter",
"filter": "[role[comment]!sort[modified]]",
"description": "All comments",
"text": ""
},
"$:/plugins/tiddlywiki/comments/footer-view-template-segment": {
"title": "$:/plugins/tiddlywiki/comments/footer-view-template-segment",
"tags": "$:/tags/ViewTemplate",
"list-after": "$:/core/ui/ViewTemplate/body",
"text": "<$list filter={{$:/config/Comments/EnableFilter}} variable=\"ignore\">\n<div class=\"tc-comments-segment\">\n<$transclude tiddler=\"$:/plugins/tiddlywiki/comments/add-comment-button\" mode=\"inline\"/>\n<$transclude tiddler=\"$:/plugins/tiddlywiki/comments/comments-template\" mode=\"inline\"/>\n</div>\n</$list>"
},
"$:/plugins/tiddlywiki/comments/header-view-template-segment": {
"title": "$:/plugins/tiddlywiki/comments/header-view-template-segment",
"tags": "$:/tags/ViewTemplate",
"list-before": "$:/core/ui/ViewTemplate/body",
"text": "<$list filter=\"[all[current]role[comment]]\" variable=\"ignore\">\n<div class=\"tc-is-comment-header\">\nThis tiddler is a comment on:\n<ul>\n<$list filter=\"[list<currentTiddler>sort[title]]\">\n<li>\n<$link to=<<currentTiddler>>><$text text=<<currentTiddler>>/></$link>\n</li>\n</$list>\n</ul>\n</div>\n</$list>\n"
},
"$:/plugins/tiddlywiki/comments/readme": {
"title": "$:/plugins/tiddlywiki/comments/readme",
"text": "This plugin provides a simple means for adding threaded comments to tiddlers.\n\n* Click the \"add comment\" button to make a new comment, and then click the \"save\" button to save it\n* You can comment on a tiddler itself, or add a comment to an existing comment\n* The sidebar tab ''Comments'' lists a timeline of all comments\n* Comments are attributed to the username stored in the system tiddler [[$:/status/UserName]]\n* By default, comments are available on all non-system tiddlers. The ''config'' tab lets you customise which tiddlers can accept comments by specifying a filter extension\n* The buttons for adding and editing comments are only available if the system tiddler [[$:/status/IsReadOnly]] is not set to `yes`\n* Use the \"All comments\" option in the $:/AdvancedSearch ''Filter'' tab to see or export all comments\n\n!! Data Model\n\nThe data model employed by the comments plugin is very simple:\n\n* Comment tiddlers are identified by the `role` field being set to `comment`\n* The `list` field of comment tiddlers lists the tiddlers to which this comment applies\n** It is thus possible for a comment to be applied to multiple tiddlers at once\n** The links between comments can be preserved when renaming them by using the relink checkbox in the edit template\n* The `edit-mode` field of comment tiddlers is set to `yes` to display it in edit mode, or `no` to display it in view mode\n* The `saved-text` field is updated when switching to edit mode so that it can be restored if the user cancels\n\n"
},
"$:/plugins/tiddlywiki/comments/sidebar-segment": {
"title": "$:/plugins/tiddlywiki/comments/sidebar-segment",
"tags": "$:/tags/SideBarSegment",
"list-after": "$:/core/ui/SideBarSegments/site-subtitle",
"text": "<$reveal state=\"$:/config/Comments/EnableWikiComments\" type=\"match\" text=\"yes\" default=\"no\">\n<$tiddler tiddler=\"$:/SiteTitle\">\n<$transclude tiddler=\"$:/plugins/tiddlywiki/comments/add-comment-button\" mode=\"inline\"/>\n</$tiddler>\n</$reveal>\n"
},
"$:/plugins/tiddlywiki/comments/sidebar": {
"title": "$:/plugins/tiddlywiki/comments/sidebar",
"tags": "$:/tags/SideBar",
"caption": "Comments",
"text": "<div class=\"tc-timeline\">\n<$list filter=\"[all[tiddlers+shadows]role[comment]has[modified]!sort[modified]eachday[modified]]\">\n<div class=\"tc-menu-list-item\">\n<$view field=\"modified\" format=\"date\" template=\"DDth MMM YYYY\"/>\n<$list filter=\"[all[tiddlers+shadows]role[comment]sameday:modified{!!modified}!sort[modified]]\">\n<div class=\"tc-menu-list-subitem\">\n<$link>Comment by '<$view field=\"modifier\">(anonymous)</$view>'</$link> on\n<$list filter=\"[list<currentTiddler>sort[title]]\">\n<$link to=<<currentTiddler>>><$text text=<<currentTiddler>>/></$link>\n</$list>\n</div>\n</$list>\n</div>\n</$list>\n</div>\n"
},
"$:/plugins/tiddlywiki/comments/styles": {
"title": "$:/plugins/tiddlywiki/comments/styles",
"tags": "[[$:/tags/Stylesheet]]",
"text": "\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\n\n.tc-is-comment-header {\n\tbackground: #c1e1e9;\n\tpadding: 0.25em;\n}\n\n.tc-comments-segment {\n\tborder-top: 2px solid #c1e1e9;\n}\n\n.tc-comment-button button {\n\twidth: 100%;\n\ttext-align: right;\n}\n\n.tc-sidebar-scrollable .tc-comment-button button {\n\twidth: auto;\n\ttext-align: right;\n}\n\n.tc-comment-button button svg {\n\tfill: #26cb56;\n\theight: 2em;\n\twidth: 2em;\n}\n\n.tc-comments {\n}\n\n.tc-comment-list {\n\tlist-style: none;\n padding-left: 0;\n}\n\n.tc-comment-list .tc-comments {\n\tpadding-left: 1em;\n}\n\n.tc-comment-entry {\n\tborder: 1px solid #c1e1ea;\n\tmargin: 0.5em 0 0 0;\n\tbackground: #dbf6ff;\n}\n\n.tc-comment-entry-heading {\n\tfont-size: 0.7em;\n\tfont-weight: bold;\n\ttext-transform: uppercase;\n\tbackground: #c1e1ea;\n\tcolor: #5B6D80;\n\tpadding: 0 0.5em;\n}\n\n.tc-comment-entry-body {\n\tfont-size: 0.8em;\n\tpadding: 0 0.5em;\n}\n\n.tc-comment-entry-body textarea {\n\tfont-size: 1.1em;\n\twidth: 100%\n}\n"
},
"$:/tags/CommentToolbarButton": {
"title": "$:/tags/CommentToolbarButton",
"list": "[[$:/plugins/tiddlywiki/comments/toolbar-button-cancel]] [[$:/plugins/tiddlywiki/comments/toolbar-button-delete]] [[$:/plugins/tiddlywiki/comments/toolbar-button-save]] [[$:/plugins/tiddlywiki/comments/toolbar-button-edit]]"
},
"$:/plugins/tiddlywiki/comments/toolbar-button-cancel": {
"title": "$:/plugins/tiddlywiki/comments/toolbar-button-cancel",
"tags": "$:/tags/CommentToolbarButton",
"text": "<$reveal state=\"$:/status/IsReadOnly\" type=\"match\" text=\"no\" default=\"no\" tag=\"span\">\n<$reveal type=\"match\" state=\"!!edit-mode\" text=\"yes\">\n<$button>\n<$action-setfield $tiddler=<<currentTiddler>> $field=\"edit-mode\" $value=\"no\"/>\n<$action-setfield $tiddler=<<currentTiddler>> $field=\"text\" $value={{!!saved-text}}/>\ncancel\n</$button>\n</$reveal>\n</$reveal>\n"
},
"$:/plugins/tiddlywiki/comments/toolbar-button-delete": {
"title": "$:/plugins/tiddlywiki/comments/toolbar-button-delete",
"tags": "$:/tags/CommentToolbarButton",
"text": "<$reveal state=\"$:/status/IsReadOnly\" type=\"match\" text=\"no\" default=\"no\" tag=\"span\">\n<$reveal type=\"match\" state=\"!!edit-mode\" text=\"yes\">\n<$button>\n<$action-deletetiddler $tiddler=<<currentTiddler>>/>\ndelete\n</$button>\n</$reveal>\n</$reveal>\n"
},
"$:/plugins/tiddlywiki/comments/toolbar-button-edit": {
"title": "$:/plugins/tiddlywiki/comments/toolbar-button-edit",
"tags": "$:/tags/CommentToolbarButton",
"text": "<$reveal state=\"$:/status/IsReadOnly\" type=\"match\" text=\"no\" default=\"no\" tag=\"span\">\n<$reveal type=\"nomatch\" state=\"!!edit-mode\" text=\"yes\">\n<$button>\n<$action-setfield $tiddler=<<currentTiddler>> $field=\"edit-mode\" $value=\"yes\"/>\n<$action-setfield $tiddler=<<currentTiddler>> $field=\"saved-text\" $value={{!!text}}/>\nedit\n</$button>\n</$reveal>\n</$reveal>\n"
},
"$:/plugins/tiddlywiki/comments/toolbar-button-save": {
"title": "$:/plugins/tiddlywiki/comments/toolbar-button-save",
"tags": "$:/tags/CommentToolbarButton",
"text": "<$reveal state=\"$:/status/IsReadOnly\" type=\"match\" text=\"no\" default=\"no\" tag=\"span\">\n<$reveal type=\"match\" state=\"!!edit-mode\" text=\"yes\">\n<$button>\n<$action-setfield $tiddler=<<currentTiddler>> $field=\"edit-mode\" $value=\"no\"/>\nsave\n</$button>\n</$reveal>\n</$reveal>\n"
}
}
}
<div class="tc-timeline">
<$list filter="[all[tiddlers+shadows]role[comment]has[modified]!sort[modified]eachday[modified]]">
<div class="tc-menu-list-item">
<$view field="modified" format="date" template="DDth MMM YYYY"/>
<$list filter="[all[tiddlers+shadows]role[comment]sameday:modified{!!modified}!sort[modified]]">
<div class="tc-menu-list-subitem">
<$link>Comment by '<$view field="modifier">(anonymous)</$view>'</$link> on
<$list filter="[list<currentTiddler>sort[title]]">
<$link to=<<currentTiddler>>><$text text=<<currentTiddler>>/></$link>
</$list>
</div>
</$list>
</div>
</$list>
</div>
{"tiddlers":{"$:/plugins/tiddlywiki/consent-banner/banner":{"title":"$:/plugins/tiddlywiki/consent-banner/banner","tags":"$:/tags/PageTemplate","text":"\\whitespace trim\n\n<$reveal state=\"$:/state/consent-banner/accepted\" type=\"match\" text=\"\" tag=\"div\">\n\n<div class=\"tc-consent-backdrop\">\n\n</div>\n\n<div class=\"tc-consent-banner tc-consent-banner-left\">\n\n<$transclude tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/greeting-message\" mode=\"block\"/>\n\n<div class=\"tc-consent-buttons\">\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/ConsentBanner/Button]]\">\n\n<$transclude tiddler=<<currentTiddler>> mode=\"inline\"/>\n\n</$list>\n\n</div>\n\n</div>\n\n</$reveal>\n"},"$:/plugins/tiddlywiki/consent-banner/blocked-embed-message-wrapper":{"title":"$:/plugins/tiddlywiki/consent-banner/blocked-embed-message-wrapper","text":"\\define styles()\nwidth:$(width)$;height:$(height)$;\n\\end\n\n<div class=\"tc-blocked-embedded-content\" style=<<styles>>>\n<div class=\"tc-blocked-embedded-content-inner\">\n<div class=\"tc-blocked-embedded-content-inner-inner\">\n<$transclude tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/blocked-embed-message\" mode=\"inline\"/>\n</div>\n</div>\n</div>\n"},"$:/plugins/tiddlywiki/consent-banner/buttons/accept":{"title":"$:/plugins/tiddlywiki/consent-banner/buttons/accept","tags":"$:/tags/ConsentBanner/Button","text":"<$button message=\"tm-consent-accept\" class=\"tc-consent-button tc-consent-button-default tc-btn-invisible\" tooltip={{$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/hint}}>\n{{$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/caption}}\n</$button>\n"},"$:/plugins/tiddlywiki/consent-banner/buttons/decline":{"title":"$:/plugins/tiddlywiki/consent-banner/buttons/decline","tags":"$:/tags/ConsentBanner/Button","text":"<$button message=\"tm-consent-decline\" class=\"tc-consent-button tc-btn-invisible\" tooltip={{$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/hint}}>\n{{$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/caption}}\n</$button>\n"},"$:/config/DefaultColourMappings/consent-banner-backdrop-background":{"title":"$:/config/DefaultColourMappings/consent-banner-backdrop-background","text":"rgba(0,0,0,0.2)"},"$:/config/DefaultColourMappings/consent-banner-background":{"title":"$:/config/DefaultColourMappings/consent-banner-background","text":"#009677"},"$:/config/DefaultColourMappings/consent-banner-button-background":{"title":"$:/config/DefaultColourMappings/consent-banner-button-background","text":"transparent"},"$:/config/DefaultColourMappings/consent-banner-button-border":{"title":"$:/config/DefaultColourMappings/consent-banner-button-border","text":"#fff"},"$:/config/DefaultColourMappings/consent-banner-button-default-background":{"title":"$:/config/DefaultColourMappings/consent-banner-button-default-background","text":"#fff"},"$:/config/DefaultColourMappings/consent-banner-button-default-foreground":{"title":"$:/config/DefaultColourMappings/consent-banner-button-default-foreground","text":"#009677"},"$:/config/DefaultColourMappings/consent-banner-button-foreground":{"title":"$:/config/DefaultColourMappings/consent-banner-button-foreground","text":"#fff"},"$:/config/DefaultColourMappings/consent-banner-button-hover-background":{"title":"$:/config/DefaultColourMappings/consent-banner-button-hover-background","text":"#fff"},"$:/config/DefaultColourMappings/consent-banner-button-hover-border":{"title":"$:/config/DefaultColourMappings/consent-banner-button-hover-border","text":"#fff"},"$:/config/DefaultColourMappings/consent-banner-button-hover-foreground":{"title":"$:/config/DefaultColourMappings/consent-banner-button-hover-foreground","text":"#009577"},"$:/config/DefaultColourMappings/consent-banner-foreground":{"title":"$:/config/DefaultColourMappings/consent-banner-foreground","text":"#fff"},"$:/config/DefaultColourMappings/consent-banner-hr-background":{"title":"$:/config/DefaultColourMappings/consent-banner-hr-background","text":"rgba(255,255,255,.25)"},"$:/config/DefaultColourMappings/consent-banner-link-foreground":{"title":"$:/config/DefaultColourMappings/consent-banner-link-foreground","text":"#fff"},"$:/config/plugins/tiddlywiki/consent-banner/block-embedded-content":{"title":"$:/config/plugins/tiddlywiki/consent-banner/block-embedded-content","text":"yes"},"$:/config/plugins/tiddlywiki/consent-banner/blocked-embed-message":{"title":"$:/config/plugins/tiddlywiki/consent-banner/blocked-embed-message","text":"Blocked embedded content from<br/><a href=<<url>> class=\"tc-tiddlylink-external\" target=\"_blank\" rel=\"noopener noreferrer\"><$text text=<<url>>/></a>\n\n<hr/>\n\n{{$:/plugins/tiddlywiki/consent-banner/buttons/accept}} cookies to unblock"},"$:/config/plugins/tiddlywiki/consent-banner/blocked-raw-message":{"title":"$:/config/plugins/tiddlywiki/consent-banner/blocked-raw-message","text":"<div class=\"tc-blocked-embedded-content\" style=\"width:100%;\">\n\n<div class=\"tc-blocked-embedded-content-inner\">\n\n<div class=\"tc-blocked-embedded-content-inner-inner\">\n\nBlocked raw content\n\n<hr/>\n\n{{$:/plugins/tiddlywiki/consent-banner/buttons/accept}} cookies to unblock\n\n</div>\n\n</div>\n\n</div>\n"},"$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/caption":{"title":"$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/caption","text":"Accept"},"$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/hint":{"title":"$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/hint","text":"Accept cookies"},"$:/config/plugins/tiddlywiki/consent-banner/buttons/clear/caption":{"title":"$:/config/plugins/tiddlywiki/consent-banner/buttons/clear/caption","text":"Clear"},"$:/config/plugins/tiddlywiki/consent-banner/buttons/clear/hint":{"title":"$:/config/plugins/tiddlywiki/consent-banner/buttons/clear/hint","text":"Clear cookies"},"$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/caption":{"title":"$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/caption","text":"Decline"},"$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/hint":{"title":"$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/hint","text":"Decline cookies"},"$:/config/cookie-consent-required":{"title":"$:/config/cookie-consent-required","text":"yes"},"$:/config/plugins/tiddlywiki/consent-banner/greeting-message":{"title":"$:/config/plugins/tiddlywiki/consent-banner/greeting-message","text":"! Our use of cookies\n\nWe use necessary cookies to make our site work. We’d also like to set optional analytics to help us improve it. We won’t set optional cookies unless you enable them. Using this tool will set a cookie on your device to remember your preferences.\n\n---\n\n!! Necessary cookies\n\nNecessary cookies enable core functionality such as security, network management, and accessibility. You may disable these by changing your browser settings, but this may affect how the website functions.\n\n---\n\n!! Analytics cookies\n\nWe’d like to set non-essential cookies, such as Google Analytics, to help us to improve our website by collecting and reporting information on how you use it. The cookies collect information in a way that does not directly identify anyone.\n\n---\n"},"$:/plugins/tiddlywiki/consent-banner/tv-block-embedded-content":{"title":"$:/plugins/tiddlywiki/consent-banner/tv-block-embedded-content","tags":"$:/tags/Macro","text":"<$set name=\"tv-block-embedded-content\" value={{{ [{$:/config/cookie-consent-required}else[no]match[yes]then{$:/state/consent-banner/accepted}!match[yes]then[yes]] }}}/>\n"},"$:/plugins/tiddlywiki/consent-banner/config":{"title":"$:/plugins/tiddlywiki/consent-banner/config","text":"! [[Greeting Message|$:/config/plugins/tiddlywiki/consent-banner/greeting-message]]\n\n<div style=\"\">\n\n<div style=\"display:inline-block;vertical-align:top;width:45%;\">\n\n<$edit-text tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/greeting-message\" tag=\"textarea\" class=\"tc-edit-texteditor\"/>\n\n</div>\n\n<div style=\"display:inline-block;vertical-align:top;width:45%;margin:0.5em;border:1px solid black;padding:0.5em;\" class=\"tc-consent-banner\">\n\n<$transclude tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/greeting-message\" mode=\"block\"/>\n\n</div>\n\n</div>\n\n! Buttons\n\n|[[Accept caption|$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/caption]] |<$edit-text tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/caption\" tag=\"input\"/> |\n|[[Accept hint|$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/hint]] |<$edit-text tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/hint\" tag=\"input\"/> |\n|[[Decline caption|$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/caption]] |<$edit-text tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/caption\" tag=\"input\"/> |\n|[[Decline hint|$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/hint]] |<$edit-text tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/hint\" tag=\"input\"/> |\n\n! [[Consent Accepted Status|$:/state/consent-banner/accepted]]\n\nCurrent status: {{$:/state/consent-banner/accepted}} (blank indicates that consent has not yet been granted or declined)\n\n<$button message=\"tm-consent-accept\" tooltip={{$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/hint}}>\n{{$:/config/plugins/tiddlywiki/consent-banner/buttons/accept/caption}}\n</$button>\n\n<$button message=\"tm-consent-decline\" tooltip={{$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/hint}}>\n{{$:/config/plugins/tiddlywiki/consent-banner/buttons/decline/caption}}\n</$button>\n\n<$button message=\"tm-consent-clear\" tooltip={{$:/config/plugins/tiddlywiki/consent-banner/buttons/clear/hint}}>\n{{$:/config/plugins/tiddlywiki/consent-banner/buttons/clear/caption}}\n</$button>\n\n! Embedded Content Blocking\n\n//Requires page reload//\n\n<$checkbox tiddler=\"$:/config/plugins/tiddlywiki/consent-banner/block-embedded-content\" field=\"text\" checked=\"yes\" unchecked=\"no\" default=\"no\"> Block all embedded content such as <iframe>, <embed> and <object> unless consent has been granted</$checkbox>\n"},"$:/plugins/tiddlywiki/consent-banner/docs":{"title":"$:/plugins/tiddlywiki/consent-banner/docs","text":"! Features\n\nIf the same wiki is opened in multiple tabs then once the warning has been accepted or declined in one tab then the other tabs will autonatically follow suit.\n\nConsent is automatically granted if the user logged in (ie the tiddler [[$:/status/IsLoggedIn]] is set to `yes`).\n\n! Consent Banner Palette Entries\n\nAdd these entries to your current colour palette to change the colours used by the consent banner:\n\n* ''consent-banner-backdrop-background'' - the colour of the backdrop behind the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-backdrop-background}})\n* ''consent-banner-background'' - the background colour of the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-background}})\n* ''consent-banner-button-background'' - the background colour of buttons within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-background}})\n* ''consent-banner-button-border'' - the border colour of buttons within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-border}})\n* ''consent-banner-button-default-background'' - the background colour for the default button within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-default-background}})\n* ''consent-banner-button-default-foreground'' - the foreground colour for the default button within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-default-foreground}})\n* ''consent-banner-button-foreground'' - the foreground colour of buttons within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-foreground}})\n* ''consent-banner-button-hover-background'' - the background colour of hovered buttons within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-hover-background}})\n* ''consent-banner-button-hover-border'' - the border colour of hovered buttons within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-hover-border}})\n* ''consent-banner-button-hover-foreground'' - the foreground colour of hovered buttons within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-button-hover-foreground}})\n* ''consent-banner-foreground'' - the foreground colour of the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-foreground}})\n* ''consent-banner-hr-background'' - the background colour of horizontal rules within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-hr-background}})\n* ''consent-banner-link-foreground'' - the foreground colour of tiddler links within the consent banner (defaults to {{$:/config/DefaultColourMappings/consent-banner-link-foreground}})\n\n! Embedded Content Blocking\n\nUnless disabled via the config tab, content embedded via <iframe>, <embed> or <object> is blocked until the user consents to accept cookies.\n\n!! Implementation Details\n\nEmbedded content is blocked if the variable `tv-block-embedded-content` is set to `yes`. It is set to the current consent status by a [[global macro|$:/plugins/tiddlywiki/consent-banner/tv-block-embedded-content]]:\n\n<$codeblock code={{$:/plugins/tiddlywiki/consent-banner/tv-block-embedded-content}}/>\n\n! ~YouTube macro\n\nA simple macro for embedding ~YouTube videos is provided to show how to adapt content according to whether consent has been granted. It works by checking the tiddler [[$:/state/consent-banner/accepted]] for the following values:\n\n* ''empty or missing'' - the user has yet to accept or decline to give their consent\n* `yes` - the user has granted consent\n* `no` - the user has declined consent\n\n! Customising banner buttons\n\nThe [[\"accept\"|$:/plugins/tiddlywiki/consent-banner/buttons/accept]] and [[\"decline\"|$:/plugins/tiddlywiki/consent-banner/buttons/decline]] buttons in the banner are individual tiddlers with the tag [[$:/tags/ConsentBanner/Button]], allowing them to be customised and extended.\n\nA common use case is to add a \"login\" button allowing users to login directly to bypass the banner. This could be implemented as a tiddler tagged [[$:/tags/ConsentBanner/Button]] with the following text:\n\n```\n<$button message=\"tm-login\" class=\"tc-consent-button tc-btn-invisible\">\nLogin\n</$button>\n```\n\n! Integration with other plugins\n\nThird party plugins that set cookies can configure themselves to defer setting cookies until the user grants consent. There are several parts to this mechanism:\n\n* The consent-banner plugin includes a shadow tiddler [[$:/config/cookie-consent-required]] with the text `yes`. The third-party plugin should inspect this tiddler at startup; if it is not set to \"yes\" then it can proceed to set tiddlers immediately\n* Otherwise, the third-party plugin should listen for changes to the tiddler [[$:/state/consent-banner/accepted]] and only start setting cookies when and if the value changes to \"yes\"\n\nThe [[Google Analytics plugin|https://github.com/TiddlyWiki/TiddlyWiki5/tree/master/plugins/tiddlywiki/googleanalytics]] shows an example of how this mechanism can be implemented.\n"},"$:/core/modules/widgets/raw.js":{"title":"$:/core/modules/widgets/raw.js","text":"/*\\\ntitle: $:/core/modules/widgets/raw.js\ntype: application/javascript\nmodule-type: widget\n\nAn override of the raw widget that blocks raw content until the user has consented to accept cookies\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\nvar Widget = require(\"$:/core/modules/widgets/widget.js\").widget;\n\nvar RawWidget = function(parseTreeNode,options) {\n\tthis.initialise(parseTreeNode,options);\n};\n\n/*\nInherit from the base widget class\n*/\nRawWidget.prototype = new Widget();\n\n/*\nRender this widget into the DOM\n*/\nRawWidget.prototype.render = function(parent,nextSibling) {\n\tthis.parentDomNode = parent;\n\tthis.execute();\n\tthis.blocked = this.getVariable(\"tv-block-embedded-content\",\"no\") === \"yes\";\n\tif(this.blocked) {\n\t\tthis.makeChildWidgets([{\n\t\t\ttype: \"transclude\",\n\t\t\tattributes: {\n\t\t\t\ttiddler: {type: \"string\", value: \"$:/config/plugins/tiddlywiki/consent-banner/blocked-raw-message\"}\n\t\t\t}\n\t\t}]);\n\t\t// Render child widgets\n\t\tthis.renderChildren(parent,null);\n\t} else {\n\t\tvar div = this.document.createElement(\"div\");\n\t\tdiv.innerHTML=this.parseTreeNode.html;\n\t\tparent.insertBefore(div,nextSibling);\n\t\tthis.domNodes.push(div);\n\t}\n};\n\n/*\nCompute the internal state of the widget\n*/\nRawWidget.prototype.execute = function() {\n};\n\n/*\nSelectively refreshes the widget if needed. Returns true if the widget or any of its children needed re-rendering\n*/\nRawWidget.prototype.refresh = function(changedTiddlers) {\n\tif(this.blocked) {\n\t\treturn this.refreshChildren(changedTiddlers);\n\t} else {\n\t\treturn false;\t\t\n\t}\n};\n\nexports.raw = RawWidget;\n\n})();\n","type":"application/javascript","module-type":"widget"},"$:/plugins/tiddlywiki/consent-banner/readme":{"title":"$:/plugins/tiddlywiki/consent-banner/readme","text":"The ''consent-banner'' plugin helps make websites that are compliant with \"cookie legislation\" such as the [[EU General Data Protection Regulation|https://gdpr.eu/cookies/]].\nIt presents a banner inviting the user to accept or reject cookies, keeping track of their consent in local storage so that the banner can be hidden on subsequent visits.\n\nBy default, content embedded with <iframe>, <embed> and <object> is blocked unless the user consents to accept cookies.\n\nConsent status is available via a configuration tiddler so that it is possible to construct content that behaves differently depending upon whether consent has been granted. As an example, a macro is provided for embedding ~YouTube videos that automatically uses the youtube-nocookie.com variant of video URLs unless the user has accepted cookies.\n\nPlease note that using this plugin does not guarantee compliance with any particular legislation. You will need to understand the technical issues specific to your situation, and if necessary seek legal advice.\n"},"$:/plugins/tiddlywiki/consent-banner/startup.js":{"title":"$:/plugins/tiddlywiki/consent-banner/startup.js","text":"/*\\\ntitle: $:/plugins/tiddlywiki/consent-banner/startup.js\ntype: application/javascript\nmodule-type: startup\n\nStartup initialisation\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"consent-banner\";\nexports.platforms = [\"browser\"];\nexports.after = [\"startup\"];\nexports.before = [\"render\"];\nexports.synchronous = true;\n\nvar CHECK_CONSENT_INTERVAL = 1000, // Milliseconds between checking local storage\n\tIS_LOGGED_IN_TITLE = \"$:/status/IsLoggedIn\",\n\tCONSENT_KEY = \"COOKIE_CONSENT\", // Local storage keyname\n\tCONSENT_TITLE = \"$:/state/consent-banner/accepted\", // \"\": undeclared, \"yes\": accepted, \"no\": declined\n\tCONFIG_BLOCK_EMBEDDED_CONTENT_TITLE = \"$:/config/plugins/tiddlywiki/consent-banner/block-embedded-content\",\n\tEMBEDDED_MESSAGE_WRAPPER_TITLE = \"$:/plugins/tiddlywiki/consent-banner/blocked-embed-message-wrapper\";\n\nexports.startup = function() { \n\tvar consentState = \"\",\n\t\tsetConsentStatus = function(state) {\n\t\t\tif(consentState !== state) {\n\t\t\t\tconsentState = state;\n\t\t\t\t// Write to local storage\n\t\t\t\twindow.localStorage.setItem(CONSENT_KEY,state);\n\t\t\t\t// Write to a state tiddler\n\t\t\t\t$tw.wiki.addTiddler(new $tw.Tiddler({\n\t\t\t\t\ttitle: CONSENT_TITLE,\n\t\t\t\t\ttext: state\n\t\t\t\t}));\n\t\t\t}\n\t\t},\n\t\tcalculateConsentStatus = function() {\n\t\t\t// Consent is implied for logged in users, otherwise we check local storage\n\t\t\treturn ($tw.wiki.getTiddlerText(IS_LOGGED_IN_TITLE) === \"yes\" && \"yes\") || window.localStorage.getItem(CONSENT_KEY) || \"\";\n\t\t},\n\t\tcheckConsentStatus = function() {\n\t\t\tsetConsentStatus(calculateConsentStatus());\n\t\t\tif(consentState === \"\") {\n\t\t\t\tpollConsentStatus();\n\t\t\t}\n\t\t},\n\t\tpollConsentStatus = function() {\n\t\t\tsetTimeout(checkConsentStatus,CHECK_CONSENT_INTERVAL);\n\t\t};\n\t// Set the current consent status\n\tcheckConsentStatus();\n\t// Listen for consent messages\n\t$tw.rootWidget.addEventListener(\"tm-consent-accept\",function(event) {\n\t\tsetConsentStatus(\"yes\");\n\t});\n\t$tw.rootWidget.addEventListener(\"tm-consent-decline\",function(event) {\n\t\tsetConsentStatus(\"no\");\n\t});\n\t$tw.rootWidget.addEventListener(\"tm-consent-clear\",function(event) {\n\t\tsetConsentStatus(\"\");\n\t});\n\t// Add our element rendering hook\n\tif($tw.wiki.getTiddlerText(CONFIG_BLOCK_EMBEDDED_CONTENT_TITLE,\"no\") === \"yes\") {\n\t\t$tw.hooks.addHook(\"th-rendering-element\",function(parseTreeNodes,widget) {\n\t\t\tif(parseTreeNodes) {\n\t\t\t\treturn parseTreeNodes;\n\t\t\t}\n\t\t\tif([\"iframe\",\"object\",\"embed\"].indexOf(widget.tag) !== -1 && widget.getVariable(\"tv-block-embedded-content\",\"no\") === \"yes\") {\n\t\t\t\tvar url = widget.getAttribute(\"src\"),\n\t\t\t\t\taddUnitsIfMissing = function(str) {\n\t\t\t\t\t\tstr = \"\" + str;\n\t\t\t\t\t\treturn str + ((\"\" + parseInt(str,10)) === str ? \"px\" : \"\");\n\t\t\t\t\t},\n\t\t\t\t\twidth = addUnitsIfMissing(widget.getAttribute(\"width\",\"\")),\n\t\t\t\t\theight = addUnitsIfMissing(widget.getAttribute(\"height\",\"\"));\n\t\t\t\treturn [\n\t\t\t\t\t{\n\t\t\t\t\t\ttype: \"vars\",\n\t\t\t\t\t\tattributes: {\n\t\t\t\t\t\t\turl: {type: \"string\", value: url},\n\t\t\t\t\t\t\twidth: {type: \"string\", value: width},\n\t\t\t\t\t\t\theight: {type: \"string\", value: height}\n\t\t\t\t\t\t},\n\t\t\t\t\t\tchildren: [\n\t\t\t\t\t\t\t{\n\t\t\t\t\t\t\t\ttype: \"transclude\",\n\t\t\t\t\t\t\t\tattributes: {\n\t\t\t\t\t\t\t\t\ttiddler: {type: \"string\", value: EMBEDDED_MESSAGE_WRAPPER_TITLE},\n\t\t\t\t\t\t\t\t\tmode: {type: \"string\", value: \"inline\"}\n\t\t\t\t\t\t\t\t}\n\t\t\t\t\t\t\t}\n\t\t\t\t\t\t]\n\t\t\t\t\t}\n\t\t\t\t];\n\t\t\t}\n\t\t\treturn null;\n\t\t});\n\t}\n};\n\n})();\n","type":"application/javascript","module-type":"startup"},"$:/plugins/tiddlywiki/consent-banner/styles":{"title":"$:/plugins/tiddlywiki/consent-banner/styles","tags":"$:/tags/Stylesheet","text":".tc-consent-backdrop {\n\tz-index: 1999;\n\tposition: fixed;\n\tleft: 0;\n\tright: 0;\n\ttop: 0;\n\tbottom: 0;\n\tbackground: <<colour consent-banner-backdrop-background>>;\n}\n\n.tc-consent-banner-left {\n\tz-index: 2000;\n\tposition: fixed;\n\tleft: 0;\n\ttop: 0;\n\tbottom: 0;\n\tmax-width: 500px;\n\toverflow-y: auto;\n}\n\n.tc-consent-banner {\n\tpadding: 1em;\n\tbackground: <<colour consent-banner-background>>;\n\tcolor: <<colour consent-banner-foreground>>;\n\tbox-shadow: 0 0 20px rgba(0,0,0,.2);\n}\n\n.tc-consent-banner a.tc-tiddlylink-external {\n\ttext-decoration: underline;\n\tcolor: <<colour consent-banner-link-foreground>>;\n\tbackground-color: inherit;\n}\n\n.tc-consent-banner a.tc-tiddlylink-external:visited {\n\tcolor: <<colour consent-banner-link-foreground>>;\n\tbackground-color: inherit;\n}\n\n.tc-consent-banner hr {\n\tclear: both;\n\tpadding: 0;\n\twidth: 100%;\n\toverflow: hidden;\n\ttext-align: left;\n\tborder: 0 none;\n\tmargin: 24px 0;\n\theight: 1px;\n\tmax-height: 1px;\n\tbackground: <<colour consent-banner-hr-background>>;\n}\n\n.tc-consent-buttons {\n\t\n}\n\n.tc-consent-banner .tc-consent-button {\n\tmargin-right: 1em;\n}\n\n.tc-consent-button {\n\tborder: 1px solid <<colour consent-banner-button-border>>;\n\tmargin-top: 1em;\n\tpadding: 0.75em 1.5em;\n\tcolor: <<colour consent-banner-button-foreground>>;\n\tbackground: <<colour consent-banner-button-background>>;\n\tfont-weight: bold;\n}\n\n.tc-consent-button:hover {\n\tcolor: <<colour consent-banner-button-hover-foreground>>;\n\tborder-color: <<colour consent-banner-button-hover-border>>;\n\tbackground: <<colour consent-banner-button-hover-background>>;\n\topacity: .6;\n}\n\n.tc-consent-button-default {\n\tcolor: <<colour consent-banner-button-default-foreground>>;\n\tbackground: <<colour consent-banner-button-default-background>>;\n}\n\n.tc-blocked-embedded-content {\n\tdisplay: inline-block;\n\toverflow: hidden;\n\tcolor: <<colour background>>;\n\tbackground: <<colour muted-foreground>>;\n\tborder: 1px solid <<colour foreground>>;\n\t<<box-shadow \"inset 0 0 8px rgba(0, 0, 0, 0.15)\">>\n}\n\n.tc-blocked-embedded-content-inner {\n display: flex;\n justify-content: center;\n align-items: center;\n width: 100%;\n height: 100%;\n}\n\n.tc-blocked-embedded-content-inner-inner {\n\tdisplay: inline-block;\n\ttext-align: center;\n}\n\n.tc-blocked-embedded-content-inner-inner hr {\n background: <<colour foreground>>;\n height: 1px;\n width: 80%;\n border: none;\n}\n"},"$:/plugins/tiddlywiki/consent-banner/youtube":{"title":"$:/plugins/tiddlywiki/consent-banner/youtube","tags":"$:/tags/Macro","text":"\\define embed-video-with-consent(code)\n<$set name=\"tv-block-embedded-content\" value=\"no\">\n<$reveal state=\"$:/state/consent-banner/accepted\" type=\"match\" text=\"yes\" tag=\"div\">\n<iframe width=\"560\" height=\"315\" src=\"https://www.youtube.com/embed/$code$\" frameborder=\"0\" allow=\"autoplay; encrypted-media\" allowfullscreen></iframe>\n</$reveal>\n<$reveal state=\"$:/state/consent-banner/accepted\" type=\"nomatch\" text=\"yes\" tag=\"div\">\n<iframe width=\"560\" height=\"315\" src=\"https://www.youtube-nocookie.com/embed/$code$\" frameborder=\"0\" allow=\"autoplay; encrypted-media\" allowfullscreen></iframe>\n</$reveal>\n</$set>\n\\end\n\n! Macro source\n\n<$codeblock code={{$:/plugins/tiddlywiki/consent-banner/youtube}}/>\n\n! Example\n\n<<embed-video-with-consent KtCUr83XgyE>>\n"}}}
{"tiddlers":{"$:/plugins/tiddlywiki/googleanalytics/googleanalytics.js":{"title":"$:/plugins/tiddlywiki/googleanalytics/googleanalytics.js","text":"/*\\\ntitle: $:/plugins/tiddlywiki/googleanalytics/googleanalytics.js\ntype: application/javascript\nmodule-type: startup\n\nRuns Google Analytics with the measurement ID in the tiddler `$:/GoogleAnalyticsMeasurementID`\n\n\\*/\n(function(){\n\n/*jslint node: true, browser: true */\n/*global $tw: false */\n\"use strict\";\n\n// Export name and synchronous status\nexports.name = \"google-analytics\";\nexports.platforms = [\"browser\"];\nexports.synchronous = true;\n\nvar CONFIG_CONSENT_REQUIRED_TITLE = \"$:/config/cookie-consent-required\", // \"yes\" or \"no\" (the default)\n\tCONSENT_TITLE = \"$:/state/consent-banner/accepted\"; // \"\": undeclared, \"yes\": accepted, \"no\": declined\n\nexports.startup = function() {\n\tvar hasInitialised = false,\n\t\tinitialiseGoogleAnalytics = function() {\n\t\t\tconsole.log(\"Initialising Google Analytics\");\n\t\t\thasInitialised = true;\n\t\t\tvar gaMeasurementID = $tw.wiki.getTiddlerText(\"$:/GoogleAnalyticsMeasurementID\",\"\").replace(/\\n/g,\"\");\n\t\t\tvar url =\"https://www.googletagmanager.com/gtag/js?id=\" + gaMeasurementID;\n\t\t\twindow.dataLayer = window.dataLayer || [];\n\t\t\twindow.gtag = function() { window.dataLayer?.push(arguments); };\n\t\t\twindow.gtag(\"js\",new Date());\n\t\t\twindow.gtag(\"config\",gaMeasurementID);\n\t\t\tconst scriptElement = window.document.createElement(\"script\");\n\t\t\tscriptElement.async = true;\n\t\t\tscriptElement.src = url;\n\t\t\twindow.document.head.appendChild(scriptElement);\n\t\t};\n\t// Initialise now if consent isn't required\n\tif($tw.wiki.getTiddlerText(CONFIG_CONSENT_REQUIRED_TITLE) !== \"yes\") {\n\t\tinitialiseGoogleAnalytics();\n\t} else {\n\t\t// Or has been granted already\n\t\tif($tw.wiki.getTiddlerText(CONSENT_TITLE) === \"yes\") {\n\t\t\tinitialiseGoogleAnalytics();\n\t\t} else {\n\t\t\t// Or when our config tiddler changes\n\t\t\t$tw.wiki.addEventListener(\"change\",function(changes) {\n\t\t\t\tif(changes[CONSENT_TITLE]) {\n\t\t\t\t\tif(!hasInitialised && $tw.wiki.getTiddlerText(CONSENT_TITLE) === \"yes\") {\n\t\t\t\t\t\tinitialiseGoogleAnalytics();\n\t\t\t\t\t}\n\t\t\t\t}\n\t\t\t});\n\t\t}\n\t}\n};\n\n\n\n})();\n","type":"application/javascript","module-type":"startup"},"$:/plugins/tiddlywiki/googleanalytics/readme":{"title":"$:/plugins/tiddlywiki/googleanalytics/readme","text":"This plugin enables you to use Google Analytics to track access to your online TiddlyWiki document.\n\nBy default, the user is not asked for permission before initialising Google Analytics. This plugin also optionally integrates with the \"Consent Banner\" plugin (also found in the official plugin library) so that Google Analytics is not initialised until the user grants explicit permission.\n\n[[Source code|https://github.com/TiddlyWiki/TiddlyWiki5/blob/master/plugins/tiddlywiki/googleanalytics]]\n"},"$:/plugins/tiddlywiki/googleanalytics/settings":{"title":"$:/plugins/tiddlywiki/googleanalytics/settings","text":"''[[Google Analytics Measurement ID|$:/GoogleAnalyticsMeasurementID]]'': (mandatory) a code of the form `G-XXXXXXXXXX` where X are digits or uppercase letters<br/><$edit-text tiddler=\"$:/GoogleAnalyticsMeasurementID\" default=\"\" tag=\"input\"/>\n\n"},"$:/plugins/tiddlywiki/googleanalytics/usage":{"title":"$:/plugins/tiddlywiki/googleanalytics/usage","text":"!! Create a Google Analytics account\n\nIf you don't already have an account:\n\n# Go to the Google Analytics website: http://www.google.com/analytics/\n# Click the ''Access Google Analytics'' button and follow instructions to set up your account\n# Enter the URL where the wiki is hosted\n# Note the Tracking ID for this domain of the form `G-XXXXXXXXXX`\n\n!! Install the plugin on your local copy of the TiddlyWiki\n\n# ''Backup your TiddlyWiki''. Just in case\n# Install the plugin via the plugin manager in control panel\n# Save the TiddlyWiki andrefresh the page to load the plugin\n# Go to [[$:/ControlPanel]] > Plugins tab and unfold the Google Analytics Plugin\n# Go to the //settings// tab and edit the parameters\n# Save the TiddlyWiki\n\n!! Upload the new version of your TiddlyWiki\n\n# Upload the saved TiddlyWiki to Tiddlyhost, GitHub, GitLab or other web host\n# Return to your Google Analytics page to check that your site is being tracked\n"}}}
{"tiddlers":{"$:/config/DefaultColourMappings/menubar-foreground":{"title":"$:/config/DefaultColourMappings/menubar-foreground","text":"#fff"},"$:/config/DefaultColourMappings/menubar-background":{"title":"$:/config/DefaultColourMappings/menubar-background","text":"#5778d8"},"$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/pagecontrols":{"title":"$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/pagecontrols","text":"hide"},"$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/server":{"title":"$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/server","text":"hide"},"$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/sidebar":{"title":"$:/config/plugins/menubar/MenuItems/Visibility/$:/plugins/tiddlywiki/menubar/items/sidebar","text":"hide"},"$:/config/plugins/menubar/TableOfContents/Tag":{"title":"$:/config/plugins/menubar/TableOfContents/Tag","text":"TableOfContents"},"$:/config/plugins/menubar/breakpoint":{"title":"$:/config/plugins/menubar/breakpoint","text":"620px"},"$:/plugins/tiddlywiki/menubar/config":{"title":"$:/plugins/tiddlywiki/menubar/config","tags":"$:/tags/ControlPanel/Toolbars","caption":"Menu Bar","text":"\\define config-base() $:/config/plugins/menubar/MenuItems/Visibility/\n\n! Menu Bar Configuration\n\n!! Menu Items\n\nSelect which menu items will be shown. You can also drag items to reorder them.\n\n<$set name=\"tv-config-toolbar-icons\" value=\"yes\">\n\n<$set name=\"tv-config-toolbar-text\" value=\"yes\">\n\n<$macrocall $name=\"list-tagged-draggable\" tag=\"$:/tags/MenuBar\" itemTemplate=\"$:/core/ui/ControlPanel/Toolbars/ItemTemplate\"/>\n\n</$set>\n\n</$set>\n\n!! Breakpoint Position\n\nThe breakpoint position between narrow and wide screens. Should include CSS units (eg. `400px`).\n\n<$edit-text tiddler=\"$:/config/plugins/menubar/breakpoint\" default=\"\" tag=\"input\"/>\n\n!! Contents Tag\n\nThe tag for the ~TableOfContents used in the Contents dropdown\n\n<$edit-text tiddler=\"$:/config/plugins/menubar/TableOfContents/Tag\" default=\"\" tag=\"input\"/>\n\n!! Menu Bar Colours\n\nTo change the colour of the menu bar, define the colours `menubar-foreground` and `menubar-background` in the currently selected palette\n"},"$:/plugins/tiddlywiki/menubar/items/contents":{"title":"$:/plugins/tiddlywiki/menubar/items/contents","caption":"Contents","description":"Table of Contents","is-dropdown":"yes","tags":"$:/tags/MenuBar","text":"<div class=\"tc-table-of-contents\">\n\n<$macrocall $name=\"toc-selective-expandable\" tag={{$:/config/plugins/menubar/TableOfContents/Tag}}/>\n\n</div>\n"},"$:/plugins/tiddlywiki/menubar/items/hamburger":{"title":"$:/plugins/tiddlywiki/menubar/items/hamburger","tags":"$:/tags/MenuBar","caption":"Hamburger","description":"Show the full menu bar on a narrow screen","custom-menu-content":"{{$:/plugins/tiddlywiki/menubar/items/hamburger}}","show-when":"narrow","text":"<$list filter=\"[[$:/state/popup/menubar/hamburger]get[text]else[no]match[no]]\">\n<$button set=\"$:/state/popup/menubar/hamburger\" setTo=\"yes\">\n{{$:/core/images/menu-button}}\n</$button>\n</$list>\n<$list filter=\"[[$:/state/popup/menubar/hamburger]get[text]else[no]match[yes]]\">\n<$button set=\"$:/state/popup/menubar/hamburger\" setTo=\"no\">\n{{$:/core/images/close-button}}\n</$button>\n</$list>\n"},"$:/plugins/tiddlywiki/menubar/items/pagecontrols":{"title":"$:/plugins/tiddlywiki/menubar/items/pagecontrols","tags":"$:/tags/MenuBar","description":"Page controls from the sidebar","caption":"Page controls","custom-menu-content":"<$transclude tiddler=\"$:/plugins/tiddlywiki/menubar/items/pagecontrols\" mode=\"inline\"/>","text":"\\whitespace trim\n\\define config-title() $:/config/PageControlButtons/Visibility/$(listItem)$\n\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/PageControls]!has[draft.of]]\" variable=\"listItem\">\n\t<$set name=\"hidden\" value=<<config-title>>>\n\t\t<$list filter=\"[<hidden>!text[hide]]\" storyview=\"pop\" variable=\"ignore\">\n\t\t\t<$set name=\"tv-config-toolbar-class\" filter=\"[<tv-config-toolbar-class>] [<listItem>encodeuricomponent[]addprefix[tc-btn-]]\">\n\t\t\t\t<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\t\t\t</$set>\n\t\t</$list>\n\t</$set>\n</$list>\n"},"$:/plugins/tiddlywiki/menubar/items/search":{"title":"$:/plugins/tiddlywiki/menubar/items/search","custom-menu-content":"{{$:/plugins/tiddlywiki/menubar/items/search}}","description":"Search","caption":"Search","tags":"$:/tags/MenuBar","text":"\\define cancel-search-actions()\n<$set name=\"userInput\" value={{{ [<__storeTitle__>get[text]] }}}>\n<$list filter=\"[<__tiddler__>get[text]!match<userInput>]\" emptyMessage=\"\"\"<$action-deletetiddler $filter=\"[<__storeTitle__>] [<__tiddler__>] [<__selectionStateTitle__>]\"/>\"\"\">\n<$action-setfield $tiddler=<<__tiddler__>> text=<<userInput>>/><$action-setfield $tiddler=<<__refreshTitle__>> text=\"yes\"/>\n</$list>\n</$set>\n\\end\n\n\\define input-accept-actions() <$list filter=\"[{$:/config/Search/NavigateOnEnter/enable}match[yes]]\" emptyMessage=\"\"\"<$list filter=\"[<__tiddler__>get[text]!is[missing]] ~[<__tiddler__>get[text]is[shadow]]\"><$action-navigate $to={{{ [<__tiddler__>get[text]] }}}/></$list>\"\"\"><$action-navigate $to={{{ [<__tiddler__>get[text]] }}}/></$list>\n\n\\define input-accept-variant-actions() <$list filter=\"[{$:/config/Search/NavigateOnEnter/enable}match[yes]]\" emptyMessage=\"\"\"<$list filter=\"[<__tiddler__>get[text]!is[missing]] ~[<__tiddler__>get[text]is[shadow]]\"><$list filter=\"[<__tiddler__>get[text]minlength[1]]\"><$action-sendmessage $message=\"tm-edit-tiddler\" $param={{{ [<__tiddler__>get[text]] }}}/></$list></$list>\"\"\"><$list filter=\"[<__tiddler__>get[text]minlength[1]]\"><$action-sendmessage $message=\"tm-edit-tiddler\" $param={{{ [<__tiddler__>get[text]] }}}/></$list></$list>\n\n\\define set-next-input-tab(beforeafter:\"after\") <$macrocall $name=\"change-input-tab\" stateTitle=\"$:/state/tab/search-results/sidebar\" tag=\"$:/tags/SearchResults\" beforeafter=\"$beforeafter$\" defaultState={{$:/config/SearchResults/Default}} actions=\"\"\"<$action-setfield $tiddler=\"$:/state/search/currentTab\" text=<<nextTab>>/>\"\"\"/>\n\n\\whitespace trim\n<$vars searchTiddler=\"$:/temp/menubarsearch/input\" searchListState=<<qualify \"$:/state/search-list/selected-item\">>>\n<span style=\"margin: 0 0.5em;\">\n<$keyboard key=\"((input-tab-right))\" actions=<<set-next-input-tab>>>\n<$keyboard key=\"((input-tab-left))\" actions=<<set-next-input-tab \"before\">>>\n<form class=\"tc-form-inline\">\n<$macrocall $name=\"keyboard-driven-input\" tiddler=\"$:/temp/menubarsearch\" storeTitle=<<searchTiddler>> selectionStateTitle=<<searchListState>> \n\t\trefreshTitle=\"$:/temp/menubarsearch/refresh\" tag=\"input\" type=\"search\" focusPopup=\"$:/state/popup/menubar-search-dropdown\" \n\t\tclass=\"tc-popup-handle tc-menu-show-when-wide\" placeholder=\"Search...\" default=\"\" cancelPopups=\"yes\" \n\t\tinputAcceptActions=<<input-accept-actions>> inputAcceptVariantActions=<<input-accept-variant-actions>> inputCancelActions=<<cancel-search-actions>> \n\t\tfilterMinLength={{$:/config/Search/MinLength}} configTiddlerFilter=\"[[$:/state/search/currentTab]!is[missing]get[text]] ~[{$:/config/SearchResults/Default}]\" />\n</form>\n</$keyboard>\n</$keyboard>\n</span>\n<$reveal tag=\"div\" class=\"tc-block-dropdown-wrapper\" state=\"$:/state/popup/menubar-search-dropdown\" type=\"nomatch\" text=\"\" default=\"\">\n\n<div class=\"tc-block-dropdown tc-search-drop-down\">\n\n<$list filter=\"[<searchTiddler>get[text]minlength[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">Type your search terms</div>\"\"\" variable=\"ignore\">\n\n<$list filter=\"[<searchTiddler>get[text]minlength{$:/config/Search/MinLength}limit[1]]\" emptyMessage=\"\"\"<div class=\"tc-search-results\">{{$:/language/Search/Search/TooShort}}</div>\"\"\" variable=\"listItem\">\n\n<$vars configTiddler={{{ [[$:/state/search/currentTab]!is[missing]get[text]] ~[{$:/config/SearchResults/Default}] }}} userInput={{{ [<searchTiddler>get[text]] }}}>\n\n{{$:/core/ui/SearchResults}}\n\n</$vars>\n\n</$list>\n\n</$list>\n\n</div>\n\n</$reveal>\n\n</$vars>\n"},"$:/plugins/tiddlywiki/menubar/items/server":{"title":"$:/plugins/tiddlywiki/menubar/items/server","tags":"$:/tags/MenuBar","description":"Server options","caption":"Server","custom-menu-content":"<$transclude tiddler=\"$:/plugins/tiddlywiki/menubar/items/server\" mode=\"inline\"/>","text":"<$list filter=\"[[$:/status/IsLoggedIn]get[text]else[no]match[yes]]\" variable=\"ignore\">\n<$transclude tiddler=\"$:/core/ui/Buttons/save-wiki\" mode=\"inline\"/>\n</$list>\n<$list filter=\"[[$:/status/IsLoggedIn]get[text]else[no]match[no]]\" variable=\"ignore\">\n<$button message=\"tm-login\">\nLogin\n</$button>\n</$list>\n"},"$:/plugins/tiddlywiki/menubar/items/sidebar":{"title":"$:/plugins/tiddlywiki/menubar/items/sidebar","caption":"Sidebar","description":"Sidebar","is-dropdown":"yes","tags":"$:/tags/MenuBar","text":"<$scrollable fallthrough=\"none\" class=\"tc-popup-keep tc-menubar-dropdown-sidebar\">\n\n<$transclude tiddler=\"$:/core/ui/SideBarSegments/tabs\" mode=\"inline\"/>\n\n</$scrollable>\n"},"$:/plugins/tiddlywiki/menubar/items/topleftbar":{"title":"$:/plugins/tiddlywiki/menubar/items/topleftbar","tags":"$:/tags/MenuBar","description":"Items from $:/tags/TopLeftBar","caption":"Legacy Top Left Bar","custom-menu-content":"<$transclude tiddler=\"$:/plugins/tiddlywiki/menubar/items/topleftbar\" mode=\"inline\"/>","text":"<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopLeftBar]!has[draft.of]]\" variable=\"listItem\" storyview=\"pop\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>"},"$:/plugins/tiddlywiki/menubar/items/toprightbar":{"title":"$:/plugins/tiddlywiki/menubar/items/toprightbar","tags":"$:/tags/MenuBar","description":"Items from $:/tags/TopRightBar","caption":"Legacy Top Right Bar","custom-menu-content":"<$transclude tiddler=\"$:/plugins/tiddlywiki/menubar/items/toprightbar\" mode=\"inline\"/>","custom-menu-styles-wide":"float: right;","text":"<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/TopRightBar]!has[draft.of]reverse[]]\" variable=\"listItem\" storyview=\"pop\">\n\n<$transclude tiddler=<<listItem>> mode=\"inline\"/>\n\n</$list>"},"$:/plugins/tiddlywiki/menubar/menu":{"title":"$:/plugins/tiddlywiki/menubar/menu","tags":"$:/tags/PageTemplate","text":"\\define menubar-inner(size)\n<ul class=\"tc-menubar-list\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/MenuBar]!has[draft.of]] -[all[tiddlers+shadows]tag[$:/tags/TopLeftBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/topleftbar]] -[all[tiddlers+shadows]tag[$:/tags/TopRightBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/toprightbar]]\">\n<$list filter=\"[<currentTiddler>addprefix[$:/config/plugins/menubar/MenuItems/Visibility/]get[text]] ~show +[match[show]]\" variable=\"ignore\">\n<$list filter=\"[[$size$]match[wide]] ~[<currentTiddler>get[show-when]match[$size$]] ~[{$:/state/popup/menubar/hamburger}match[yes]]\" variable=\"ignore\">\n<li style={{!!custom-menu-styles-$size$}} class={{{ [<currentTiddler>get[show-when]addprefix[tc-menubar-]] tc-menubar-item +[join[ ]] }}}>\n<$list filter=\"[<currentTiddler>!is-dropdown[yes]]\" variable=\"listItem\" emptyMessage=\"\"\"\n\t<!-- Dropdown -->\n\t<$set name=\"dropdown-state\" value=<<qualify \"$:/state/popup/topmenu/dropdown/\">>>\n\t<$set name=\"dropdown-state\" value={{{ [<dropdown-state>addsuffix<currentTiddler>] }}}>\n\t<$button popup=<<dropdown-state>> selectedClass=\"tc-selected\">\n\t<$set name=\"tv-wikilinks\" value=\"no\">\n\t<$transclude field=\"caption\" mode=\"inline\"/>\n\t<$text text=\" \"/>\n\t<span class=\"tc-menubar-dropdown-arrow\">\n\t<$transclude tiddler=\"$:/core/images/down-arrow\" mode=\"inline\"/>\n\t</span>\n\t</$set>\n\t</$button>\n\t</$set>\n\t</$set>\n\"\"\">\n<$list filter=\"[<currentTiddler>has[custom-menu-content]]\" variable=\"listItem\" emptyMessage=\"\"\"\n\t<!-- Link -->\n\t<$link to={{!!target}}>\n\t<$set name=\"tv-wikilinks\" value=\"no\">\n\t<$transclude field=\"caption\" mode=\"inline\"/>\n\t</$set>\n\t</$link>\n\"\"\">\n<!-- Custom content -->\n<$transclude field=\"custom-menu-content\" mode=\"inline\"/>\n</$list>\n</$list>\n</li>\n</$list>\n</$list>\n</$list>\n</ul>\n\\end\n\n<$list filter=\"[<tv-config-static>!match[yes]]\" variable=\"ignore\">\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/MenuBar]!has[draft.of]] -[all[tiddlers+shadows]tag[$:/tags/TopLeftBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/topleftbar]] -[all[tiddlers+shadows]tag[$:/tags/TopRightBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/toprightbar]] +[limit[1]]\" variable=\"listItem\">\n<nav class=\"tc-menubar tc-adjust-top-of-scroll\">\n<div class=\"tc-menubar-narrow\">\n<<menubar-inner narrow>>\n</div>\n<div class=\"tc-menubar-wide\">\n<<menubar-inner wide>>\n</div>\n<div style=\"clear:both;\"/>\n<$list filter=\"[all[shadows+tiddlers]tag[$:/tags/MenuBar]!has[draft.of]is-dropdown[yes]]\">\n<$list filter=\"[<currentTiddler>addprefix[$:/config/plugins/menubar/MenuItems/Visibility/]get[text]] ~show +[match[show]]\" variable=\"ignore\">\n<$set name=\"dropdown-state\" value=<<qualify \"$:/state/popup/topmenu/dropdown/\">>>\n<$set name=\"dropdown-state\" value={{{ [<dropdown-state>addsuffix<currentTiddler>] }}}>\n<$reveal type=\"popup\" state=<<dropdown-state>> position={{{ [<currentTiddler>get[dropdown-position]else[below]] }}} class={{{ [<currentTiddler>get[class]] }}} tag=\"div\">\n<div class=\"tc-drop-down\">\n<$transclude/>\n</div>\n</$reveal>\n</$set>\n</$set>\n</$list>\n</$list>\n</nav>\n</$list>\n</$list>\n"},"$:/core/ui/PageTemplate/topleftbar":{"title":"$:/core/ui/PageTemplate/topleftbar","text":"<!-- The menubar plugin overrides this tiddler to remove the core top left menu. The menu items that it would include are instead included in the menubar -->"},"$:/core/ui/PageTemplate/toprightbar":{"title":"$:/core/ui/PageTemplate/toprightbar","text":"<!-- The menubar plugin overrides this tiddler to remove the core top right menu. The menu items that it would include are instead included in the menubar -->"},"$:/plugins/tiddlywiki/menubar/readme":{"title":"$:/plugins/tiddlywiki/menubar/readme","text":"!! Introduction\n\nThis plugin provides a menu bar with the following features:\n\n* Menu items take the form of simple text links, dropdowns, or entirely custom content\n* Menu items can be individually enabled via the control panel\n* Responds to reduced screen width by abbreviating the menu items to a \"hamburger\" dropdown\n\n!! Menu Item Tiddlers\n\nMenu items are tagged <<tag $:/tags/MenuBar>>. The following fields are used by this plugin:\n\n|!Field Name |!Purpose |\n|title |Each menu item must have a unique title (not shown to the user) |\n|description |Description for use in listings |\n|tags |Must contain `$:/tags/MenuBar` |\n|caption |The text that is displayed for the menu item. Avoid links, using `~` to suppress CamelCase links if required |\n|target |For simple link menu items specifies a tiddler title as the target of the link |\n|is-dropdown |Set to `yes` to indicate a dropdown menu item |\n|dropdown-position |Optional position for the dropdown (can be ''left'', ''above'', ''aboveleft'', ''aboveright'', ''right'', ''belowleft'', ''belowright'' or ''below'') |\n|text |For dropdown menu items, specifies the body of the dropdown |\n|custom-menu-content |Optional wikitext to be displayed in place of the caption |\n|custom-menu-styles-wide |Optional string of styles to be applied to menu item when the menubar is wide |\n|custom-menu-styles-narrow |Optional string of styles to be applied to menu item when the menubar is narrow |\n\nCustom menu items should make sure that the clickable link or button is an immediate child, and not wrapped in another element.\n\nNote that menu items can be pushed to the right of the menu bar setting the ''custom-menu-styles'' field to `float: right;`.\n"},"$:/plugins/tiddlywiki/menubar/styles":{"title":"$:/plugins/tiddlywiki/menubar/styles","tags":"[[$:/tags/Stylesheet]]","text":"\\define breakpoint-plus-one()\n<$text text={{{ [{$:/config/plugins/menubar/breakpoint}removesuffix[px]add[1]addsuffix[px]] ~[{$:/config/plugins/menubar/breakpoint}] }}} />\n\\end\n\n\\define sidebarbreakpoint-minus-one()\n<$text text={{{ [{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}removesuffix[px]subtract[1]addsuffix[px]] ~[{$:/themes/tiddlywiki/vanilla/metrics/sidebarbreakpoint}] }}} />\n\\end\n\n\\define set-sidebar-scrollable-top-if-hamburger()\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/MenuBar]] -[all[tiddlers+shadows]prefix[$:/config/plugins/menubar/MenuItems/Visibility/]regexp:text[hide]removeprefix[$:/config/plugins/menubar/MenuItems/Visibility/]] -[all[tiddlers+shadows]tag[$:/tags/TopLeftBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/topleftbar]] -[all[tiddlers+shadows]tag[$:/tags/TopRightBar]limit[1]then[$:/plugins/tiddlywiki/menubar/items/toprightbar]] -$:/plugins/tiddlywiki/menubar/items/hamburger +[limit[1]]\">\n\n\t.tc-sidebar-scrollable {\n\t\tmargin-top: 2em;\n\t}\n\n</$list>\n\\end\n\n\\define set-sidebar-scrollable-top()\n<$list filter=\"[all[tiddlers+shadows]tag[$:/tags/MenuBar]] -[all[tiddlers+shadows]prefix[$:/config/plugins/menubar/MenuItems/Visibility/]regexp:text[hide]removeprefix[$:/config/plugins/menubar/MenuItems/Visibility/]] -[all[tiddlers+shadows]tag[$:/tags/TopLeftBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/topleftbar]] -[all[tiddlers+shadows]tag[$:/tags/TopRightBar]limit[1]then[$:/plugins/tiddlywiki/menubar/items/toprightbar]] +[limit[1]]\">\n\n\t.tc-sidebar-scrollable {\n\t\tmargin-top: 2em;\n\t}\n\n</$list>\n<$reveal state=\"$:/state/popup/menubar/hamburger\" type=\"match\" text=\"yes\">\n\n\t<$set name=\"itemCount\" value={{{ [all[tiddlers+shadows]tag[$:/tags/MenuBar]] -[all[tiddlers+shadows]prefix[$:/config/plugins/menubar/MenuItems/Visibility/]regexp:text[hide]removeprefix[$:/config/plugins/menubar/MenuItems/Visibility/]] -[all[tiddlers+shadows]tag[$:/tags/TopLeftBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/topleftbar]] -[all[tiddlers+shadows]tag[$:/tags/TopRightBar]limit[1]then[]else[$:/plugins/tiddlywiki/menubar/items/toprightbar]] +[count[]] }}}>\n\n\t\t.tc-sidebar-scrollable {\n\t\t\tmargin-top: calc(<<itemCount>> * 2em);\n\t\t}\n\n\t</$set>\n\n</$reveal>\n\\end\n\n\\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline\n\nnav.tc-menubar {\n\tposition: fixed;\n\tz-index: 850;\n\tdisplay: inline-block;\n\ttop: 0;\n\tright: 0;\n\tleft: 0;\n}\n\nnav.tc-menubar ul.tc-menubar-list {\n\tposition: relative;\n\tlist-style-type: none;\n\tmargin: 0;\n\tpadding: 0 0 0 42px;\n\tbackground: <<colour background>>;\n\tbackground: <<colour menubar-background>>;\n\t<<box-shadow \"1px 1px 5px rgba(0, 0, 0, 0.3)\">>\n}\n\n@media (max-width: <<sidebarbreakpoint-minus-one>>) {\n\n\thtml nav.tc-menubar ul.tc-menubar-list {\n\t\tpadding: 0 0 0 8px;\n\t}\n\n}\n\nnav.tc-menubar li.tc-menubar-item {\n\tdisplay: inline-block;\n\tmargin: 0;\n\tpadding: 0;\n}\n\nnav.tc-menubar .tc-menubar-narrow li.tc-menubar-item {\n\tdisplay: block;\n}\n\nnav.tc-menubar li.tc-menubar-item > a,\nnav.tc-menubar li.tc-menubar-item > button {\n\tdisplay: inline-block;\n/*\ttext-transform: uppercase; */\n\tline-height: 1;\n\tfont-weight: 700;\n\tcolor: <<colour foreground>>;\n\tcolor: <<colour menubar-foreground>>;\n\tfill: <<colour foreground>>;\n\tfill: <<colour menubar-foreground>>;\n\ttext-decoration: none;\n\tpadding: 0.5em;\n\tmargin: 0;\n\tbackground: none;\n\tborder: none;\n\tcursor: pointer;\n\tborder-radius: 0;\n\ttext-decoration: none;\n}\n\nnav.tc-menubar li.tc-menubar-item > a.tc-selected,\nnav.tc-menubar li.tc-menubar-item > button.tc-selected {\n\tbackground: <<colour foreground>>;\n\tbackground: <<colour menubar-foreground>>;\n\tcolor: <<colour background>>;\n\tcolor: <<colour menubar-background>>;\n\tfill: <<colour background>>;\n\tfill: <<colour menubar-background>>;\n}\n\nnav.tc-menubar li.tc-menubar-item svg {\n\ttransition: none;\n\twidth: 1em;\n\theight: 1em;\n\tfill: <<colour foreground>>;\n\tfill: <<colour menubar-foreground>>;\n}\n\nnav.tc-menubar li.tc-menubar-item .tc-menubar-dropdown-arrow svg {\n\twidth: 0.5em;\n\theight: 0.5em;\n}\n\nnav.tc-menubar li.tc-menubar-item > a.tc-selected svg,\nnav.tc-menubar li.tc-menubar-item > button.tc-selected svg {\n\tfill: <<colour background>>;\n\tfill: <<colour menubar-background>>;\n}\n\nnav.tc-menubar li.tc-menubar-item > a:hover,\nnav.tc-menubar li.tc-menubar-item > button:hover svg,\nnav.tc-menubar li.tc-menubar-item > button:hover {\n\tbackground: <<colour foreground>>;\n\tbackground: <<colour menubar-foreground>>;\n\tcolor: <<colour background>>;\n\tcolor: <<colour menubar-background>>;\n\tfill: <<colour background>>;\n\tfill: <<colour menubar-background>>;\n\tborder-radius: 0;\n\ttext-decoration: none;\n}\n\nnav.tc-menubar li.tc-menubar-item > a:active,\nnav.tc-menubar li.tc-menubar-item > button:active svg,\nnav.tc-menubar li.tc-menubar-item > button:active {\n\tbackground: <<colour foreground>>;\n\tbackground: <<colour menubar-foreground>>;\n\tcolor: <<colour background>>;\n\tcolor: <<colour menubar-background>>;\n\tfill: <<colour background>>;\n\tfill: <<colour menubar-background>>;\n\tborder-radius: 0;\n\ttext-decoration: none;\n}\n\nnav.tc-menubar .tc-drop-down,\nnav.tc-menubar .tc-block-dropdown {\n\tmax-width: 70vw;\n\tmax-height: 70vh;\n\toverflow: auto;\n}\n\nnav.tc-menubar .tc-drop-down a {\n\ttext-decoration: none;\n}\n\nnav.tc-menubar .tc-drop-down .tc-table-of-contents button {\n\tdisplay: inline-block;\n\twidth: auto;\n}\n\nnav.tc-menubar .tc-drop-down ol {\n\tmargin: 0;\n}\n\nnav.tc-menubar .tc-drop-down .tc-menubar-dropdown-sidebar a,\nnav.tc-menubar .tc-drop-down .tc-menubar-dropdown-sidebar button {\n\tdisplay: inline;\n\twidth: auto;\n}\n\nnav.tc-menubar .tc-more-sidebar > .tc-tab-set > .tc-tab-buttons > button {\n\tdisplay: block;\n\twidth: 100%;\n}\n\n@media (max-width: {{$:/config/plugins/menubar/breakpoint}}) {\n\n\t.tc-menubar-wide {\n\t\tdisplay: none;\n\t}\n\n}\n\n@media (min-width: <<breakpoint-plus-one>>) {\n\n\tnav.tc-menubar li.tc-menubar-item.tc-menubar-narrow,\n\t.tc-menubar-narrow {\n\t\tdisplay: none;\n\t}\n\n}\n\n@media (max-width: <<sidebarbreakpoint-minus-one>>) {\n\n\t<<set-sidebar-scrollable-top-if-hamburger>>\n\n}\n\n@media (max-width: {{$:/config/plugins/menubar/breakpoint}}) {\n\n\t<<set-sidebar-scrollable-top>>\n\n}\n@media print {\n\n\tnav.tc-menubar {\n\t\tdisplay: none;\n\t}\n\n}\n"},"$:/tags/MenuBar":{"title":"$:/tags/MenuBar","list":"$:/plugins/tiddlywiki/menubar/items/hamburger $:/plugins/tiddlywiki/menubar/items/topleftbar $:/plugins/tiddlywiki/menubar/items/contents $:/plugins/tiddlywiki/menubar/items/search $:/plugins/tiddlywiki/menubar/items/pagecontrols $:/plugins/tiddlywiki/menubar/items/server $:/plugins/tiddlywiki/menubar/items/toprightbar"}}}
$:/themes/tiddlywiki/snowwhite
pattern-texture-gig-posters-tutorial-11c.jpg
!!Activities/Games
Where appropriate the first session can involve a family game/structured task.
This gives the therapist an opportunity to see how the family members interact with each other when carrying out a shared task.
The therapist can introduce this by saying that some families can easily ''speak '' about the strengths and difficulties they have, and some families are better at ''showing '' things to the therapist by doing something together, so there is an effort to combine talking and doing things together.
E.g., asking the family to make their dream family house or a family zoo through drawing or building blocks. This allows observation of how the family members relate in a play based situation.
There is flexibility in the task that is chosen, such that therapist can adapt the task to the family's needs. For example, if initial interactions are chaotic or lack spontaneity, then therapist might suggest a more structured task/game to make it a better experience for everyone.
Where consent is given by family and child, permission to video this family task can be sought.
This can be introduced by explaining that during subsequent meetings with the parents the video will be watched together to try to better understand the communication and relations within the family.
!!More
Below are the pages which provide you with more detail on Meeting the Child and Family for the first time:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Meeting the Child and Family for the First Time'>>
</div>
Please see [[Checking-In or Booster Sessions]]
---
!!!Next
<<image-link "Deciding when it is time to stop or carry on" "next.svg" "" "60">>
!!Introduction
For many children who are referred for time-limited MBT-C, there may be limitations in the degree to which they have established second-order representations of affective self-states, resulting in their lacking a capacity to manage strong emotions.
They may not have had sufficient experience of being responded to as a child with a mind, and as they grow older their increasingly challenging behaviours further invite controlling or punitive responses on behalf of the adult.
In time-limited MBT– C, as in many other forms of child therapy, pretend play can be an opportunity for continuing (or beginning) a process of helping children to develop a sense of themselves as a person with a mind, by finding themselves in the mind of the therapist. This involves using [[ostensive cues|Ostensive communication]], such as:
* appropriate eye contact (enough to engage but not too much to overwhelm)
* raising the eyebrows in a quizzical or inquiring way
* changes in vocal tone (especially to mark emotional states as pretend)
* shifts in posture (e.g. looking up in the distance to mark the act of reflection)
* using exaggerated voice to help clarify that the therapist is not experiencing these emotions but is presenting them back to the child in a ''saliently marked manner''.
This process underpins the therapist's primary objective which is to help down-regulate the affect because without achieving this, there is little chance of moving toward more mentalizing interaction.
The [[marked mirroring|Attunement, Mirroring, and Contingent Coordination]] of negative affect states is especially important in the development of the self, and so the therapist should also use an exaggerated voice to name sad or cross feelings. e.g., "I feel cross." In this way it is possible to go beyond the emotion by introducing an intentional state of mind, such as "I didn't mean to spoil the game" and invite curiosity as to why certain behaviours can evoke reactions.
''//naming, intentional states, curiousity//''
The therapist does not have to focus on the child's behaviours, but can show curiosity about their own behaviour, which can invite the child to be curious about why the therapist chose to behave in the way they did. In this case, the focus then remains on the mind (of both child and therapist) and not only on behaviour.
---
!!!Next
<<image-link "Curiosity and the Not-Knowing (Inquisitive Stance)" "next.svg" "" "60">>
The Anna Freud National Centre for Children and Families is a charity dedicated to ''Innovation'' in the the treatment of mental health difficulties in Children and Young people, ''Evaluation'' of new treatments, and the ''Dissemination'' of effective techniques to the widest possible audience. Further information can be found at the Centre's [[website|http://www.annafreudcentre.org/]].
[img width= 200 [AF-logo-RGB-Green.png]]
Can the child express his/her feelings whilst staying in contact with the therapist? Is the child able to regulate some emotion by him/herself? Is the child able to identify and verbalize his/her feelings about the relationship with the key figures in their life?
The therapist must then look for other ways of getting information about the child’s emotional world. One way might be to read a picture book with the child in which all kinds of feelings are depicted and ask the child if they can recognize how the bear, fish, or child in the book feels. Perhaps the most important part,
however, is to look at the child while they are playing and to ask oneself a number of questions to get some indication about their affect-regulation capacity:
* Which emotions does the child show in play or in the contact?
* Is the child able to play or use fantasy, and is this connected to the child’s emotions?
* Which emotions does the child recognize or know?
* Which emotions seem to be difficult to express?
* How does the child handle difficult emotions in the session?
* What are the antecedents of the problematic behavior or antecedents of difficult feelings during the session?
* Does the child accept limits?
* Does the child ask for or accept help?
* can the child be comforted when upset or accept positive remarks?
[img[play therapy.jpg]]
!!More
The pages below provide you with more information on Assessing Affect Regulation in the Child:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Assessment Meetings With the Child'>>
</div>
Making an assessment of a child’s basic capacity for attention control and self-regulation is an important part of MBT– C.
In exploring a child’s basic capacity for attention control and basic self-regulation,
the therapist keeps a number of questions in mind:
- Can the child focus attention?
- Can the child listen to others and to you?
- Does the child “live in their body”?
- Does the child have normal sensorimotor regulation capacity regarding sound, light, touch, temperature, movement in space, and gross/fine motor skills?
- Is the child hypervigilant?
It is clinically significant when a child appears to be hypersensitive and distracted by everything around them. Being able to manage impulses from the inside is an essential basis that supports explicit mentalizing because there has to be room for mentalizing, rather than this getting
drowned out by physical action (Zevalkink, Verheugt-Pleiter, & Fonagy, 2012). In other words, a child has to be able to endure a feeling without immediate action to be able to mentalize explicitly.
!!More
The pages below provide you with more information on Assessing Affect Regulation in the Child:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Assessment Meetings With the Child'>>
</div>
!!Introduction
To be effective, time-limited work requires a clear
approach to assessment, not only to identify those children who are most likely to benefit from this approach, but also as a way of developing a clear formulation that can lead to an agreed focus for the intervention.
This section explains the clinical approach to assessment, formulation and the identification of a therapeutic [[focus statement|Focus Formulation]] and [[treatment goals|Setting Goals]] in the context of a time-limited mentalization-based treatment for children.
Assessment in time-limited MBT-C is necessary for identifying children who are most likely to benefit from this approach and for developing a clear formulation that can help the family think about and understand the problem and how it links to the therapy being offered.
Assessment is also important for identifying a //''mentalizing profile ''// for both parents and children and a focus formulation about how these profiles are linked to the child's presenting difficulties.
If after assessment, the child is to follow through with time-limited MBT-C, the assessment process is also used to help reach an agreed focus for the work and set goals.
Important to note is that the assessment process can be therapeutic in itself, offering opportunities for the clinicians to assess the child and family's capacity to make use of this particular way of working.
!!Sub pages
The pages listed below provide you with more detail on the Assessment:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Assessment'>>
</div>
---
!!>[[Back to MBT-C Therapy Contents|MBT-C Therapy]]
!! Introduction
The assessment of the child is usually conducted over 2-3 sessions. The aim of these meetings is to develop a profile of:
# the functioning and abilities of the child
# their personality and way of relating
# how the child’s capacity for mentalizing may be linked to the presenting problems and difficulties.
Additionally, therapist will look out for areas where the child’s mentalizing may be underdeveloped or situations in which an existing capacity to mentalize might break down.
The aim of the assessment sessions is not only to provide therapist with information but also to create a relationship and working alliance with the child. For this, the therapist will use their own creativity and clinical knowledge to find ways of engaging the child, selecting activities that facilitate a playful engagement and the opportunity to mentalize about self and other.
In these sessions, the therapist may decide to use both structured activities and free play.
* ''Structured tasks'' - initiated by the therapist will give information regarding the child’s ability to accept limits and follow instructions;
* ''Free play'' - will give information about the child’s ability to handle lack of structure, take initiative, and use fantasy. It also provides an opportunity to observe whether the child is able to play and make play narratives with a beginning, middle and an end, as well as identify traumatic play or whether there is playful inhibition in which the capacity to play is disrupted.
It may also be useful to use drawings, for example:
* by asking child to draw different emotions
* providing the child with drawing that are to be finished.
During the individual meetings, the therapist can express curiosity about the child’s knowledge of why they have come to the service or whether they can articulate some of their problems using their own words. When children can express their own problems in a few words, it makes it much easier to find the right focus in MBT– C. Children might say something such as, “//I am always anxious//” or “//I have no friends; no one wants to play with me//,” indicating that they consider that there is a problem and have a sense of what it is. At the end of the assessment phase, the therapist and child will try to agree on one goal that coming to therapy may be able to achieve and then formulate a focus statement for the therapy.
In addition to understanding the problem, the therapist should also try
to look for the “vital spark” in the child - something that
seems like a strength or a little burning flame that might help in the therapy.
It can be something the child likes to do, is good at, or is curious about. This
vital spark can be helpful as a source to go back to and maintain motivation
when difficult moments in the therapy arise.
!!More
Below are the pages which provide you with more detail on Assessment Meetings With the Child:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Assessment Meetings With the Child'>>
</div>
---
!!!Next
<<image-link "Assessment Meetings With the Parents" "next.svg" "" "60">>
The two or three sessions with the parents or carers usually take place while the child is being seen by a separate therapist. In these sessions with parents the therapist tries to:
''Make an appraisal about the problems for which the family sought help, and
assess the mentalizing capacities and difficulties of the parents or carers
''
In doing so, the therapist:
* seeks to gauge the capacity of carers/parents to think of their child as a separate person (with a mind of their own) and to see the child’s behaviour (and their own as parents) in terms of intentional mental states
* seeks to observe and listen for the ways in which the parents think about, manage, and try to understand and explain the child’s behaviours and emotional states
* is interested in the parents' own emotional reactions and their ability to reflect on these.
On the basis of an initial assessment, the therapist can then think about how to try to engage with the parents in terms of their current reflective functioning capacities.
The therapist way wish to use some of several structured and reliable instruments for assessing mentalizing capacity in parents and carers, such as Adult attachment interview, Parent Development Interview. However, when there is neither the time nor the resources to use these structured interviews, certain questions that are part of these interview schedules can be useful in more clinical ways. For example, in the assessment meeting with the parents, the therapist can say:
>>“Can you choose three adjectives that you feel reflect the relationship between you and your child? Does an incident or memory come to mind with respect to each of these adjectives?”
or
>>“Tell me about a time in the last week or two when you felt really angry as a parent. What kinds of situations make you feel this way? How do you handle your angry feelings?” Where appropriate, the therapist might also ask, “How do you think your own experiences of being parented affects your experience of being a parent now?”
This last question helps the therapist to identify possible “ghosts in the nursery” or “angels in the nursery” - that is, traumatic or positive experiences from the parents’ own histories that may be influencing the way they relate to their child. For parents who have experienced childhood abuse and neglect, being able to mentalize about these experiences and the impact they have had on their development and parenting appears to be particularly important in terms of child outcomes and relationship functioning. Sometimes, these issues may come up more spontaneously but if not, there may be times when it is helpful to ask explicitly about them, while being clear why this is relevant to the issues that brought their child to therapy.
The therapist may suggest that parents ask themselves the following questions, as part of a “mentalizing checklist”, to see if they can notice when they mentalize well:
* Do parents refer to their own thoughts or feelings ?
* Do parents refer to feelings or thoughts of others in the family?
* Do parents consider the perspective of others?
* Do parents sometimes say, “I might be wrong, but I think she . . .” (opaqueness)?
* Do parents often use all-or-nothing or black-and-white words like always or never
* Are the parents playful? Do they use humor?
* Are there special feelings or thoughts that seem to be avoided in the conversation or that often lead to escalation?
* When parents talk about their behavior, do they sometimes connect this to intentions?
---
!!!Next
<<image-link "Gathering Impressions Into a Case Formulation" "next.svg" "" "60">>
Assessment meetings are held with family, including both the child and parent(s)/carer(s).
In the time-limited MBT-C model, the main aim of the assessment is to explore whether and how mentalizing difficulties may be linked to the child's presenting problems and whether a mentalization-focused intervention is likely to be of help. This includes forming a mentalizing profile of the child and family.
At the end of this phase, the process is reviewed. The therapists offer feedback on the assessment and together with the family make decisions about continuing with MBT–C. The [[focus formulation |Focus Formulation]]and [[goals|Setting Goals]] are discussed and agreed.
---
!!>[[Sessions 1–3: Initial Phase of MBT– C]]
How to integrate this with existing entry system.
Possibility of allocating at triage.
Use of a few questions from ERC to help triage clinicians to see if MBT-C might be option. Information sheets about MBT-C for parents could be
Attachment is a particular and important aspect of human relationships. It was originally described by Bowlby, and subsequently developed by a large body of researchers and theorists.
!!Definitions
An attachment relationship refers to the fact that a ''specific person'' responds to ''another specific person'' in somewhat predictable ways, particularly at a time of stress.
Bowlby’s evolutionary theory of attachment suggests that children come into the world biologically pre-programmed to form attachments with others, because this will help them to survive. Bowlby suggested that a child would initially form only one attachment and that the attachment figure acted as a secure base for exploring the world. The child’s attachment relationship with their primary caregiver leads to the development of an internal working model, whereby the attachment relationship acts as a prototype for all future social relationships. Specifically, interactions with attachment figures resulting positive or negative mental models, both of self (as worthy vs. unworthy of love) and others (as trustworthy and available vs. unreliable and
rejecting).This is why a healthy attachment in childhood is so important for wellbeing and social functioning throughout life.
There are different styles of attachment, driven by the different kinds of expectancies held within a person's Internal Working Model. In each attachment style, a range of different (increasingly ingrained and automatic) responses to distress and towards caregiving and authority figures emerge.
!!Attachment styles
* the ''secure attachment style'', characterized by a general comfort with closeness and trust in others. Such children feel confident that the attachment figure will be available to meet their needs. They use the attachment figure as a safe base to explore the environment and seek the attachment figure in times of distress. Infants develop a secure attachment when the caregiver is sensitive to their signals, and responds appropriately to their needs.
* the ''insecure avoidant style''. These children are very independent of the attachment figure both physically and emotionally.They do not seek contact with the attachment figure when distressed. Such children are likely to have a caregiver who is insensitive and rejecting of their needs.
* the ''insecure ambivalent/preoccupied style''. Here children adopt an ambivalent behavioural style towards the attachment figure. The child will commonly exhibit clingy and dependent behaviour, but will be rejecting of the attachment figure when they engage in interaction. The child fails to develop any feelings of security from the attachment figure. Accordingly, they exhibit difficulty moving away from the attachment figure to explore novel surroundings. When distressed they are difficult to soothe and are not comforted by interaction with the attachment figure. This behaviour results from an inconsistent level of response to their needs from the primary caregiver.
* the ''disorganized style''. These children show contradictory, apprehensive, aimless, or conflicted behaviors in response to attachment needs. This attachment style can emerge as a response to traumatic experiences or neglect/abuse.
//''IMPORTANT:'' // ''an attachment style is NOT a diagnosis, or a pathology in itself'' - rather, it is a //description of the style of relating to people and reacting to stress//. In some settings one or other attachment style may be more adaptive than others, and there are plenty of very successful people who exhibit ambivalent or detached attachment styles. While there are a range of advantages for people classified as ''securely'' attached, and disorganised attachment is very often a marker for other significant adaptive difficulties, it is important not to make too a concrete link between attachment style and "pathologies".
!!Development of Mentalizing within an attachment relationship.
The capacity to mentalize develops in children within their attachment relationships.
If a mother or other caregiver is able to respond "contingently" (i.e. with enough sensitive attunement to the demands of the baby's condition) and to apply marked mirroring of her baby's mental state, then repeated experiences of this:
>//"Another mind that seems to understand and find ways to describe and respond to my experiences!"//
...helps to build a sense of ''//self//'', and of ''//self-agency//'':
>//"There is an "I"// ''[I can see this represented in her face]''//, and this "I" finds itself in different states// ''[happy, sad, frightened, hungry, hurting, surprised - which I can see her mimicking to me in ways that fit how I feel]''//, and this "I" can operate upon the world it somewhat predictable ways// ''[I find I can change things about the world, and me, by calling out, moving, and thinking differently]''...")
...and "thinking differently" here might refer to "thinking about thinking", or starting to "take a meta-perspective upon thoughts and feeling" - which is really the birth of [[Mentalization|Mentalizing]].
!!Attentional Control & Affect Regulation
The development of self-regulation in infancy depends on the development of mechanisms to react to stress (affect regulation), maintain focused attention (regulation of attention), and interpret mental states in the self and others (explicit mentalizing). When operating in combination, these three mechanisms are “probably responsible for self-regulation in social relationships” (Fonagy & Target, 2002, p. 309).
''Attention Control''
Attention control is directly linked to the control of ones 'impulsivity' and therefore the functioning of adequate interpersonal contexts (Fonagy & Bateman, 2007). Attention control refers to the capacity to deliberately focus on some something while simultaneously excluding other types of information by controlling the impulses that may cause one to react to other potentially distracting stimuli.
In the clinical literature about mentalization, attention regulation is described by Zevalkink, Verheugt-Pleiter, and Fonagy (2012) as the:
>> “ability to gain control of impulsiveness—something that can be learned in a safe relationship” (p. 145).
Attention capacities are evident in the first year of life and develop further into the second year of life. Parents can distract and redirect an infant's attention to regulate their behaviour and emotions. For example, if a mother says to a 2-year-old who is drawn to putting his fingers in electrical outlets, “Oh, you are angry because you cannot put your fingers in the plug", this mirroring of affect may not be of great help, and may just heighten the child's frustration. It is more likely to be of value if the mother uses a process of defocusing from the undesirable object and refocusing the child’s attention to something else, which will hopefully engage the child’s interest - "let's play with this toy now!".
Later in childhood, as children become increasingly self-regulating, attention control becomes evident in their capacity to focus their attention and inhibit inappropriate responses. Studies suggest that one's capacity to focus attention is associated with other abilities that develop in the context of secure attachment relationships, such as social competence, perspective-taking, and empathy (Fonagy & Target, 2002).
The regulation of attention is a vital aspect of developing the ability to mentalize given that controlling impulses requires one to mentalize the impact of the impulse.
''Affect/Emotion Regulation''
Mentalizing is ‘suffused with emotion’ (Allen & Fonagy 2006, p.8), and the ability to mentalize is closely related to the ability to regulate ones emotions. When experiencing a state of high emotional arousal, one's capacity to mentalize will ‘go offline’, leading to difficulties regulating one's own emotions and challenges correctly interpreting the behaviours of others in terms of mental states. Equally, an ability mentalize protects against emotion dysregulation, since emotions will be experienced as meaningful and interesting, understood in perspective, and therefore will be less overwhelming.
The capacity for affect regulation develops out of early relationships with an attentive and attuned caregiver, in the context of a secure attachment relationship. See: [[Parents Role in the Development of Mentalizing]]
---
!!!Next
<<image-link "The capacity to mentalize at different stages of development" "next.svg" "" "60">>
> ''This page contains information on attention regulating interventions''
"""
"""
!!The therapeutic work, guided by therapists assessment of the child's capacity for regulation and mentalization, both globally and at a moment-to-moment level, may include:
* Attunement, Mirroring, and validation to stimulate patterns of being together, joint attention
*Finding the same rhythm / create predictable structures
*Become aware of bodily experiences/ signals
*Stop and stand, while staying in contact
*Validation of the unique style of the child
*Regulating arousal and impulsivity
:''Turn attention inwards''
*Name and describe what the child is doing here and now
*Make the implicit explicit
*Non-verbal attunement (mirroring)
*Focus on the child explicitly
*Regulate impulsivity and arousal by trying to slow down – or speed up- interactions. Assume responsibility for structure and holding.
*Work with the basis for intentional behavior by linking the child’s actions to the consequences in the outer world. “You hit hard, it sounded loud!”
"""
"""
!! Attunement, Mirroring and Contingent Coordination
<<<.bubbles-oval-speech-border
Anne uses swords, hits them against each other. The therapist imitates the sound ''“bam, bam, bam!!!”'' She laughs and hits hard. The therapist comments that Anne hits hard and she makes loud noises! Anne then finds a kettle and goes and gets water for it. She wants to do it herself. She fills the kettle to the brim. The therapist notes that it’s very full and wonders if maybe she needs to pour some out. Anne says ''‘no!''', and insists that she will walk carefully. She does this and the therapist comments that she is indeed very strong and can walk very carefully. Then Anne finds a toy syringe from a doctor's kit and sucks water into the syringe and then wants to spray it out. When she wants to spray water in the doll’s pram, the therapist says ''‘no’''., but Anne sprays some water there anyway . The therapist says'' “You know what, you can spray in the sand tray; you see here is the two sand trays, wet and dry!”'' Anne wants to spray in the tray with dry sand, but the therapist suggests that she sprays in the tray with the wet sand and Anne follows her directions.
''Anne and the therapist repeat this over and over again:'' Anne sucks water into the syringe (which is really small) and the therapist tells her when it’s full (because it’s difficult to see) and then Anne sprays it in the sand. Sometimes she pushes so hard that she sprays water all over the toys on the shelves and she laughs happily. The therapist makes sound effects when Anne pulls the syringe apart to be able to fill it with water (it makes a popping sound and the therapist says ''“POP!”''). Anne laughs at it the first time and then they say it together as she pulls it apart (pop) and when she sprays the water (pop). Anne and the therapist walk between the table with the water and the sand tray over and over again. When Anne sprays all over the shelf with the toys the therapist smiles and comments that it was very far and difficult to reach the right place.
<<<
Children who are chaotic and disorganized, or who don’t seem to be grounded in their bodies, may not have developed the foundations that can help to support mentalizing. At times they may seem unaware of what they’re doing and why, and it can be challenging for the therapist to make contact, there is a risk of turning into a policeman, making sure that nothing in the room gets damaged. Sometimes the first step has to do with making contact with the child, even if for fleeting moments, to let the child know that the session is a safe place and to try and increase the child's attention to aspects of their own experience. ''The therapist’s contingent coordination with the child,'' drawing on nonverbal modalities like making a soothing sound with a soft tone of voice, or a facial expression full of compassion, can be important therapeutic interventions. Such interventions can help these children to attend, process information and modulate their emotions, before opening the door to developing other mentalizing abilities.
With children like Anne, much of the therapeutic process may be about ''"creating patterns of being together rather than only what is actually said”'' (Verheugt-Pleiter et al., 2008, p. 113). It is about trying to create rhythm, predictability, joint attention, and a feeling of togetherness. The therapist is trying to turn the attention of the child inwards, to enhance self-awareness. This can be done for example by naming and describing what’s happening in the here and now, such as physical states and actions. This work has many elements of non-verbal attunement (mirroring).
In the session with Anne, above, the therapist tries to imitate, synchronize and make contact at a non-verbal level. At the same time she is trying to make Anne more aware of her own body and its force. The focus is on what she is doing and the therapist is joining her in the play. The therapist also gently introduces the idea of limits in a flexible way, not being punitive when Anne does not comply, but reiterating and directing where a good place is to squirt the water, until Anne is able to comply, much as one might do with a younger child. What Anne does (banging swords, pouring water, throwing pucks) and how the therapist reacts can also be seen as introducing some affect regulation – becoming aware that one's own expressions and behaviours can be modulated, that she can regulate and modulate things she does and in this also modulate the effect of her behaviour in the external world. The therapist links the behaviour of Anne ('you hit hard’) with the effect in the external world ('there’s a loud noise'). Here is a beginning of working on an implicit concept of intentional behaviour, thereby working with Anne’s attention regulation. At the same time, the therapist herself is managing her own arousal level because she is worried that the play could get out of hand.
"""
"""
!! Awareness of feelings
* Make affective states real by taking them seriously
*Validate explicit (verbally) and implicit (posture, tone, expression, sounds)
*Sometimes speak directly to/about the child, sometimes more generally, or about oneself / figures in play
*Curiosity about feelings and experiences
"""
"""
!! Expression or regulation of feelings
* Stimulate fantasy and play
* Play with limits
* Play with regulation – little/a lot, use force/be careful, fast/slow
*Offer holding and responsibility
"""
"""
!! Clarifying and naming feeling states
On the basis of this slow process of contingent co-ordination, the therapist in MBT-C can gradually begin to try and make links between action and emotions, and to clarify and start to name feeling states. This might begin with the therapist simply asking the child to tell her what they want, e.g. by saying ''“Today, tell me when you are thirsty and which toys you feel like playing with”. ''
The therapist thus scaffolds the development of the child's capacity to have a sense of agency and encourages them to express their feelings and ask for what they need in relationships. When a child expresses preferences and starts asking for particular toys, the therapist can mark this by comments such as ''“look at you, you know exactly what you want!'''. She can also help the child to become aware that they can express their feelings, sometimes through play, for example saying about some dolls, ''“Maybe if the baby learns to say she feels scared of the dark then we will know to switch the light on in the hall so she does not have to cry?”. ''
<<<.bubbles-oval-speech-border
During an early session the therapist feels that Alfredo needs help to develop an emotional vocabulary, so decides to bring in a specific activity. She shows Alfredo a card with a picture of a boy peeking out from behind a sofa, and asks him to tell a little story. ''"Ooooh there is a child hiding behind the couch"'', says Alfredo. The therapist encourages him to elaborate his story further, to find out why he is sitting there, and what he is feeling. Alfredo guesses that he is hiding, but says he can't say what the boy might be feeling. ''"Do you think maybe he is afraid, or sad or playing a trick on someone by hiding?"'', asks the therapist. Although Alfredo first says he doesn't know, with the therapist’s encouragement he guesses that the boy is sad, adding ''"Yes, he looks sad in his eyes"''. The therapist is impressed at this comment, and Alfredo then starts talking about a time when he himself felt sad, when he got separated from his mother in an amusement park. With the therapist's encouragement, he gives a very detailed account of what happened. The therapist wonders what he felt when he couldn't find his mother, and Alfredo tells her that it was his own fault - ''"Because I wanted to play in the playground and wanted to stay there"''. The therapist shows sympathy with how Alfredo felt. "Yes and then I had to cry out loud and a lady asked me what happened and I said ''‘I don’t know where my mommy is’'' and then we started to look for my mom and then we saw her". The therapist asks if Alfredo remembers how he felt when he saw his mother's face, and he tells her he was happy. '''And your mom?'''. '''She was happy too, but also a bit angry''', he replies.
<<<
In this vignette the therapist uses picture cards to initiate a conversation about feelings. Alfredo does not start talking about feelings spontaneously, but when the therapist gives some suggestions he is able to make a good guess about the emotions of the boy behind the couch. He can also, when prompted by the therapist, link the way the boy in the picture looks to emotions, indicating that he has some understanding of emotional expressions. He is then able to tell the therapist about an incident where he felt sad himself. The therapist notices Alfredo’s emotional involvement when he tells the story. He expresses sadness and fear clearly when talking, and he has a smile on his face when he comes to the ending of the story. When the therapist reacts and comments on the story, she is deliberately emotionally expressive too.
Using pictures like this one may be used to help children talk about feelings, especially for those who may need more 'scaffolding' in order to name emotions. With many children it is possible to ask them to make up a little story about what is happening in the picture. With Alfredo, however, the therapist got the impression that he did not seem interested in imagining about the characters in the picture (only answering with very short sentences or saying “I don’t know” when being asked to guess what happened in the picture), so she decided to try ask directly about a story from Alfredo’s real life, and to this he responded more enthusiastically
''Contingent Co-ordination with the Child''
Children who are chaotic and disorganized or who don’t seem to be grounded in their bodies may not have developed the foundations that can help to support mentalizing. At times, they may seem unaware of what they are doing and why, and it can be challenging for the therapist to make contact. There is also a risk of turning into a “police officer,” making sure that nothing in the room gets damaged.
The therapist’s contingent coordination with the child, drawing on nonverbal modalities such as making a soothing sound with a soft tone of voice or a facial expression full of compassion, can be important therapeutic interventions.
With such children for example, much of the therapeutic process may consist in “creating patterns of being together rather than only what is actually said”. It is about trying to create rhythm, predictability, joint attention, and a feeling of togetherness. The therapist may thus try to imitate, synchronize, and make contact at a nonverbal level. At the same time, the therapist may try to make the child more aware of their own body and its force. In so doing, the therapist may facilitate turning the child’s attention inwards and enhance self-awareness.
This can be done, for example, by naming and describing what is happening in the here and now, such as physical states and actions (“bam, bam, bam”, you threw that far!”). this work has many elements of non-verbal atonement (mirroring). What the child does (throw the ball, for example) and how the therapist reacts can also be seen as introducing some affect regulation, that is becoming aware that one’s expressions and behaviours can be modulated, that the child can regulate and modulate things she does and thus also modeulate the effect of her behaviour on the external world. The therapist may link the child’s behavior (e.g., “you hit hard”) with the effect in the external world (“there’s a loud noise”). This is the beginning of working on an implicit concept of intentional behavior.
[img[child with ball.jpg]]
Setting and playing with limits in the therapy room develops and practices regulatory abilities in several ways. For many boisterous children developing the capacity to accept limits or develop internal control is a major challenge, and they often get punished and rejected at school and elsewhere unless they are able to develop such control. However, these children often get little help in doing so, setting off a negative spiral, with implications for their self-esteem. Practicing these kinds of negotiations and trying to regulate affects related to them can be an important aspect of the therapeutic work and can be done playfully.
''Using Play to think about Difficult Situations''
The therapist can also actively creating opportunities to help the child think about the situations that pose difficulties, by using play. Practicing and elaborating in play the situations in which the child gets stuck can be valuable in helping her elaborate, see, and think about these difficulties creatively. It
implies that the therapist has done a mental microanalysis in which the problem is broken down and each step in the sequence of events is imagined until the problem can be clearly pictured, as in a mental video. The therapist can ask the child, “Is this what happens?” or “Show me what happens now,” and
they can physically walk through the sequence—for example, from arriving at
school, hanging up their coats. They may go on to eat their pretend snack, up
to the moment when the bully approaches and provokes or teases the child,
until she snaps and gets sent off to the principal’s office.
As they go through each part, it may be possible to explore mental states in the self and other by
asking questions such as, “So what was going on for you right then?” or “What do you think was in her mind when she said that?” With some children, this can also be done by creating a cartoon series together. Using play in this way can be an important stepping-stone toward more sophisticated play activity.
''Marked Mirroring and Ostensive Cues''
As part of a marked mirroring process the therapist may make use of ostensive cues. This might involve calling attention to what the therapist is about to communicate (e.g., by making direct eye contact with the child while calling the child by name or tilting the head toward the child and changing the intonation of her voice slightly). For a traumatized child, it may be important not to offer direct eye contact but to call the child’s name and talk with her without activating a fight-or-flight response; in some cases, it can be helpful for the child to have an activity that she can focus on so that the intensity of
the relationship is somewhat hidden as she pays attention to the joint activity
and slowly eases into the relationship.
In communicating in this way, the therapist’s expression of emotion
can be marked by modifying (e.g., exaggerating or slowing down) the display
of the child’s affect, such that the therapist’s emotional expression
resembles but regulates the child’s emotion simultaneously. The idea is not
that the therapist should be perfectly accurate every time that she comments
on what might be going on for the child but that the child senses
that the therapist is interested in her experience, able to follow and stay in
emotional contact with her and that she experiences the therapist’s genuine
interest in her mind.
At times, this process happens at a nonverbal level, especially for
children who have little emotional vocabulary that could help them to
describe their internal states.
---
!!!Next
<<image-link "Building Foundations to Support Mentalizing" "next.svg" "" "60">>
This is the overarching tag for all pages relating to Barnet
When children are easily affectively dysregulated, show impulsivity, or have little capacity to think about themselves and relationships in mental-state terms, it can be therapeutic to focus on building the foundations that support mentalizing by working on capacities for ''basic self-regulation, attention control, and affect regulation. ''
With some children, this will be the focus for much of the therapeutic work; with others, it may be possible to work simultaneously with their more explicit mentalizing skills, including more controlled, reflective exploration of the mental states of self and other.
The therapeutic work is always guided by the therapist’s assessment of the child’s capacity for regulation and mentalization, both globally and at a moment-by-moment level, and may include:
* Stimulating contact by working on attunement and joint attention
* Mirroring contingent coordination
* Creating rhythm and patters in interactions
* Enhancing attention control and self-awareness by naming and describing what is happening in the here and now
* Promoting intentionality by linking behaviour to effects in the external world,
* Regulating affects by exaggerating or slowing down,
* Regulating attention and affects by setting and playing with limits,
* Clarifying and naming feeling states, and using
* Games or activities.
---
!!!Next
<<image-link "Clarifying and Naming Feeling States" "next.svg" "" "60">>
Outcomes to be collected through CORC routine managing
!!What Next?
The first session usually ends with the therapists checking in with each person about how they have experienced the meeting. The therapists may
also share with the family what they feel they have heard, check whether they have understood what the family has tried to convey, or if they missed
anything important. The therapists will also discuss with the family whether they want to proceed and explain the assessment process.
This is also an opportunity to explain something about what is meant by a mentalization-based treatment for children and what might happen next.
!!Talking About Mentalizing
How the concept of mentalizing is explained will depend on age and level of understanding of the child (and the parents). It has been suggested that it can work best by linking an explanation of the term to something that has happened in the room together, to a story from your own life, or to something that the child and family are likely to know. For example, if children have seen the Pixar film 'Inside Out', this can be a great way to talk about what mentalizing is.
First, it can be helpful to start by saying what mentalizing is then move to a little story about how helpful good mentalizing can be or about what happens when mentalizing goes wrong and why fixing it can be helpful.
Once the therapist has explained what mentalizing is and how it might be linked to the issues they came to get help for, it is time to decide whether to continue with the assessment.
!!More
The pages below provide you with more information on Meeting the Child and Family for the first time:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Meeting the Child and Family for the First Time'>>
</div>
The 'checking-in' or booster session is arranged anywhere between 3 and 12 months after the completion of treatment. When the therapist suspects he may need to plan for additional clinical interventions, the follow-up time may be shorter (sometimes even shorter than 3 months) than when working with families who do not report a lot of problems when therapy is ending.
Knowing that there is another meeting planned when the family and therapists will see each other again to talk about progress, or to identify ongoing or new difficulties, can contribute to a continued feeling of being kept in mind. The child or parents can ask themselves, “I wonder what the therapists will say about this when we talk in the booster session?” This can help them remember what they have learned in therapy and maintain a reflective and curious stance. It can also contribute to a sense of safety, reducing stress and anxiety or, if things have deteriorated, offer an opportunity to reconsider what kind of support the child and family may need
In this session, the calendar can be used for looking back and reviewing the work that has been done together, and reflecting on how things have been since therapy ended. The whole family can be seen together, or the session can be divided into two halves such that the child and parents are separate for the first part and come together for the second. If things have been difficult since therapy ended, a key goal of the booster session is to help parents bring their mentalizing back online.
On the basis of the slow process of contingent coordination described
in the previous section, the therapist in MBT– C can gradually begin to try
to make connections between action and emotions, and clarify and begin
to name feeling states.
This might begin with the therapist simply asking the
child to tell her what she wants (e.g., saying “Today, maybe you can tell me when you are thirsty and which toys you feel like playing with.”). The therapist
thus scaffolds the development of the child’s capacity to express agency and her feelings and to ask for what she needs in relationships.
When a child expresses preferences and starts asking for particular toys, the therapist can
mark this by comments such as, “Look at you—you know exactly what you want!” She can also help the child become aware that she can express her feelings, sometimes through play (e.g., when playing with dolls, say, “Maybe if the baby learns to say she feels scared of the dark, then we will know to switch the light on in the hall so she doesn’t have to cry?”).
For some children it can be helpful for the therapist to bring in more
structured ways of helping the child name feelings, for example through mentalization-enhancement activities, such as a “guess your feelings” game or using Picture books and drawings.
Using pictures may help children talk about feelings,
especially those children who may need more scaffolding to name emotions.
With many children, it is possible to ask them to make up a little story
about what is happening in the picture. In some cases, children will not be open to imagining about characters in the picture. As such, therapists may ask directly about a story from the child’s real life.
For other children, the play can be an opportunity to notice and name feeling states.
[img[feelings picture book.jpg]]
---
!!!Next
<<image-link "Creating Mentalizing Narratives around Traumatic Events" "next.svg" "" "60">>
//To be added//
---
!!>[[Fidelity Scale]]
!! Consolidating Gains and Realistic Expectations
As a general principle, the last few sessions should provide an
opportunity to have an experience of an ending in which the parents and
therapist can reflect on how to consolidate gains and maintain strengths that
they have discovered but also, if needed, they can talk about painful past
experiences of loss, separation, and individuation in the parents’ lives.
Creating a narrative of the process of treatment in which the parents
see themselves in the therapist’s mind as agents of change for themselves
and their child can help parents build on their strengths and maintain their
sense of agency in the face of future challenges.
Helping parents develop
a balanced and realistic perception of themselves and their children, and
understand what can be changed and what probably cannot and will have to
be accepted, can help them overcome paralyzing feelings of guilt about being
responsible for all of their child’s difficulties.
!! Continued Support
When problems continue and the level of family need is more
complex, home visits, with their ecological lens and wraparound interventions,
can be particularly useful, especially to help parents maintain gains
made in therapy.
Shall we delete this page now, I think you have separated the content into different pages!
Do we want to add more of an explanation to this?
here mention what we do in the powerpoint about how if your team practices MBT-C then you can have your own MBT-C workbook, for example BArnet and Post-adoption team. Ask MArianne to give me access to these workbooks
apply the same change to the home page as I did for the other pages
Here especially look through MBT-F as middle phase may be similar to what takes place in MBT-F
how about: Back to MBT-C Therapy Main page (have a "home" page icon?)
To Do:
Add picture
neaten up text
find stuff from slides
see MBT-F too
look at the paper too
make sure to have examples for each component of the therapist's not knowing stance
The aim of working with parents in time-limited MBT-C is to help them develop their strengths and discover a reflective stance.
This in turn can help develop the parent-child interactions in which children feel secure and understood, which in turn facilitates motivation, self regulation and mentalizing. Many parents approach therapists with a degree of mistrust, and may have good reason for doing so. However, when their vigilance relaxes in the context of a respectful relationship, they may be relieved and open up new ways of understanding. As a result, parents are likely to show increased interest in the therapist's attempts to help them think about their child. As a result, parents' capacity for reflective functioning can be strengthened.
[img[parent therapy.jpeg]]
[img width=100% [pavan-trikutam-71CjSSB83Wo-unsplash (1).jpg]]
You can contact us via email [ext[info@annafreud.org|mailto:x@annafreud.org]] or, if you have a login, please feel free to leave a ''comment ''on the manual. You will see the comment box at the bottom of each page!
Alternatively, you can contact the AFNCCF details of which can be found on our website https://www.annafreud.org/
<div style="font-size:0.7em;text-align:left;margin-top:3em;margin-bottom:3em;">
<a href="mailto:info@annafreud.org" class="tc-btn-big-green" style="background-color:#5E9FCA;">
{{$:/core/images/mail}} Email the MBT-C programme
</a>
<a href="https://twitter.com/@AFNCCF" class="tc-btn-big-green" style="background-color:#5E9FCA;" target="_blank" rel="noopener noreferrer">
{{$:/core/images/twitter}} @@AFNCCF on Twitter
For some children, part of the value of therapy may be the opportunity
to create a narrative about their life and traumatic experiences and integrate
this into their autobiographical sense of self.
Children might have multiple
fantasised stories about the conception, birth, trauma, or previous circumstances
of their lives, especially when they are an adopted, fostered, or traumatised
child. Their ideas, and the ideas of parents, may be both unconscious
and conscious, and at times incompatible. At the same time, some children
with a difficult start in life or who have experienced trauma find it difficult
to integrate these experiences emotionally because they have not had the
opportunity and help to put their stories into words. Constructing a coherent
narrative about their lives, the trauma and their family or families can help
children to explore their experiences in current relationships as well as their
narrative about past relationships.
When working with fostered or adopted children, after they have established
some capacity for joint attention and affect regulation, the therapist
may use questions such as:
>> “Do you feel at home?”
>>“What does the word home mean to you?”
>>“In what way do you feel that your family belongs together?”
>>“What does the word family mean to you?”
>>“How often do you think about your birth parents?” or “What do you call them?”
The children, too, may have questions about the trauma, such as:
>>“Why did this happen to me?” or
>>“Do my parents still love me?”
Exploring such questions can help children to discover a sense of self and other,
thereby increasing the capacity to mentalize explicitly and helping them
tell a coherent “what makes me, me” story. It is also a way to give meaning
to feelings of mourning or sadness, which might be hidden behind an
aggressive attitude.
---
!!!Next
<<image-link "Mentalizing the Relationship" "next.svg" "" "60">>
!! Culturally Sensitive Practice
''Recognising Limitations''
It is important that MBT-C practitioners recognise that the field of mentalization is limited in its consideration of some groups. Theoretical construction and developmental assumptions are heavily bias towards the 'WIERD' population and some groups, including BAME and lower socio-economic groups are widely underrepresented in research.
There is very little written on potential differences in Mz processes across culture. Limited research indicates a difference in the focus on self and other in the developmental process across collectivist and individualistic cultures which may be important to consider in both assessment and parenting work >link to paper<.
There is a lot more work to be done, and it is important that MBT-C practitioners take responsibility for recognising potential limitations and maintain an open and curious position with regard to the model's assumptions, for example around 'normal development', when working with under-represented groups.
''A Culturally Sensitive Stance''
Taking a mentalizing stance involves being curious and 'not knowing' about self and other. It involves recognising and thinking about the influence of context and narratives about the self on mentalization processes and associated behaviour. Thus, in theory it lends itself very well to reflective and culturally sensitive practice. However, systems of power and subjugation can sometimes inhibit curiosity with respect to some lived experiences and aspects of the self; for example sometimes difficult things a child or parent has experienced are consciously or unconsciously avoided by practitioners; sometimes invisible privilege can prevent us looking inward with too much attention on the child or parent and not enough focus on what we are bringing to the interaction; sometimes we go into 'pretend mode', hiding behind theory in an attempt to avoid the discomfort associated with inequality.
Kenneth Hardy and Toby Bobes (2017) have edited a book called 'Culturally Sensitive Supervision and Training' which provides a useful guide for practitioners wishing to engage more authentically with context in their work : https://www.taylorfrancis.com/books/e/9781315648064
!!Introduction
Central to MBT-C stance, is the "not-knowing stance". The therapist's "not knowing stance", however, does not meant that the therapist has no knowledge or ideas of their own.
The Mentalizing therapist is not expected to ignore her theoretical knowledge or clinical expertise, but to be aware that these are mental constructs rather than absolute knowledge. Similarly, she need not abstain from forming a hypothesis as to what is occurring, but is expected to explore this together with the child and/or parents in therapy.
Thus, the ''"Not-knowing Stance"'' means starting from the assumption that knowledge of the other (or the self) is not a straight forward process; we always have to work to try to understand the experience of others. Being inquisitive, as manifested in a process of active questioning, is a key component of MBT-C. In particular, in the mentalizing stance, curiosity is focused on mental states and how they may be linked to behaviours.
In being curious, the therapist is trying to model a reflective stance which can include:
# struggling to imagine the child's experience
# talking about feelings and linking them to behaviours
# coming to realize that feelings change over time; and
# remaining aware that we can have a sense of what someone else feels but can never be sure we are correct, yet we can remain curious and open to discovering more
One of the core features of good mentalization is the notion of the ''mind's opacity'', that is, one can never be sure of what another person thinks or feels. As such, if you were to hear an MBT therapist start a sentence with the words "When you say that, what you really mean is..." then you can be sure that they are in a non-mentalizing frame of mind!
Maintaining a curious and inquisitive stance is both the simplest and
the most challenging element of mentalizing therapy. When working
in a field in which we encounter children and families who may have
experienced a great deal of trauma and emotions run high, the capacity for
the system to become non-mentalizing should never be underestimated.
So the MBT-C therapist will often investigate observed or reported interactions in a seemingly naive way. The therapist may mentalize aloud, entering the arena of safe uncertainty, sharing hunches and observations as she tries to understand what is going on.
The therapist might say, “//I can see this makes
perfect sense to you, but I’m not quite following. Can we go over that again bit by bit, so I can wrap my head around it?//”
''Slowing things down'' is a powerful way to bring in new perspectives that might otherwise be missed.
[img[liza vignette.jpg]]
''The following clinical vignette is adapted from the MBT-C book, and helps to illustrate the not-knowing stance:''
In the initial family meeting, the therapists are exploring different ideas about the anxiety
that 11-year-old Liza has. Her parents don’t think it is related to their frequent, late-night
arguments with Liza’s older brother, because “she’s always asleep at the time.” Her dad
thinks that Liza may be feigning her anxiety to get attention; her mother says that she herself had been very anxious as a child, so it is “probably something genetic” and that she is sure Liza will grow out of it in the same way that she did.
During the meeting, one of the therapists explains that she doesn’t know for sure why Liza gets so anxious, but she is really interested to hear the different ideas that people have. When Dad says that he thinks Liza is just trying to get attention, the therapist turns to Liza’s mother and asks her if she has any thoughts about why her husband sees it that way. Liza’s mom says that Dad doesn’t like it when Liza clings onto her, especially in the evenings, before bed, when her husband wants to have
a bit of quiet time with his wife.
“So let me check that I’ve understood,” says the therapist. “Do you mean that he might want to be spending that time with you and gets frustrated when Liza won’t leave the two of you alone?”
“Yes, that’s right,” says Liza’s mom.
The therapist then turns to Liza’s dad and asks what he thought about his wife’s idea. “Yes, that’s true I guess,” he says, sounding a bit more thoughtful than he had earlier, “but I don’t think it’s just me who gets frustrated by it—my wife does too.”
“How can you tell?” asks the therapist.
The father replies, “Oh, she’s got a special face she puts on—you can always tell by that face when she’s annoyed!”
Liza giggles, and the therapist turns to her and asks her if she knows the face that Dad is talking about. Liza nods, looking a little shy. The therapist asks Liza if she could show her what the face looks
like, and Liza pulls a face—half quizzical, half cross. Both Liza’s parents laugh, and the therapist turns to the mother and asks, “Has she got that right?” Liza’s mother nods, looking at her daughter with some
curiosity.
“Did you know that Liza knew about that face?” the therapist asks.
Mom says no but glances at Dad. The therapist notices this and says, “I just noticed that glance between you, but I don’t know what it means.”
The parents look at each other again, and then dad says, “I think it means, ‘I don’t want to talk about this.’”
The therapist looks across at Mom, who then turns to the therapist and asks, “Is this really relevant? I thought we’d come here to talk about Liza’s anxiety.”
The therapist thanks her for asking this and says, tapping the side of her head, “Yes, perhaps I should explain what was going on in my head that made me ask....
---
''This video demonstrates the therapist's not-knowing stance:''
https://youtu.be/BZl4OtQvDDg
---
!!!Next
<<image-link "Monitoring Misunderstandings" "next.svg" "" "60">>
At the beginning of the treatment the therapist explains that after the first eight meetings, there will be a review session in which parents, child and therapist(s) look back over their work together so far and decide whether to move toward ending therapy or to continue with 12 more sessions, up to a maximum of three sets of 12 sessions.
Alternatively, the therapist and family may decide that a different kind of intervention or support is needed.
A number of factors may determine whether to stop or continue therapy including:
* Whether problems that brought the child to therapy have diminished and the goals set by the family have been met, and whether the child, therapist, and family feel that continuing with therapy would help to further achieve this;
* Whether the child has re-gained a capacity to play, if this was inhibited, and to modulate and regulate her emotions (or use an adult's support in dyadic regulation to do so) in an age-appropriate way
* The ability of both the parents and the child to mentalize in an effort to deal with misunderstandings and repair relationships when there are setbacks;
* Clues provided by the quality of the calendar over time; and
* whether the family and wider social context are supportive, and the parents are able to provide the necessary emotional care for the child and the child is able to make use of this.
Deciding when to end a treatment is a challenging aspect of being a
practitioner.
Sometimes ending therapy evokes strong feelings of loss,
guilt, or inadequacy in the therapist, and sometimes of relief and freedom,
especially when dealing with complex and challenging families or children.
For some therapists who find it difficult to acknowledge that the therapy has a fixed length may be reluctant to invest whole-heartedly in the therapy or allow a deep bond to develop. For this, Supervision can be helpful to reflect on the therapist's ambivalent feelings and doubts about working in a time-limited frame or ending therapy.
Therapists may then use this information constructively to know whether there is something urgent that still needs to be addressed or to accept the limitations and frustrations of time limited work, without belittling the value it may have.
---
!!!Next
<<image-link "Preparing the Child and Parents for the Review Session" "next.svg" "" "60">>
!! Definition
<a class="tc-float-right">[img width= 450 [MZdefined.PNG]]</a>
Making sense of others’ behaviour is an imaginative process, in that we have to //infer //why others might have behaved in a particular way. So, ''mentalizing'' is what we do when we are imagining what might be going on in someone else's mind, underneath the behaviour that we see on the outside.
Similarly, this applies for making sense of our own behaviour too. Therefore, mentalizing is about imagining other people's minds from the inside, and one's own from the outside. Almost all aspects of social interaction involve the capacity to mentalize and to understand another person's behaviour in terms of what might be going on inside their mind - their thoughts, feelings, goals, and intentions.
!! Origins of the theory
Mentalization originates as a hybrid idea from: Philosophy of Mind, Attachment studies, Systems Theory, and Neuroscience.
Mentalization Based Therapy for Children (MBT-C) is a relatively new approach to psychological therapy, which grew out of developments in psychodynamic therapy and [[Attachment theory|Attachment Relationship]]. It combines the framework of Psychoanalytic theory and aspects of research on social-cognitive development.
!!!Next
<<image-link "Dimensions of Mentalizing" "next.svg" "" "60">>
//To be completed//
---
!!!Next
<<image-link "The role of attention control" "next.svg" "" "60">>
[img width=100% [kelly-sikkema-JRVxgAkzIsM-unsplash.jpg
]]
!!Introduction
This is what happens when [[Mentalization|Mentalizing]] fails - usually in response to overwhelming affect.
There are three typical patterns of non mentalizing. It is important to recognise that these states of mind are not in themselves //pathological// - they are just relatively 'primitive' methods of thinking. In their right place, they may be adaptive and helpful. For instance:
* Much of a child's learning about the world is carried out through [[Pretend Mode]], i.e in make-believe;
* On being threatened by a life-or-death situation, some [[Psychic Equivalent Mode]] may improve the likelihood of my taking the threat seriously and responding appropriately, and may thereby improve chances of survival
* The same is sometimes true of [[Teleological Mode]] - ''there is little survival advantage in sitting and explicitly mentalizing the tiger as he prowls towards me, salivating as he comes...'' Another way of putting this is to say that we should avoid ''"sentimentalising mentalizing"''.
{{Non MZ.JPG}}
!!The 3 Common Modes of Non-Mentalizing
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Different Modes of Non-Mentalizing in Children'>>
</div>
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
<<image-link "Definition of Mentalizing" "Back Arrows_MBT-C.PNG" "" "50">> ''Back to previous''
This page explains the difference between implicit and explicit mentalizing and how we use both in our interactions with others.
!!! Implicit Mentalizing
Mentalizing is a uniquely human process. It is something that we do automatically - often without consciously thinking about it we infer people’s mental states based on their expressions in the eye regions of the face and from this we recognise when they seem to be angry, happy, sad, frightened, interested, or bored. This is known as //Implicit Mentalization//.
!!! Explicit Mentalizing
Explicit mentalization requires more conscious reflection on the emotions, thoughts, and intentions of others and self. For example, in a therapeutic context with a client, we may try to understand with them, their mental states or the mental states of others, that underlie certain actions. Such processes may be slower than the more automatic modes of mentalizing, but they make it possible for us to more carefully and deliberately make attributions about the emotions, thoughts, and feelings of self and others. This allows us to consider whether our immediate reactions or assumptions are actually warranted after we have considered the situation, and then we can override or adjust our first impressions to be in line with these reflections.
{{Ment_Dimensions.PNG}}
!!Remember...
!!!We can mentalize ourselves:
"Why do I keep getting into this same fix?..what am I thinking or feeling that means I keep ending up here?’’
and
!!!We can mentalize each other:
“My mum doesn’t seem herself tonight…I wonder if it’s because she’s worrying about… or maybe she’s been thinking about…’’
When mentalizing well, we remain curious rather than certain about the minds of others.
---
!!!Next
<<image-link "Mentalizing Quotes" "next.svg" "" "60">>
<center>[img width=800 [alphabet-blocks-blur-591652.jpg]]</center>
MBT– C involves a process of fluid scaffolding in which
the therapist works at a level that is appropriate to the child and seeks to
offer the child a new developmental experience in the presence of a therapist
who is responsive and guided by curiosity and a genuine attempt to
connect. Meeting children where they are—developmentally, cognitively,
and emotionally—is central to all the techniques of MBT– C. Especially
for children who have had few opportunities to learn about their minds and
that of others, a relationship with a therapist who provides a potential space
where they can discover who they are and how their minds work may help
them open the door to seeing themselves and others in a new way. The journey
of psychotherapy, just like the process of development, consists of a fluid
and ever-changing road. For the psychotherapist who chooses a relationally
based approach such as MBT– C, the most important skill is their own
capacity to remain curious and genuine and thus provide the child with an
experience in which the expression of feelings, thoughts, and behaviors are
freely expressed and looked at from inside and out.
!!Sub pages
Below are the pages which go into direct work with children in more detail:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Direct Work with Children'>>
</div>
---
!!>[[Back to MBT-C Therapy Contents|MBT-C Therapy]]
[img[caroline-attwood-4x07l4FHA6w-unsplash (1).jpg]]
Regular meetings with the parents or caregivers are always scheduled alongside the direct work with children as part of time-limited MBT– C and, when possible, take place at the same time as the child’s meetings but with a separate therapist.
In working with parents reasoned flexibility is important. This entails recognizing that when working with parents, its not always possible to hold a pure approach, with a fixed pre-determined structure.
For example, at times, it may be necessary to see the parents more (or less) often; to offer phone calls or other contact in between meetings. Such variability can make working with parents seem messy, but as long as the therapist holds on to the underlying purpose and aims of the work, it remains reasoned flexibility rather than a chaotic response to one crisis after another. Minding parents also means being flexible and responsive to their crises and needs, even when these may be quite different from what the therapist or team might think the focus should be. Especially when working with vulnerable parents who face overwhelming circumstances, such flexibility is essential.
Work with parents in MBT-C is not done to support the child’s therapy alone; it is seen as an integral part of the intervention. Ideally, the sessions should happen regularly enough that they are not simply an occasional opportunity to catch up about the child, but rather provide a space in which some ongoing work and thinking can be done together.
The general aim of this aspect of the MBT-C work is to help parents develop a reflective stance, with the following specific goals:
*Helping them develop or regain the capacity to look past the child’s behaviours to his or her experience and mind.
*Becoming aware of their own affects and behavior, especially in contexts of conflict when they may lose their mentalizing capacities, which may in turn undermine their child’s self-regulation and mentalizing; and
* Encouraging parent–child interactions in which the child feels secure and understood and that facilitate motivation, self-regulation, basic self-knowledge, and mentalizing.
When a child is referred for therapeutic help, it is essential that we do not neglect the parents’ needs. This is not only because the parents play an important role in helping their child but also because any changes that children make in therapy will be maintained only if the environment in which they spend the majority of their day helps sustain the changes.
MBT-C’s basic assumption is that most parents have a deep wish to do what is right for their children and be the best parents they can be regardless of their own difficulties. However, despite best intentions parents often struggle not to fall back and repeat patterns from the past, and they often need help to become the parents they wish to be and develop skills in thinking and relating to their children in ways that can help their children develop and flourish.
Parenting is arguably one of the most important and challenging human endeavors, and also one of the most rewarding and meaningful; but parents of children who have been referred to clinical services frequently require help to develop ways of relating to their children and supporting their development. This can be especially true when parents did not experience such relationships as children and thus have few, if any, internal role models to guide them.
It may be more difficult for parents of children with emotional or behavioural difficulties to mentalize about their child because such difficulties can evoke uncomfortable and sometimes overwhelming affects, such as anger or helplessness, that interfere with the parent’s capacity to mentalize.
Troubled and externalizing children can strain even the most thoughtful
and loving parents and erode couple relationships, especially when one
parent shoulders a larger burden of care or when parents disagree about how
to respond to the child’s difficulties. Negative feelings toward one’s own child
can be seen as taboo—difficult to admit even to oneself. Guilt about such
“forbidden feelings” can lead to denial, hindering mentalization and constructive
problem-solving. Therefore, an important aim of the work with parents
is to help them mentalize about their own feelings to better understand
their reactions to their child and to become more flexible and open.
!!Sub pages
Below are the pages which go into Direct Work with Parents or Carers in more detail:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Direct Work with Parents or Carers'>>
</div>
---
!!>[[Back to MBT-C Therapy Contents|MBT-C Therapy]]
> ''Nick Midgley:
''
!! Task - for Marianne and I
# Write something about the __advantages __of using the wiki in supervision - ideas for __how __to use it
# Write another doc on __how __the wiki will improve the training and __how __to then use it in the training
# How to use it to develop your local team and why/how to use it
# As a practitioner - Why and how should I use the wiki (In supervision?)
[img width=100% [download.1.jfif]]
!!Introduction
MBT-C is a time limited therapeutic intervention for children aged 5-12 and their parents. Children attending MBT-C may have problems with anxiety, depression or behavioural problems. MBT-C may also be suitable for children with traumatic experiences or children who have experienced loss. MBT-C is a transdiagnostic treatment, which is based around the core theory and practices of [[Mentalization|Mentalizing]].
‘[[Mentalization|Mentalizing]]’ is a psychological term that refers to the ability to recognise and understand our own thoughts, feelings, intentions and behaviours, those of others, and the interaction between the two. When parents or carers are able to 'mentalize' their child, this is associated with more secure attachments, and less emotional and behavioural difficulties in school-age children. Likewise, children with a high capacity to mentalize are generally better able to manage their feelings and behaviour, and this can help them to make the best possible use of the adult support around them.
The aim of MBT-C is to enhance the child’s capacity to regulate emotions and to mentalize about self and others. In MBT-C, work with parents or carers is an important part, where parents/carers are helped to reflect on their child in order to understand and support them better.
!!The Book
The material in this workbook is adapted from a number of sources. The main source is the book:
''Mentalization-Based Treatment for Children: A Time-Limited Approach'' by By Nick Midgley, Karin Ensink, Karin Lindqvist, Norka Malberg, and Nicole Muller.
You can find out more about the book here: https://www.apa.org/pubs/books/4317444
[img[mbtc.jpg]]
!! What's here?
<center><<image-link "MBT-C Theory" "aaron-burden-stF4NDMbH24-unsplash (1).jpg" "MBT-C Theory" "195">><<image-link "MBT-C Therapy" "susan-holt-simpson-H7SCRwU1aiM-unsplash (1).jpg" "MBT-C Therapy" "220">> <<image-link "How to use MBT-C Workbook" "anastasia-petrova-xu2WYJek5AI-unsplash (1).jpg" "User Guide" "230">> <<image-link "MBT-C Workbook Index" "book staircase.jpg" "MBT-C Workbook Index" "210">> <<image-link-ext "https://manuals.annafreud.org/mbt-c/private.html" "neonbrand-1-aA2Fadydc-unsplash (1).jpg" "Training Resources" "220">><center>
It is important not to expect children to be able to mentalize explicitly when they are in a heightened emotional state that may have led their mentalizing capacity to go “offline”.
To ensure interventions meet the child at the right level the therapist must continually judge the “emotional temperature”. As mentioned in other sections, this is because high arousal is often a trigger for a breakdown in mentalizing, even in children who have developed some capacity to reflect on mental states.
Inevitably we will sometimes get this wrong, and on these occasions it is important to acknowledge our mistake and try to recover. Indeed a common mistake among novice (and more experienced) MBT-C therapists, is to ask questions that invite explicit mentalizing (e.g., how do you think your mum felt when you did that?”, “why are you feeling like that now?”) when the child is in an emotional state in which their capacity to mentalize is “offline”.
This leads us to the topic of “what intervention when”, where it is helpful to visualize a spectrum of interventions, varying according to their complexity, as well as their depth and emotional intensity. These range from ''offering empathy and support'', which is arguably “the simplest, most superficial, and least intensive, to ''mentalizing the relationship'', as the most complex and emotionally intensive. We can also think of this as a “mentalizing staircase”, which starts with being supportive and empathic when there are high levels of emotional intensity in the room, to reflecting on the minds of self and other when the child is calmer.
As mentioned above, it is inevitable that as therapists we are almost certain to get this wrong at certain moments. This is inevitable, but the important thing is to try to recognize when we do this, apologize, and try again.
When in doubt, it is always best to fall back on the fundamental aspects of mentalizing, including being curious (“wow, what did I just do there?”), empathic (“I can see you got really upset when I asked you what it was like for your mom when you did that”) and then, in time, try to understand the misunderstanding (“now that things are calmer, can we just go back and see what happened?”).
---
!!!Next
<<image-link "Attunement, Mirroring, and Contingent Coordination" "next.svg" "" "60">>
<<session-heading """Help "your" foster child trust and build relationships with others"""">>
Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur.
<<big-bubble-tiddler "MBT-C Overview">>
<<big-bubble """
!! This is a heading within a speech bubble
Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua:
# One
#* Two
#* Three
#* Seven
# Five
# Nine
Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur
""">>
Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum. Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur
<<big-bubble """
!! This is a speech bubble with a custom attribution
Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua:
# One
#* Two
#* Three
#* Seven
# Five
# Nine
Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur
""" "The Grand Old Duke of York">>
Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum. Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur
<<session-heading "Help your foster child trust and build relationships with others" "Thought for the day:" "$:/core/images/quote">>
Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur.
<<session-heading "Help your foster child trust and build relationships with others" "Thought for the day:" "$:/core/images/globe">>
Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum. Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur
<<session-subheading "Choosing the right approach">>
Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur
<<session-subheading "Choosing the right approach" "Challenge:">>
Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum. Lorem ipsum dolor sit amet, consectetur adipiscing elit, sed do eiusmod tempor incididunt ut labore et dolore magna aliqua. Ut enim ad minim veniam, quis nostrud exercitation ullamco laboris nisi ut aliquip ex ea commodo consequat. Duis aute irure dolor in reprehenderit in voluptate velit esse cillum dolore eu fugiat nulla pariatur. Excepteur sint occaecat cupidatat non proident, sunt in culpa qui officia deserunt mollit anim id est laborum.
To get a sense of the explicit mentalizing capacity of a child and their representations during the assessment phase, the therapist may observe whether the child is able to think in mental state terms when describing self and others. The therapist should also be alert as to whether the child shows sign of any stable representations of self and others. When possible the ''Child attachment interview'' can be used and rated with the ''Child and Adolescent Reflective functioning Scale'', because this provides an opportunity to obtain information about self and other representations, as well as mentalizing capacities.
As general rule of thumb children in middle childhood should have some ability to think about themselves and others in mental-state terms rather than only in behavioral terms. If they are able to think in mental-state terms, difficulties in particular domains may be more easily addressed in short-term treatment
since they already have some of the tools that may be useful here.
When time and resources are limited, drawing on questions from the Child Attachment Interview can be a helpful tool. The therapist can ask children for three words to describe themselves and their relationship with attachment figures and then ask for an example of each adjective (e.g., “You said ‘angry.’ Can you tell me about a time when you were angry?”). The therapist tries to look at whether the child has a capacity for explicit mentalizing or whether they are able to think only in behavior terms. One aspect of this is whether the child is able to use some basic identification of mental states or has a more developed capacity to think in terms of mental states and link behaviors with underlying feelings and other mental states.
The therapist is also sensitive to contexts in which mentalizing appears to break down because the therapist can then try to help the child become aware of this and develop mentalizing strategies specific to these contexts. The therapist also looks at the representations that children may have of themselves and their parents. For example, if John had an overly negative representation of himself, we would be concerned because in the contexts of normal development, children usually have largely positive
self-representations. Furthermore, if parents are represented in overly idealized or in split and polarized ways,with one parent idealized and the other described in extremely negative terms, this may be cause for concern.
!!More
The pages below provide you with more information on Assessing Affect Regulation in the Child:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Assessment Meetings With the Child'>>
</div>
[img width=100% [sandy-millar-nuS2GDpCDoI-unsplash.jpg
]]
Trauma, abuse and neglect - particularly in the context of primary attachment relationships - can disrupt a child's capacity to mentalize.
The goal of the attachment system is to experience emotional security. When attachment figures are not safe and do not provide comfort, the child will adapt his internal working model in order to protect himself.
In some instances the child will become distrusting of all adults and come to believe that others cannot be learned from or confided in when needed. These experiences can leave a child with few self-regulating strategies and inadequate attachment systems.
In other cases the mentalization deficit associated with childhood abuse may be a form of decoupling, inhibition, or even a phobic reaction to mentalizing. Maltreatment can compromise open and reflective communication between children and adults, leading to a partial 'mind-blindness'. It may undermine the benefit normally acquired as a result of learning about the links between inner states and behaviours (for example, if the child is told they 'want' or even 'enjoy' the abuse).
Given this, children who have suffered trauma and abuse may revert to [[modes of non mentalizing|Different Modes of Non-Mentalizing in Children]] that are adaptive to detect threat and danger. These children may need help developing slower, more reflective mentalizing capacity and strategies for self-regulation.
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
!! Verbal Family Introductions
The therapist can invite each family member to introduce one of the others and is asked to say a little bit about him or her, what they are like and the kind of person they are.
This allows for discovering in a playful way something about the family relationships and highlights from the beginning that the therapists are interested in different perspectives: to see ourselves from the outside and others from the inside.
To help with the assessment of the family's capacity to mentalize, it is useful for the therapist to to bear in mind certain questions, such as the following:
* Are the family members able to describe each other in terms of personal qualities, mental states and how they relate, or are their descriptions more concrete, focusing primarily on behaviour?
* What is the emotional quality of the descriptions—are they negative, overly idealized, or nuanced?
* How do the family members being described respond to the description that others give of them?
[img[child and dinosaurs.jpg]]
!! Selecting an Animal for each other
After (or sometimes instead of) these verbal introductions, the therapists sometimes ask the family members to select an animal for each other and invite some discussion about these choices, looking for more implicit information about how different members of the family see each other and themselves. These introductions can often have a playful quality with family members surprising themselves (and each other) with the way
they are introduced or the images that others have of them. This can help
move away from too great an emphasis on “the problem” and introduce the
value of seeing other people’s perspectives.
!!More
Below are the pages which provide you with more detail on Meeting the Child and Family for the first time:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Meeting the Child and Family for the First Time'>>
</div>
!!Review Session
In this joint meeting with both therapists, the parents, and child, the group reviews
how the assessment has gone. The therapists share their formulations with the family.
On this basis, a joint decision is made about whether to continue with time-limited
MBT–C, and if so, to agree on the [[focus formulation |Focus Formulation]]and the treatment goals.
!!More
Below are more pages on the different types of sessions within the assessment phase:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Outline of MBT-C Assessment'>>
</div>
''The Fidelity Scale has been developed by Vikki Li, Dr Elena Panagiotopoulou and Dr. Jordan Bate''
At the moment this tool is still in development, and not yet complete. However, you may find it useful to use the Fidelity Scale as a tool for reflection in supervision, thinking together about the core principles and techniques that are park of the MBTC model. This discussion will serve as a guide to help clinicians focus on areas of strength and areas for growth during their supervision.
Importantly, to MBT-C treatment, the focus of MBT-C supervision is not on what the clinician did “right or wrong,” but rather a process of reflecting on the work with each patient in which clinicians and supervisors do the following: 1.) make the implicit explicit, in terms of what you did or did not do, and 2.) attend to and explore the thoughts, feelings and intentions that were underlying your behaviour as a clinician, and those that may have been underlying the behaviour of the patient in the session.
We are all prone to slip into non-mentalizing modes when working with patients who are emotionally dysregulated and not mentalizing. Therefore, a function of the supervisory relationship is to restore and facilitate the clinician's own mentalization. By practicing restoring one's mentalizing functions in the context of supervision, we become better able to restore our mentalization when we are in the room with patients and to help them to develop or restore their mentalizing capacities.
Please click the link below to open the Fidelity Scale as a PDF document.
[[MBT-C Adherence Scale (MBT-CAS) - October 2020.pdf]]
---
!!>[[Outcome Measures]]
!!Introduction
After introductions, where therapists can also be asked to introduce each other, family members are asked about what brings them to seek help and are given the opportunity to express their own ideas about the problems that have brought them to therapy. There is a focus from the start on the idea that different people may have different perspectives and the therapists are not interested in establishing who is right or wrong, but rather seeing how things look from everyone's position.
Areas to explore may include the following:
* ''Focus on the context and history of difficulties: ''The nature and development of the problems; the contexts in which they present; how the family have tried to deal with the problem(s) and how they have tried to understand them; the effects on family and others; and history of previous treatment and help sought.
* ''Explore differences:'' Find out whether family members might have different ideas about the difficulties or different understandings of what has caused them.
With younger children, although parents often talk about the child's problems, it is important to give the child the opportunity to express their view about the problem too as often they will surprise parents by showing that they have their own perspective on the issues that brought them to therapy.
Problems of the child are treated as an important topic however difficulties are seen from an interpersonal or systemic perspective where it is important to underline the interpersonal nature of the therapy; here it is explained that it is important to find a way to address the problems together.
!!More
Below are the pages which provide you with more detail on Meeting the Child and Family for the first time:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Meeting the Child and Family for the First Time'>>
</div>
Core feature of MBT-C is also formulating a focus for the therapy which should emerge out of carefully observing and listening to what the child conveys during the assessment sessions, verbally as well as nonverbally.
The focus formulation should be a short story, shared with the child and parents at the start of the treatment. It can be related to Stern’s concept of a key metaphor, representing core relational and emotional themes. One aim of the focus formulation is to convey to the child that the therapy has something to offer them. Often children are in therapy with little knowledge of why they are there and may simply be there to please the adults around them. When time is limited, the task of engaging the child becomes more urgent, and the focus can be seen as an invitation to the child to engage in the therapy process.
Another aim of the focus formulation is to increase the child’s sense of agency in the therapy by using material from the assessment to formulate the focus. What the child has contributed to the encounter becomes a focus for the treatment.
In addition, the focus formulation has the aim of directing parents’ attention to central experiences, thoughts and feelings in the child – thus by helping them keep the child’s mind in mind the formulation can stimulate parents’ mentalization and it becomes a model for keeping someone else’s mind in mind. The focus formulation creates join attention on what the child presents as central experiences, thoughts and feelings.
---
!!!Next
<<image-link "One Therapist or Two?" "next.svg" "" "60">>
This page provides editors with guidance on how to format pages in the wiki, keeping in mind the accessibility of our readers
!!''General format''
*All manuals to have a Top Menu bar
*All manuals to have the same size side bar
*All manuals to have the Anna Freud logo on the side bar
*All manuals to have the name of the manual on the side bar in same colour (black)
!!''Colours''
*Colour on brand for links, top bars, titles, text colors (ie make the standard ‘blue’ a AF blue?)
*Different colors (as long as on brand) for top bars for different manuals
* Avoid the following colour ''combinations ''as they are commonly unfriendly to those with colour vision deficiencies:
**green/red, blue/purple and light green/yellow
!!''Text''
*All text to be in ‘New verdana’
*The spacing should reflect the size of the font- i.e. headings should have larger spacing around them/ underneath them and main text should have smaller spacing (By a fixed amount that is consistent across manuals)
!!''Headings''
*Use headings correctly to give structure to pages and make content scannable. Do not use bold text //instead //of headings (choose H2, H3, etc.)
*All word in headings to begin with upper case except for joining words such as: a, and, of
* ! (H1): ''don’t use'' in page text as too big (same size as page title)
* !! (H2): used for all Headings, and to be in'' bold black ''
* !!! (H3): used for all subheading and to be in bold black
* !!!!! (H5): to be used for ‘Source:’ not bold (Should be at the top of the page)
* Headings should not include any symbols such as ':' or full stops
!!''Linking''
*Google doc buttons: need to be smaller, rounded edges – change colour when you hover over it?
* YouTube button- to be created small as well but different colour – link to style of youtube- to make it clear
* Website links- to be hidden by:
[[
word | website ]]
!!Videos & Images
*Use captions for video content & images
*Do ''not ''convey meaning via visual media alone – especially avoid text on images (this is not screen reader accessible and won’t respond well to resizing on different devices.)
!!Other
*''Never use'' ‘click here’, ‘read more’ or ‘here’ for your hyperlink titles. Use a short and descriptive title that describes the link destination e.g. 'Manual on Anxiety & Depression'
*Remember reading is more difficult online than in print
*Keep copy concise and meaningful
''Monitoring misunderstandings (//Alliance Ruptures//) ''
The final session in the assessment phase is usually with the parents and child together and is an opportunity for the therapist to share their thinking in a way that can be understood by both parents and child. This shared formulation should ideally include:
* Some thoughts about the mentalizing strengths in the child and family
* Some of the areas in which mentalizing is underdeveloped or may break down
* Provisional thoughts on how the first two points link to the issues that brought the family to seek help, and
* A recommendation about whether time-limited MBT-C could be an appropriate intervention to address these issues
When putting together the mentalizing profile thinking around two questions can be helpful:
* How well can this person mentalize when at his or her best, and when is that?
* How much difficulty does this person have with mentalizing when it breaks down, and when do such breakdowns tend to happen?
With these questions in mind, mentalizing can then be placed on to a mentalizing spectrum, with underdeveloped mentalizing at one end and specific temporary breakdowns in mentalizing at the other.
Importantly, the aim of the formulation can be thought of as to:
# explain the current difficulties in mentalizing and relational terms and also to
# Present to the young person and their family an image of themselves that will make them feel understood.
The formulation also has value insofar as it
# Can shape plans and give a focus to the work and
# Links the capacity to mentalize with the problems for which the family is seeking help
It is important to note that sharing such ideas with the family is often not an easy task, and overly technical language should be avoided. For example, a case formulation can be given in the form of a story, which can contain a metaphor tat speaks to the possible implicit and explicit features of the problems, but it can also simply be a sentence or two.
Here you can read a contribution from Roland Mueller, psychoanalytic and MBTC therapist working in Switzerland. Roland discusses how metaphor can be used to develop a strong alliance with families and use metaphor when proposing a case formulation: [[Case Formulation - Contribution to Workbook - Roland Mueller.pdf]]
---
!!!Lastly
<<image-link "Setting Goals" "next.svg" "" "60">>
About MBT-C
Who is this for ?
<div class="tc-table-of-contents">
<<toc-selective-expandable 'HomeContents'>>
</div>
!!A Guide to Editing the Manual
{{CapturePEN.PNG}}
(a) check that you, the individual responsible for typing, are logged in
(b) check that you are in your teams manual
(c) Create a new page by clicking the plus sign just above the search engine- give your page a title, write some text and click the tick in the top right hand corner to save your edits.
<center>[img width= 400 [luciano-de-sa-ObwMZBdEWdI-unsplash (1).jpg]] </center>
!!Videos showing you how to do the basics:
!!!How to add a new tiddler (page)
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/2jzfArg3RlY" frameborder="0" allowfullscreen></iframe></html>
!!!How to edit & delete tiddlers
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/KxGKCOEu3hk" frameborder="0" allowfullscreen></iframe></html>
!!!How to tag tiddlers
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/_96GxO6Kk5Y" frameborder="0" allowfullscreen></iframe></html>
[img width=100% [navigating.jpg]]
!! Finding your way around this guide
This page contains useful information to help you navigate the MBT-C guide, such as locating session materials or how to find additional MBT-C learning materials. This is recognized as something that people who are new to the guide can find difficult.
!!Site Overview/ Top Menu
The guide has different pages which are organised into five key areas that can be found through the buttons on the menu bar at the top of the screen. The main areas are described below:
*''Theory '' - contains information on the theory supporting MBT-C, the main theory of which is [[Mentalizing]]. This area is broken down into 8 key areas.
*''Therapy ''- contains information on using MBT-C in your clinical work.
*''Staying on Model ''- provides users with pages on [[Fidelity Scale]] and [[Supervision]], mainly information on how to stay on model when using MBT-C.
*''Resources ''- Provides you with resources aimed at supporting your work and understanding of MBT-C.
!!MBT-C Workbook Index
As mentioned above this guide has numerous pages of information (session materials, self help materials, videos, further information) on the MBT-C programme. All of these pages can be found in alphabetical order in the [[MBT-C Workbook Index]].
!!Search bar
Another way of finding things is to put key words into the search bar. The search function is not as clever as google but it will often tell you if there is a page about what you are looking for. This is found to your right and is indicated by a looking glass. For example, if you want to find all the pages containing information on //mentalization//, go ahead and enter the word 'mentalization' in the search bar to see what comes up. It can be a fun and helpful way to search and learn about concepts.
!!Tags
Example: <<tag [[Mentalizing]]>>
A tag (a pill-shaped button usually found above the page title) joins together pages to do with a particular topic. You can think of tags as "chapter headings", so there is a tag for Mentalization that links together all the pages related this concept. This is a big topic so it has lots of pages connected together under this tag. Within this big topic, there are tags with a smaller number of pages such as Attachment. Other than thinking of tags as topic/chapter headings, you can think of them as being like a washing line (remember these?) where all the clothes (pages) on the line are strung together - whether or not the line is stretched out or jumbled up, the clothes will stay connected in order. The line is doing what a tag does for pages.
You can also access a list of all existing tags on the right hand side panel under a tab called '''More'''. If you then click on 'tag manager' you will see a list of all tags.
----
!!You may also be interested in...
<<image-link "How to edit MBT-C Workbook" "luciano-de-sa-ObwMZBdEWdI-unsplash (1).jpg" "How to edit" "300">>
Identifying the usual bumpy roads or hot spots that are the common battle grounds where children and parents seem to have the most difficulty in their interactions is of great value in work with parents. Although parents may sometimes want to speak in generalities (“My child always does X, or “what usually happens is Y”), getting down to the nitty gritty and exploring a particular incident where things have been difficult can pave the way and help the therapist and parents develop an understanding of how and when mentalizing breaks down. These incidents often turn out to be examples of the vicious cycles of nonmentalizing where parents and child enter patterns of relating in which nonmentalizing in one arouses non-mentalizing in the other. Thus, examining a specific example is usually more therapeutically productive than speaking about how this happens in general or “all the time”.
Often, the first step in reviewing these “hot-spot” moments involves a
process of sequencing or microanalysis in which the parent and therapist jointly
reconstruct what happened. Prompted by the therapist’s interest and request
for clarification (e.g., “And then what happened?”, “Let me see whether I have
this right.”), the therapist and parent clarify and elaborate the emotional
and behavioral sequence in the interactions until they have a clear picture
and frame-by-frame, slow-motion movie of exactly what triggers and escalates
interpersonal breakdowns. Slowing down interactions that are often so
affectively charged that they are remembered as a blur helps parents mentally
observe their own behavior from the outside and think about their
child’s reactions, thus paving the way to understand breakdowns and behaviors
that “happen for no reason.” This can be a springboard for the therapist
to invite curiosity about what was going on for all of the people involved in
the interaction.
By inviting parents to “stop and rewind” in this way (a technique we
described in Chapter 6), the therapist helps them understand the sequence
underlying repeated or common cycles of nonmentalizing in their family.
This is the first step in helping them regulate and adjust their own behavior,
and then being able to catch themselves when they react in a way that will
escalate the child’s dysregulation, rather than help them to regulate. The
therapist can also bring in her own thoughts and perspectives on what may
have been going on, checking with the parents and asking them to consider
these different perspectives from an inquisitive and curious position.
!!Using video
Verbal accounts of incidents from outside the session can be used with
the stop-and-rewind technique, but in some cases, it can be powerful to
work with video material. Video is now widely used in many intervention
approaches, especially in parent–infant psychotherapy and attachment-based
interventions with high-risk parent–child dyads, but it may not be the right
strategy for all parents. When parents are fragile and have a great deal of guilt
and paranoia regarding inadequate parenting, some work on building their
sense of competence or helping them with immediate difficulties may be a
priority; video may be too exposing and threatening. Likewise, there is a risk
that parents may want to use video as a way of showing up or humiliating
their child (e.g., by showing the therapist how awful their child’s behavior
really is). When used in this way, it is unlikely to be helpful.
Video can serve as a way of explicitly helping parents increase self–other
observational skills and recognize examples of positive mentalizing. This can lead to an increase in reflective functioning in the parent as well as to a feeling
of mutual collaboration between the therapist and the parent.
The therapist can ask questions while watching the video, for example:
“What do you think your child was trying to say with that behavior right
there?” “What were you feeling when your child was behaving like that?”
In this way, the therapist can shift between inviting mentalizing of self and the other. These questions help in the process of making links between what can and can’t be seen and to concretely illustrate the concept of the opacity of minds.
With some parents, the use of video may not be possible or welcome; in
these cases, a journal or self-monitoring log can be useful to facilitate the development
of self-awareness and self-regulation (monitoring and reflecting).
Especially in working with parents whose capacity to mentalize is easily
lost, it can be helpful to keep a log that activates a self-monitoring function and engages the more cognitive, reflective part of the parent. It is useful to encourage parents to use the journal right after a difficult moment or conflict with their child, while acknowledging the influence of strong affect on their perceptions of the child and themselves at that moment.
---
!!!Next
<<image-link "The Mentalizing Stance in work with Parents" "next.svg" "" "60">>
!!Initial Family Meeting
The therapists (when working in a pair) will meet with the child and parents together to learn more about what led to the referral and how each person sees the problems. At this session, the therapists make an initial assessment of the family’s mentalizing profile and gain a sense of the interactions within the family.
!!More
Below are more pages on the different types of sessions within the assessment phase:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Outline of MBT-C Assessment'>>
</div>
> ''This page contains some information on techniques that the therapist can use for breakdowns in mentalizing and creating mentalizing narratives around traumatic events''
"""
"""
!! The therapeutic component of MBT-C consists in:
''1.'' Identifying the loss on mentalizing as it occurs
''2.'' Not allowing non-mentalizing mode for too long
''3.'' Confronting non-mentalizing and replacing it with a more adaptive mode of thinking about self and others in an attachment context
"""
"""
!! Techniques that the Therapist can draw on to support breakdowns in mentalizing:
*//Offering support and empathy in the face of mentalizing breakdowns
//
: //This can help to bring the child's mentalizing capacity back online. This can happen by validating the feeling behind the child's story rather than engaging on a cognitive level // Supportive and empathic interventions are particularly important during moments when the child seems emotionally dysregulated; the aim is to help regulate the heightened or (as in this case) diminished affective arousal. Additionally they also help reduce the child's sense of epistemic mistrust. Repeated experiences of feeling understood and supported in this way can lead to gradually having a sense that it may be safe to trust and therefore to start taking on board what the other is offering.
* ''Stop ''when there is a break in mentalizing
* ''Rewind ''to the moment before the break
*''Explore ''the emotional context before the break
* Try and ''mentalize ''what could ''not be mentalized ''
* Identify ''your contribution'' to the ''break in mentalizing''
* //Looking for and ''validating mental states'', such as thoughts, feelings, wishes, and intentions, in stories and play//
*//Enhancing perspective taking and differentiation between self- and others by mentalizing relationships, inside and outside therapy //
* Creating difficult narratives around difficult life experiences or traumatic events
The end is always in mind and is strongly linked to the process of assessment, as well as the goals and process of the treatment.
Indeed, the aim of every MBT-C therapeutic intervention is to encourage and increase the child's and the parents' ability to mentalize and regulate emotions in relationships to help them manage their difficulties beyond the end of therapy.
As such, when introducing the time-limited model to parents and children, it helps to explain what they can expect.
For children, it can be helpful to introduce the fixed number of sessions so that they have a clear sense of there being a beginning and an end.
When the time-limited model has been introduced to parents, they can often react in a way that suggests they think a limited number of sessions will never be enough, or they may think it is far too big a commitment, especially where they are concerned.
In separate parent meetings, it can be useful to reflect on these feelings to open up valuable discussions on parents' feelings of hopelessness or being helpless, and their own insecurities as parents.
If parents are concerned that the treatment may be too short for the difficulties that the child is facing, we can ask them to think about whether they have had a brief relationship in their own lives that has been defining and important to them.
Parents can also be reassured that after the first eight sessions they will be meeting for a review sessions, and that in cases where it is felt that more time is needed, this is something that can be discussed.
---
!!!Next
<<image-link "Keeping Endings in Mind" "next.svg" "" "60">>
In time limited work, the aspect of time is present in each session: Keeping track of time, recording progress, and trying to keep the goals in mind.
For ''Children'', working with the calendar makes the planning of the therapy visible and is a reminder of the time-limited nature of the therapy. It is important to keep in mind that children with separation anxiety, history of loss or trauma, or attachment problems often find it difficult to end sessions.
The moment of saying goodbye at the end of a session is often an opportunity
to learn about and support the child’s capacity to mentalize. For example,
some children run off immediately; others want to give the therapist a
hug or even a kiss. Sometimes children feel so close to the therapist that they
fantasize about them becoming a part of the family. Being sensitive to the
meaning of the way a child says goodbye, or what the therapist feels when
saying goodbye, and trying to use this information in therapy to explore the
longings, wishes, or blank spots in a child’s mind can help in understanding
how the child deals with closeness and attachment needs.
Even more important, it might open a dialogue about what the child misses or how she experiences the important people around them. Exploring what happens in the here and now between therapist and child and what kind of feelings you, as a therapist, are left with at the end of each session can give information about the implicit relational processes and can become an important basis for further therapeutic work.
---
!!!Next
<<image-link "Deciding when it is time to stop or carry on" "next.svg" "" "60">>
<<link-doc "Training Materials" "https://drive.google.com/open?id=1rsItyvj-R1DQC1DT__KZWJYZ3WBePz1G">>
<<link-doc "Course Handbook UCL" "https://drive.google.com/open?id=1xZkdv-jVplLLX-bxtrp-N11lXgPEisXc" "sheets">>
<<link-doc "Course Handbook UCL" "https://drive.google.com/open?id=1xZkdv-jVplLLX-bxtrp-N11lXgPEisXc" "slides">>
https://drive.google.com/file/d//view?usp=sharing
This page provides links to the very first local iterations of the MBT-C Manual:
* [[MBT-C Barnet|https://manuals.annafreud.org/mbt-c-barnet/index.html]]
* [[MBT-C Developmental Trauma|https://manuals.annafreud.org/mbt-c-developmental-trauma/]]
!!The MBT-C model has been developed by international team consisting of researchers and clinicians with different areas of expertise.
!!! Karin Ensink
Karin Ensink, PhD, is a professor of child and adolescent psychology at the Université Laval in Québec, Canada, where she teaches MBT and psychodynamic psychotherapy with children, adolescents, and parents. She completed her PhD under the direction of Mary Target and Peter Fonagy. Her research focuses on mentalizing, trauma and personality disorders in children, adolescents and adults. She has developed a number of mentalizing assessments and has published widely on mentalizing as a resilience factor in the context of trauma. She specialises in working with trauma and sexual abuse survivors as well as personality disorders. She is the director of MBT-TBM Canada, an organisation with the aim of developing MBT capacity through training, research and networking.
[img width= 200 [Karen Ensink.PNG]]
!!! Nick Midgely
Nick Midgley, PhD, is trained as a child and adolescent psychotherapist at the Anna Freud National Centre for Children and Families and is an Associate Professor in the Research Department of Clinical, Educational and Health Psychology at University College London. He is the co-director of the Child Attachment and Psychological Therapies Research Unit (ChAPTRe) at Anna Freud/University College London and has published widely, including coediting the book Minding the Child: Mentalization-Based Interventions for Children, Young People and Families (Routledge, 2012).
[img width= 200 [Nick Midgely.PNG]]
!!! Nicole Muller
Nicole Muller, MSc, is a child and adolescent psychotherapist and family therapist based at Youz, Parnassia Group, Child and Adolescent Mental Health Service, The Hague, Netherlands. She is trained in MBT, which she has used for many years in her work with children and adolescents with attachment disorder, trauma, or emerging personality disorder and their families. One of her areas of expertise is working with fostered and adopted children and their families and working with preverbal trauma. She is a trainer and supervisor in MBTC, MBTA and MBTF in several institution in Europe . She published several articles and chapters in books trying in which she links MBT theory with her clinical work. She is currently working on an MBT school program in Holland.
[img width= 200 [Nicole Muller.PNG]]
!!! Norka Malberg
Norka Malberg, PsyD, is a child and adolescent and adult psychoanalyst who trained at the Anna Freud Centre in London and the Western New England Psychoanalytic Institute in New Haven, CT. She obtained her doctorate at University College London for her adaptation of MBT to group work in a pediatric hospital setting. She is an assistant clinical professor at the Yale Child Study Center in New Haven, Connecticut and a Professor at the University Institute of Mental Health of the Ramon Llull University, Barcelona. She is in private practice in Barcelona, Spain. She has a special interest in the applications of MBT to children in the autistic spectrum as well as those experiencing chronic illness and other potentially traumatic experiences. Additionally, her work focuses on the development of interventions and research projects exploring applications of attachment theory to working with teachers, parents and pediatricians. She is the co-editor of the Child Section of the Psychodynamic Diagnostic Manual published by Guildford Press in 2018.
[img width= 200 [Norka Malberg.PNG]]
!!! Karin Lindqvist
Karin Lindqvist, MSc, is a clinical psychologist trained in MBT for children (MBT–C) and parents at the Erica Foundation, Stockholm, Sweden, where she works part time as a researcher and clinical psychologist. She has also worked with children in foster placement and their families. Currently she is working on her thesis at Stockholm University, conducting an RCT on the treatment of adolescent depression. She is trained in reflective functioning and has done research on mentalizing capacity in clinical samples and teaches on MBT-C in several institutions around Europe.
[img width= 200 [Karin Lindqvist.PNG]]
During the Covid-19 pandemic, many of us are having to find ways to adapt our clinical work so that we can meet patients remotely.
At the Anna Freud Centre, our MBTC clinicians are using video calls and post to stay in touch with families. We have found that parent work is often able to take place over video call. Many of our parents have opted to have two 30 minute video calls per week, rather than one hour call, as this is more convenient given caring responsibilities. A challenge of this work can be whether parents are able to talk freely without being overheard by children or other family members.
We have found that child work is more difficult to conduct over video call. However, we feel it is important to stay in touch with the children we are supporting, to continue to foster the therapeutic relationship, and to remind them that their clinician has them 'in mind' and is thinking of them between sessions. To do this, clinicians send a postcard to the child each week, with a little friendly note and perhaps a reflection on something that the specific child might find interesting (for example, having seen a dog on a walk when the child particularly likes dogs). Where possible, brief video calls are also arranged with children, usually weekly. These could be as short as 10 minutes, and do not constitute clinical work, but are a way of checking in with the child. The therapist might ask the child how they are feeling, or play a game together.
We are adapting as quickly as we can to the new circumstances, in order to keep supporting the families we work with. The above are some ideas of how we are using digital and non-digital tools to stay in touch with children and parents. Please do use these ideas in your own practice, or share strategies you have developed on the workbook, so that we can all learn from each other.
[img[zoom call.png]]
working with children therapeutically in a time limited stance -
particular model of treatment
focuses on core capacity that may promote resilience in children with a variety of presenting problems, MBT-C aims to be a generic therapy that can be adapted to the particular needs of children in middle childhood - roughly ages 5-12
12 individual sessions with separate meetings for parents.
can be easily integrated across various psychosocial treatments
Overall aim:
# promote mentalizing and resilience in such a way that a developmental process is put back on track - and family and child feel they are better equipped to tackle problems that first brought them in to therapy.
:: AIM 1: increase child's capacity for emotion regulation
:: AIM 2: support parents to best meet emotional needs of their children
time-limited approach is in the interest of children ---> allows them to return to their daily lives without too much disruption to their everyday lives
where otherwise is indicated (children who have suffered relational trauma for example, or attachment insecurity making it difficult for them to trust an adult) it is possible to offer up to 3 blocks of MBT-C sessions (i.e. 36) - treatment continues to be based on clear treatment and aims as with original block of time limited treatment
Therapeutic approach in this wiki guide is a time-limited intervention for children, aimed at promoting the understanding of mental states and their connections with feelings and behavior.
Mentalizing is central to sense of self -
mentalizing has both implicit automatic and explicit controlled dimensions
This page provides you with links to the MBT-C Resources available in the workbook.
<<list-links "[tag[ResourcesContents]tag[ResourcesContents]]">>
> //''The mentalizing stance is not so much the capacity to always accurately read one’s own or another’s inner states, but rather a way of approaching relationships that reflects an expectation that one’s own thinking and feeling may be enlightened, enriched, and changed by learning about the mental states of other people. In this respect, mentalizing is as much an attitude as it is a skill, an attitude which is inquiring and respectful of other people’s mental states, aware of the limits of one’s knowledge of others and reflects a view that understanding the feelings of others is important for maintaining healthy and mutually rewarding relationships.''//
Mark
Ioanna
Connie
Katherine Mautner
Emma Morris
Third supervisor to be found
Supervision agreement between
Honorary contracts.
This page is an index of the pages in the manual which provide you with important information on the theory behind MBT-C.
!!!!Click the arrows to the left hand side to access the dropdowns.
<div class="tc-table-of-contents">
<<toc-selective-expandable 'TheoryContents'>>
</div>
This page provides you with an index of pages in the MBT-C manual which provide you with an overview of MBT-C in practice.
''If you are looking to see an overview of each stage of treatment (including guidance for what to include in different sessions) please click 'structure and aims' and 'overview of MBTC treatment phases)''
!!!!Click the arrows to the left hand side to access the dropdowns.
<div class="tc-table-of-contents">
<<toc-selective-expandable 'TherapyContents'>>
</div>
<<list-links "[!is[system]!is[image]sort[]]">>
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
<div class="tc-table-of-contents">
<<toc-selective-expandable 'TableOfContents'>>
</div>
[img[marisa-howenstine-Cq9slNxV8YU-unsplash.jpg]]
!! Introduction
In meeting the child and family for the first time you will want to:
*understand what has brought the family to seek help
*to hear everyone’s views and experiences
*listen to these in a respectful and nonjudgmental way.
One of the aims is to introduce the family to some of the components of a mentalizing approach, by both explaining the core elements of MBT–C and demonstrating the mentalizing stance from the start in the way the therapist interacts with family members. Throughout the first meeting, the two therapists aim to develop a shared understanding of what has brought the child and family to seek help, representing the different perspective that each family member might have.
The therapists then link this to the family members’ hopes and expectations about therapy. Seeing the family together also allows the therapists to observe something about the quality of attachment relationships in the family and to identify strengths and weaknesses in the family’s capacity to mentalize together and to identify areas where the family’s capacity to mentalize appears to be vulnerable.
All of this is used to try to develop a preliminary formulation about the links between the family’s mentalizing strengths and weaknesses and the issues that brought them to seek help.
For this it can be helpful to listen to what family members say about each other, but also to observe nonverbal, relational patterns between parents and child. For example it may be important to observe parents' implicit relational knowledge when interacting with their children, and to notice whether parents are able to:
* be emotionally available
* listen to and imagine their child's internal experience
The first family meeting is somewhat structured and can draw on the following:
*Family introductions
* Clarifying how each family member sees the difficulties that brought them to seek therapy and what they have tried so far to address these problems
* a family activity or game
* checking in and reviewing the session, then explaining what might happen next
!!More
Below are the pages which provide you with more detail on Meeting the Child and Family for the first time:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Meeting the Child and Family for the First Time'>>
</div>
---
!!!Next
<<image-link "Assessment Meetings With the Child" "next.svg" "" "60">>
<<image-link "What good Mentalizing looks like" "Back Arrows_MBT-C.PNG" "" "50">> ''Back to previous''
This page gathers together 6 videos on mentalizing of varying lengths, which will help you to understand more about what mentalizing is, how we learn to do it, and what happens with mentalizing 'goes offline'.
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/P6jEK3RCJnk" frameborder="0" allowfullscreen></iframe></html>
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/Sf_Y6TbGQsU" frameborder="0" allowfullscreen></iframe></html>
!!! Professor Peter Fonagy - Interview on 'What is Mentalization?"
!!!
//Peter Fonagy here describes mentalization in a brief 10 minute Interview//
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/MJ1Y9zw-n7U" frameborder="0" allowfullscreen></iframe></html>
!!! A Brief Conversation on Mentalization with:
//Dr Jon Allen, Menninger Clinic, USA//
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/NLT7ieO3hTk" frameborder="0" allowfullscreen></iframe></html>
//Peter Fonagy here describes mentalizing and its applications in a 20 minute interview made at the Anna Freud Centre//
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/OHw2QumRPrQ" frameborder="0" allowfullscreen></iframe></html>
!!! What is Mentalizing, and why does it matter?
//A 70 minute illustrated talk describing Mentalizing, its origins, its value and what happens when it goes "offline"://
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/xUdZaISunFU
" frameborder="0" allowfullscreen></iframe></html>
''Another way of making sense of Mentalization, courtesy of Pixar
''
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/_MC3XuMvsDI
" frameborder="0" allowfullscreen></iframe></html>
[img width=100% [joshua-ness-225844-unsplash1.jpg]]
!!What is Mentalizing?
Mentalization is...
'The imaginative activity of making sense of the actions of oneself and others on the basis of intentional mental states such as desires feelings and beliefs' - So, mentalizing is what we do when we are imagining what might be going on in the mind of someone, underneath the behaviour that we see on the outside.
*''We can mentalize ourselves...'' "Why do I keep getting into this same fix?..what am I thinking or feeling that means I keep ending up here?’’
*''We can mentalize each other...'' “My mum doesn’t seem herself tonight…I wonder if it’s because she’s worrying about… or maybe she’s been thinking about…’’
Mentalizing is a uniquely human process and it is something that we do automatically, often without conscious thought, in our every-day interactions. Almost all aspects of social interaction involve the capacity to mentalize: to understand the other person's behaviour in terms of the activity that has taken place inside their minds.
!! 'What is Mentalization?' - Interview with Professor Peter Fonagy
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/MJ1Y9zw-n7U" frameborder="0" allowfullscreen></iframe></html>
----
!!More
The pages listed below provide you with more detail on the Mentalizing:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Mentalizing'>>
</div>
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
!! This page contains information relating to the development of mentalizing ability:
#The Parents role in the development of mentalizing (marked mirroring/ostensive cues and contingent marked mirroring and secure attachment relationships)
# The role of attention control
# Developmental considerations
# Mentalizing ability at different stages of childhood
!! 1. Parents Role in the development of mentalizing
!!! Secure attachment relationships
//Secure attachment relationships// provide optimal conditions for the
development of mentalization, and not surprisingly, children and adults who are secure with regards to attachment also tend to see themselves and their
significant relationships in terms of mental states more than others with insecure attachment styles. [''see AMBIT manual''].
The ways in which parents communicate an interest in infants’ mind and feelings helps them to develop their own capacity to recognize and know their feelings and regulate emotions. From infancy onward,
children are progressively building a type of autobiographical narrative of self
in relation to others that is pre-symbolic, procedural, and involves nonverbal
memories of sensory and affective experiences
There are a set of recognizable ways through which caregivers transmit knowledge about the way relationships work to their offspring, referred to as natural pedagogy.
This includes: [''see ambit'']
*''Ostensive cues:'' this consists in reflecting the infant's affective reaction in a marked way, such as through eye-contact, turn-taking, and a special vocal tone ("mother-ese"), all of which help the infant to preferentially attend to what is being communicated.
!!! Contingent and Marked Affect Mirroring
//Contingent// and //congruent marked affect mirroring// is key to the development of the recognition of self, and affective states and self-regulation.
These consist in a type of nonverbal communication which parents engage in with infants in which parents help Infant’s to see their own affect represented and through this process of mirroring thereby promote the development of early sense of affect and self.
This mirroring process refers to the way that, during emotionally charged interactions with their infant:
* Parents __partially__ reflect the infant's affect, but at a lower level of intensity
* Mirror in a way that fairly accurately reflects the infants state of mind (//congruent//)
* Mirror in a timely manner, after the infant's affective display (//contingent//)
*Mark their infant's affect for example with an exaggerated facial display or vocalization to signal to the infant that they recognize the feeling (e.g., fear or distress) but are not experiencing it themselves in the same way.
The "marked" nature of parent's mirroring may have something of a play-acting quality. This playful quality is considered to be of particular importance and consists in the //exaggerated facial expressions// and //vocalizations// that parents intuitively use when interacting with infants that makes it clear that they are trying to describe what the infant is feeling in such a way that the child understands it is their feelings which are being represented not the adult's.
[Use an example other than the one in the book?]
!!! Good Parental Mentalizing
Infants and children are unable to articulate their feelings and distress, therefore they rely on parent's interest in their subjective experience, and parent's capacity to make the child's behaviour meaningful by interpreting it in terms of underlying mental states.
Reflective functioning is seen as underlying sensitive responding which helps parents to mentally put themselves in the place of the infant and imagine the infant's experience.
"""
"""
!!2. The role of attention control
!!3. Developmental considerations
!!4. Mentalizing ability at different stages of childhood
[img width=100% [marisa-howenstine-Cq9slNxV8YU-unsplash.jpg
]]
!! Difficulties in Mentalizing
Difficulties or breaks in mentalizing are perfectly normal and occur regularly. It is therefore important to be clear that there is nothing //inherently pathological// about difficulties with mentalizing.
In fact, we should expect difficulties or breakdowns in mentalizing to occur as an essential part of human interaction, for example, when we misread people’s intentions or make attributions that later turn out to be incorrect.
Research has suggested that from 3 months, infants look for a certain level of contingent response from their caregiver, but it is not necessarily helpful for parents to be too perfect in their capacity to understand their child's mental state. For example, if a parent was to get it right every time, it may be more difficult for the infant to come to understand that their mind and that of their parent/caregiver are separate.
Miscommunication/misunderstanding can create negative affect, but, when miscommunication is rectified the negative affect is replaced by positive affect for both individuals. Misreading the intentions of others and then recognising this and repairing it is a crucial element of all lasting relationships.
In general terms, mentalizing difficulties can be divided into two groups:
#Difficulties in mentalizing due to ''underdeveloped mentalizing capacity'' - many children (and some adults) may have limited capacity to know what they are feeling or to interpret the behaviour of others in terms of mental states. In such cases, there may be a therapeutic benefit in helping to build or better establish a capacity for mentalizing, or, in some cases, to focus on supporting the “building blocks” of mentalizing and self- and affect regulation, including a [[capacity for attention control |The role of attention control]].
#Difficulties due to a ''breakdown of mentalizing'' - a breakdown in mentalizing may be temporary and context specific, or more chronic. Often this may take the form of a switch away from more controlled, explicit mentalizing, usually in the context of heightened emotional states of stress or arousal. From an evolutionary perspective this makes sense. For example, if a tiger walks into your office there is little survival advantage in sitting and explicitly mentalizing the tiger as he prowls towards you!
[img width= 300 [tiger-above-green-grass-during-day-time-46251.jpg]]
----
!! Childhood Disorders
Although difficulties with mentalizing can be completely normal, they may also contribute to a
wide range of childhood disorders. Strengthening mentalization can have a positive impact on children who present with diverse symptoms, including both internalizing and externalizing presentations. However, it is important to highlight that not all childhood mental health difficulties should be thought of as “mentalizing disorders”. Below are some childhood disorders and how research has associated them with mentalizing:
''Anxiety''
*Although not all anxious children have mentalization difficulties, research has suggested that lower understanding of emotions and fewer strategies to cope with and change emotions are associated with an increased risk of anxiety disorders (Southam-Gerow & Kendall, 2002).
*Such difficulties may be associated with deficits in social skills and hypervigilance with regard to the minds of others.
''Depression''
*From age 7 to 12, research has shown that children’s mentalizing about themselves and attachment figures is inversely associated with depressive symptoms (Ensink, Bégin, Normandin, & Fonagy, 2016).
*Impairments in the neural circuits implicated in mentalizing have been consistently reported in adult depression. These include the MPFC, amygdala, hippocampus, and ventromedial parts of the basal ganglia (Cusi et al., 2012, Drevets et al., 2008). Impairments in mentalizing circuits in different domains of social cognition have also been reported in adolescent depression (Kerestes, Davey, Stephanou, Whittle, & Harrison, 2014).
*Symptoms of depression may both be caused by impaired mentalizing and in turn lead to further disruptions in mentalizing
*Those with depression may lack the incentive to mentalize others (“why bother?”), and features of depression such as social isolation may lead those with the disorder to be out of touch with the mental states of others.
*Depression may be related to a failure to reappraise and regulate negative affect, reflecting a failure of controlled mentalizing more generally, which gives rise to more automatic, biased, and affect-driven mentalizing (i.e., based on nonreflective assumptions about the self and others) (Luyten & Fonagy 2018)
''Externalizing''
*Research has found significant associations between maternal reflective functioning and child aggressive externalising behaviours, whereby poor mentalizing on the part of the mother predicted aggressive externalising behaviour in the child. (Dejko–Wańczyk, Janusz & Józefik 2020)
*Research has shown that good parental mentalizing predicts development of self-regulation and externalising difficulties in both abused and non-abused children, and that the child's capacity to mentalize is negatively associated with externalizing behaviours. (Ensink et al. 2016)
''BPD''
*Recent research on adolescents with features of BPD has suggested that hypermentalizing—that is, over interpretative mental state reasoning—is highly characteristic of individuals with BPD (Sharp et al. 2011)
*These young people tend to over interpret social signs and make overly complex inferences based on social cues.
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
Please click this link to access a list of mentalizing games (in German) generously provided by Roland Müller.
[[Roland Müller - Mentalisierungsfördernde Spiele.pdf]]
[img[child-and-female-therapist-300x200.jpg]]
Once the child can engage in symbolic play in an elaborated way, the therapist can focus on mentalizing the narrative in the play context.
* This involves putting into words and clarifying and exploring the stories children present in their play and facilitating an exploration of ideas and thoughts about these stories.
* Having an adult take on this function of commenting and putting into words the narrative of the play can be a powerful means of reflecting and consolidating play ideas.
* This indicates that the relationship between child and therapist is one of Co-construction, sharing ideas, and listening to each other to explore and understand the story that best supports the child in what she wants to say.
* Sometimes this may involve mentalizing characters and relationships in the play context (Muñoz Specht et al., 2016). In doing this, the therapist is aiming to stimulate the mentalizing capacity of the child in a playful and unthreatening way by helping the child to think in terms of mental states about the play characters and their relationships during the play therapy session
* This technique should be about carefully adopting a “wondering approach” so that the child does not feel dismissed or forced to accept the therapist’s point of view about what characters in the play are thinking.
* When done respectfully, it can help therapist introduce more perspectives and the connections among thoughts, feelings and behaviour.
Valuing play means that the therapist is able to stay in touch with their own'' playfulness as therapists''
Playfulness is a way of being free and creative, and although the play in MBT– C should mostly be child-led, the therapist can introduce playful elements that might help the child become freer or less inhibited.
However, it is important that when therapists find themselves introducing elements into the play, a self-reflexive process in which the therapist reflects on the work after the session may be particularly important. The therapist may reflect on whether she contributed something meaningful by introducing a play theme or character to help the child elaborate a central issue, for example. This is usually consciously planned but may also be spontaneous.
---
!!!Next
<<image-link "When Children Cannot Engage in Symbolic Play" "next.svg" "" "60">>
! Two Minds
The aim of mentalizing the relationship has been described by Bateman and Fonagy (2012) as: to focus the patient’s attention on another mind, the mind of a therapist, and to assist the patient in the task of contrasting their own perception of themselves with how they are perceived by another, and thought about differently by different minds. The aim is not so much to provide insight into repetitive patterns of relating by rather to give further opportunity to experience how recovering the capacity to mentalize can help interpersonal relationships.
By staying with what the child brings in the here and now to the session, the therapist once
again uses a process of stop and rewind, but he goes beyond this to try to
mentalize the relationship.
Through what can be a slow process of providing an empathic response and then inviting some explicit mentalizing, the child may be able to recover their capacity to mentalize and respond to the therapist.
! ''Rupture and Repair''
A rupture and repair process has been increasingly recognized as a core change process across a range
of therapeutic approaches (Safran, Muran, & Eubanks-Carter, 2011) and
through which new ways of managing feelings in relationships can emerge
in the context of MBT– C.
By looking at what is going on in the moment, the
therapist is establishing a sequence and presenting an option of how to deal
with the rupture. Furthermore, it invites the child to look at herself from the
outside while also trying to stay with the inside experience of the therapist,
who is being open and curious. As Tronick (2007) observed, miscommunication
and “messiness” are at the heart of the development of the self,
and when negative experiences can be repaired in a relationship, it creates
increasing levels of self-regulation.
The MBT– C therapist can use rupture
and repair in the relationship as opportunities to model and engage the child
in mentalizing.
[img[child and therapist.jpg]]
---
!!!Next
<<image-link "Offering Empathy and Support in the Face of Mentalizing Breakdowns" "next.svg" "" "60">>
<<image-link "Dimensions of Mentalizing" "Back Arrows_MBT-C.PNG" "" "50">> ''Back to previous''
!!Quotes to help understand Mentalizing
Below are just four examples of quotes which can help us to understand or explain [[Mentalizing]] to others.
<<session-heading "Having Mind in Mind" " " "$:/core/images/quote">>
<<session-heading "Understanding Misunderstandings" " " "$:/core/images/quote">>
<<session-heading "Mindfulness of Minds" " " "$:/core/images/quote">>
<<session-heading "Seeing oneself from the outside and others from the inside" " " "$:/core/images/quote">>
---
!!!Next
<<image-link "Reflective Functioning" "next.svg" "" "60">>
!! Introduction
When working from the not-knowing stance, the therapist keeps an
open mind to the fact that there are times (quite often, in fact) when we
may not understand things correctly. Sometimes this can be quickly dealt with by the simple act of checking: “//Let me see if I got this right//.” Even more important is to model honesty and openness, by acknowledging one’s own misunderstandings. The therapist tries to convey to the family that misunderstandings are great opportunities to revisit an event or action to learn more about contexts, experiences, and feelings.
!! Misunderstandings & Apologies
In certain contexts it can be perfectly understandable that the therapist slips in to a non-mentalizing stance, for example, when anxiety levels are raised. However, once the capacity to mentalize is reestablished, therapists should be ready to acknowledge misunderstandings and apologize to the child/family. Such apologies, when genuine can can be a powerful component of the mentalizing stance because they model a way of being in which we are able to reflect on what has happened and acknowledge that we can all get things wrong when we aren't able to mentalize. It introduces a model of //rupture and repair// which has been shown to be central to the development of the early parent-infant relationship.
!! Responsibility and Not Knowing
It is important to note that when working with children who have rarely been seen as separate individuals by their caregivers, the misunderstandings, mistakes, and alliance ruptures can be far more dramatic. It is not uncommon for the the therapist to feel provoked by a child's behaviour and then reject the child. Although it is not always easy to do so in the moment, the way to handle these situations as a mentalizing therapist is to take responsibility for any misunderstandings and mistakes and to turn to the not-knowing stance.
By taking responsibility for the interaction, the therapist validates the child's experience.
By admitting not knowing, the therapist normalizes and models an understanding of the opacity of minds.
---
!!!Next
<<image-link "Take Home Messages" "next.svg" "" "60">>
Insofar as mentalization-based treatment for children (MBT-C) is a time limited therapy, its ending is kept in mind from the start of the work.
Some argue that meaningful relationships cannot be consolidated in short-term or time-limited psychotherapy. However, 3-6 months (which is the usual length of time of limited MBT-C) can be a significant period of time in a child's life, in which it has been found that children can form strong and lasting emotional attachments.
From working with this model, it has been found that the process of endings offers the opportunity to:
* Explore ways of managing loss or goodbyes from a mentalizing perspective,
* The chance to consolidate what has been achieved
* The opportunity to give parents the confidence to generalise what they have learnt into new settings.
It is also important to be aware of when therapy is not progressing or when it needs to continue further. It is thus important to assess whether parents require further interventions or whether they are ready to end treatment. There is also the option of assessing whether parents and children may benefit from some ''Booster sessions'' once therapy is finished.
!!Sub pages
Below are the pages which go into moving towards goodbye in more detail:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Moving Toward Goodbye'>>
</div>
---
''You have now reached the end of the Therapy Section; if you would like to rejoin the main menu click on the below:''
!!>[[Back to MBT-C Therapy Contents|MBT-C Therapy]]
The basic model of MBT-C is that two therapists work together, one with the child and one with the parents/carers. Ideally, sessions are scheduled at the same time. This gives the parents and child their own space, but they still come together to the clinic, creating a sense that this is something they are doing together as a joint family effort. This also works well practically for the parents, as they do not need to schedule separate visits for their own meetings.
The two therapists work as a team, helping each other to keep their mentalizing “online”.
Having separate therapists can also decrease concerns regarding confidentiality for the children, especially older ones, who may have concerns that what they talk about in their session will be shared with the parents.
In some cases, however, there may be practical reasons for working with only one therapist. For example, in some clinics practical constraints such as staff timetables and availability mean that it isn't possible or feasible for clinicians to work in pairs.
Other times it may be therapeutically preferable to work with only one therapist. For example, some parents find it difficult to trust their child to anyone whom they do not know and can be more supportive of the child’s therapy if they have some direct access to their child’s therapist. Further, a therapist who works directly with the child can sometimes bring the child to life in their meeting with the parents in a way that is not easy for a separate parent therapist, who inevitably focuses to a much greater extent on the child in the parent’s mind.
!!!!//This page is from the [[AMBIT|https://manuals.annafreud.org/ambit/index.html]] manual//
This is a //technical //definition of what underlies Marked mirroring.
It means "pointed" or "pointing" communication, and is the way that humans not only tell each other things, but also tell each other that they are telling them something important! It refers to the way that humans use tone of speech, eye contact, physical contact, etc, to place a "frame" around a piece of communication to emphasise that it is a bit special... To say "wake up, what I am about to say is important!"
This is particularly important when humans offer each other (particularly when a parent offers a child) what are called // "second order representations"// i.e.
>//"__''my''__ understanding about how I think ''__you__'' are thinking and feeling in this situation."//
----
''Academic reference: ''
Gergely, G (2004) The social construction of the subjective self: The role of affect-mirroring, markedness, and ostensive communication in self development in: Mayes, L., Fonagy, P., & Target, M. (Eds.) (2004), Developmental Science and Psychoanalysis London: Karnac.
You may wish to use outcome measures in your clinical work as a way of measuring the progress of families currently recieving MBTC therapy. There are a number of outcome measures you could consider using - for a full list of resources we recommend you visit the CORC website: https://www.corc.uk.net/outcome-experience-measures/
Below are some examples of Outcome Measures we have used in our clinical work:
!!1. Strengths & Difficulties Questionnaire (SDQ)
The Strengths and Difficulties questionnaire (SDQ) is a brief behavioural screening questionnaire.
It includes 25 items of psychological attributes:
* emotional symptoms
* conduct problems
* hyperactivity/inattention
* peer problems
* prosocial behaviour.
The first four subscales are added together to generate a ''Total Difficulties'' score.
The ''SDQ Follow-Up'' can be used at the last session (Session 8) where two additional questions are included which ask whether discover if they intervention has reduced the problem
and if the intervention helped in other ways.
*Different informant- carer, teachers or self-report
*Scored into categories- Close to average, slightly raised, high, very high
<<link-pdf "Download Paper Versions of SDQ" "http://www.sdqinfo.com/py/sdqinfo/b3.py?language=Englishqz(UK)">>
!!2.Parental Stress Index (PSI)
[[Parental Stress Index (PSI)|https://edge.edx.org/assets/courseware/v1/50118bb4c48f62c9f2f38a9ef276adf3/asset-v1:GeorgetownX+CCHD+2016+type@asset+block/PSI.pdf]] – The PSI is a self-report screening tool that helps providers and families identify the sources and different types of stress that come with parenting. Parents report their level of agreement with 36 items that fall into three subscales:
* Parental Distress (PD)—The extent to which parents feel competent, restricted, conflicted, supported, and/or depressed in their role as a parent.
* Parent-Child Dysfunctional Interaction (P-CDI)—The extent to which parents feel satisfied with their child and their interactions with them.
* Difficult Child (DC)—How a parent perceives their child to be, whether the child is easy or difficult to take care of.
* Total Stress—indication of overall level of stress a person is feeling in their role as a parent.
* All of these—individually and combined—are believed to affect the overall relationship between parents and their children.
!!3. Brief Parental Efficacy Scale
<<link-pdf "Download Brief Parental Self Efficacy Scale" "https://www.corc.uk.net/media/1279/brief-parental-self-efficacy-scale.pdf ">>
!!4. Me and my feelings/school
Me & My Feelings (M&MF), sometimes referred to as Me & My School, is a brief 16 item school-based measure of child mental health, covering two broad domains: emotional difficulties and behavioural difficulties.
<<link-pdf "Download Me and My Feelings Questionnaire" "https://www.corc.uk.net/media/2258/me-my-feelings-questionnaire.pdf">>
!!5. The Child Attachment Interview - in German (thanks to Roland Müller for providing this)
[[CAI deutsch.pdf]]
!!6. The Child Reflective Functioning questionnaire - in German (thanks to Roland Müller for providing this)
[[CRFS deutsch.pdf]]
----
---
!!>[[Papers]]
!!Introduction
Time-limited MBT-C does not always have to be started in the same way thus leaving room for the therapist to be flexible in how they respond to any request for help.
Usually it can start with a family session, offered jointly by a child and parent therapist (when working in a pair), followed by two or three individual sessions with the child with parallel sessions for the parents. Subsequently, parents, children and therapists come together again for a review and feedback session where the outcome of the assessment can be discussed and the decision about whether or not to continue time-limited MBT-C can be made.
Please note there may also be the need to combine Assessment with:
* psychiatric assessments
*educational assessments
* or liaison with outside agencies that play a significant role in the child's life.
A joint meeting with parents and child together communicates a number of important MBT-C principles at the start of treatment:
# MBT-C does not work on the assumption that problems are simply "inside" the child
#Difficulties for one person are usually embedded within key relationships
# Solving problems often involves work on the part of the whole family
!!More
The pages listed below provide you with more detail on the various different assessment sessions:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Outline of MBT-C Assessment'>>
</div>
---
!!!Next
<<image-link "Meeting the Child and Family for the First Time" "next.svg" "" "60">>
!!Aims of a time-limited MBT-C
The overall aim of MBT-C is to promote [[mentalizing |Definition of Mentalizing]]and resilience in such a way that a developmental process is put back on track, and the family and child feel better equipped both to tackle the problems that first brought them to therapy and to learn how to make better use of supportive relationships. In so doing, MBT-C aims to increase the child's capacity for emotion regulation and to support parents to best meet the emotional needs of their children.
Working with parents alongside the time-limited therapy with the child
is seen as an essential element of MBT– C , not only in the short-term but also
to give the best possibility that the parents will continue to support the child’s
development after the therapy has ended.
For some children, time-limited MBT-C may be all they need, whilst for others is may be the starting point to develop relfective and regulatory capacities, which may need additional, longer term support or therapy to ensure that development stays on track.
It is not expected that an entire process of change will take place within the therapy. Rather, that a change process will be started that can continue after therapy has ended.
---
!!!Next
<<image-link "Overview of MBT-C Treatment Phases" "next.svg" "" "60">>
Need to have an overview of the intervention.
!!Introduction
In MBT–C, the therapist strives to create an atmosphere of safety. A clear, transparent, and predictable therapeutic framework is one important factor for achieving this.
The specific practicalities of the frame include a time limitation with a predefined number of sessions, a calendar, a focus formulation, and parallel work with the parent(s) or carer(s).
The standard duration of time-limited MBT–C is 12 weekly sessions, though this can vary according to clinical judgment and practical limitations of treatment settings. What is important is that the therapeutic contract is clear and coherent from the beginning—for the parents as well as the child.
This creates a sense of safety and collaboration, and avoids a scenario in which the therapist makes decisions without the family’s knowledge or input. This transparency is part of the [[mentalizing stance|Mentalizing stance]], and contributes to a sense of shared ownership of the therapeutic process.
!!Structure
Part of the structure of time-limited MBT–C is a predictable shape to the treatment, which can be thought of in terms of key phases, each with its own particular tasks. Below is an overview of the phases.
<center>{{Phases of time-limited MBT-C.PNG}}</center>
----
!!More
See the list below for a further breakdown of the MBT-C Treatment Phases:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Overview of MBT-C Treatment Phases'>>
</div>
---
!!!Next
<<image-link "The Physical Setting for MBT-C" "next.svg" "" "60">>
This page contains links to relevant papers.
"""
''Camoirano, A. (2017). Mentalizing Makes Parenting Work: A Review about Parental Reflective Functioning and Clinical Interventions to Improve It. Frontiers in Psychology, 8, 14.''
[[Click here for Abstract|https://www.frontiersin.org/articles/10.3389/fpsyg.2017.00014/full]]
"""
''Katznelson, H. (2014) Reflective functioning: a review. //Clinical Psychology Review// 34 107–117 ''
[[Click here for Abstract|https://www.ncbi.nlm.nih.gov/pubmed/24486522]]
"""
"""
''Slade, A. (2005). Parental reflective functioning: An introduction. //Attachment & human development//, 7(3), 269-281.''
[[Click here for Paper|https://www.tandfonline.com/doi/full/10.1080/14616730500245906]]
"""
"""
''Muller, N., & Midgley, N. (2015). Approaches to assessment in time-limited Mentalization-Based Therapy for Children (MBT-C). //Frontiers in psychology//, 6, 1063.''
[[Click here for Paper|https://www.frontiersin.org/articles/10.3389/fpsyg.2015.01063/full]]
"""
"""
''Malberg, N., Stafler N., and Geater, E. (2012). Putting the Pieces of the Puzzle Together: A Mentalization-Based Approach to Early Intervention in Primary Schools. Journal of Infant, Child & Adolescent Psychotherapy, 11(3):190-204''
[[Click here for Paper|https://www.tandfonline.com/doi/abs/10.1080/15289168.2012.700623?scroll=top&needAccess=true&journalCode=hicp20]]
"""
"""
''Malberg N (2015) Activating Mentalization in Parents: An Integrative Framework. The Journal of Child and Adolescent Psychotherapy. 14(3)''
[[Click here for Paper|https://www.tandfonline.com/doi/full/10.1080/15289168.2021.1915654]]
"""
"""
''Barlow, J. et al. (2020) Enhancing parental reflective functioning through early dyadic interventions: A systematic review and meta-analysis.''
[[Click here for Paper|https://onlinelibrary.wiley.com/doi/full/10.1002/imhj.21896?af=R]]
"""
"""
''Midgley, N. et al. (2021) Mentalization-Based Interventions for Children
Aged 6-12 and Their Carers: A Narrative Systematic
Review.
Journal of Infant, Child, and Adolescent Psychotherapy
Volume 20, 2021''
[[Click here for Paper|https://www.tandfonline.com/doi/full/10.1080/15289168.2021.1915654]]
"""
"""
''Malda-Castillo, J., Browne, C., & Perez-Algorta, G. (2019). Mentalization-based treatment and its evidence-base status: A systematic literature review. Psychology and psychotherapy, 92(4), 465–498.''
[[Click here for Paper|https://doi.org/10.1111/papt.12195]]
"""
"""
''Byrne G, Murphy S, Connon G. (2020) Mentalization-based treatments with children and families: A systematic review of the literature. Clin Child Psychol Psychiatry. 25(4):1022-1048.''
[[Click here for Paper|https://pubmed.ncbi.nlm.nih.gov/32493055/]]
"""
"""
''Midgley, N. et al. (2017) The Herts and minds study: evaluating the effectiveness of mentalization-based treatment (MBT) as an intervention for children in foster care with emotional and/or behavioural problems: a phase II, feasibility, randomised controlled trial. Pilot and Feasibility Studies. 3(12)''
[[Click here for Paper|https://pilotfeasibilitystudies.biomedcentral.com/articles/10.1186/s40814-017-0127-x]]
"""
"""
''Eia Asen, Peter Fonagy. (2011) Mentalization‐based Therapeutic Interventions for Families. New Theoretical Perspectives on Family Therapy. 34(4).''
[[Click here for Paper|https://onlinelibrary.wiley.com/doi/abs/10.1111/j.1467-6427.2011.00552.x]]
"""
"""
''Diez Grieser, M.T., & Mueller, R. (2018): Mentalisieren mit Kindern und Jugendlichen. Stuttgart: Klett-Cotta''
This book is in German - you can find more information about it here: https://www.klett-cotta.de/buch/Mentalisieren/Mentalisieren_mit_Kindern_und_Jugendlichen/96800
"""
"""
''Bate, J & Malberg, N. (2020) 'Containing the Anxieties of Children, Parents and Families
from a Distance During the Coronavirus Pandemic'''
[[Click here for Paper|https://link.springer.com/article/10.1007/s10879-020-09466-4]]
"""
"""
''Muller, N. & Midgley, N. (2020). The clinical challenge of mentalization-based therapy with children who are in ‘pretend mode’. Journal of Infant, Child and Adolescent Psychotherapy'''
[[Click here for Paper|https://doi.org/10.1080/15289168.2019.1701865]]
"""
"""
''Jaffrani, A., Sunley, T. and Midgley, N. (2020). The Building of Epistemic Trust: An Adoptive Family’s Experience of Mentalization-Based Therapy. Journal of Infant, Child, and Adolescent Psychotherapy.''
[[Click here for Paper|https://doi.org/10.1080/15289168.2020.1768356]]
"""
"""
''Asen, E. & Midgley, N. (2019). Mentalization-Based Approaches to Working with Families. In Bateman, A. and Fonagy, P. (eds). Handbook of Mentalizing in Clinical Practice. 2nd edition. American Psychological Association''
---
!!>[[Videos]]
Emma has discussed with parent about joining the steering Group
dates need to be fixed ?
!! Secure attachment relationships
Although the capacity to mentalize is partly an innate one in humans with its own biological underpinnings (Kovács, Teglas, & Endress, 2010), there is little doubt that the development of our ability to mentalize also depends on the quality of the social learning environment in which we are raised. In their major work, Affect Regulation, Mentalization and the Development of the Self, Fonagy et al. (2002) proposed a developmental model in which awareness of mental states emerges in the context of early attachment relationships. They showed how children learn to identify and mentally represent their own affects through the parents’ interest in the child’s subjective experience and the parents’ emotional displays focusing on the child’s mind and feelings. In this model, the parents’ capacity to imagine the subjective experience of their
infant or young child is considered to facilitate the development of affect regulation and self-control. [[Secure attachment relationships|Attachment Relationship]] therefore provide optimal conditions for the development of mentalization, and not surprisingly, children and adults who are secure with regards to attachment also tend to see themselves and their significant relationships in terms of mental states more than others with insecure attachment styles.
The ways in which parents communicate an interest in infants’ mind and feelings helps them to develop their own capacity to recognize and know their feelings and regulate emotions. There are a set of recognizable ways through which caregivers transmit knowledge about the way relationships work to their offspring, referred to as natural pedagogy.
This includes:
!! [[Ostensive cues|Ostensive communication]]
This consists in reflecting the infant's affective reaction in a marked way, such as through eye-contact, turn-taking, and a special vocal tone ("mother-ese"), all of which help the infant to preferentially attend to what is being communicated.
!! Contingent and Marked Affect Mirroring
//Contingent// and //congruent marked affect mirroring// is key to the development of the recognition of self, and affective states and self-regulation.
These consist in a type of nonverbal communication which parents engage in with infants in which parents help infant’s to see their own affect represented and through this process of mirroring thereby promote the development of early sense of affect and self.
This mirroring process refers to the way that, during emotionally charged interactions with their infant:
* Parents __partially__ reflect the infant's affect, but at a lower level of intensity
* Mirror in a way that fairly accurately reflects the infants state of mind (//congruent//)
* Mirror in a timely manner, after the infant's affective display (//contingent//)
*Mark their infant's affect, for example, with an exaggerated facial display or vocalization. This signals to the infant that the parent recognizes the feeling (e.g., fear or distress) but the parent is not experiencing the emotion themselves in the same way.
The "marked" nature of parent's mirroring may have something of a play-acting quality. This playful quality is considered to be of particular importance, and consists in the //exaggerated facial expressions// and //vocalizations// that parents intuitively use when interacting with infants. These make it clear that the parent is trying to describe what the infant is feeling in such a way that the child understands it is the child's own feelings which are being represented, not the adult's.
!! Good Parental Mentalizing & Reflective Functioning
Infants and children are unable to articulate their feelings and distress, therefore they rely on a parent's interest in their subjective experience, and the parent's capacity to make the child's behaviour meaningful by interpreting it in terms of underlying mental states. Reflective functioning is the parent's capacity to respond sensitively to the child's emotions; good reflective functioning helps parents to mentally put themselves in the place of the infant and imagine the infant's experience.
Parents may do this through attention-shifting strategies to regulate distress. For example, a parent may direct his or her child’s attention to the picture of a cute dog on the wall to help shift attention away from a nurse who is about to give the child an injection. Or after the injection, a parent may help by offering a representation of and communication about affects (e.g., “I could see you trying to be brave, even though it hurt a little when the nurse did that. But then it was over and not as bad as you had thought it would be. Wow, you handled that well!”). Such mind-minded communications gradually help children start thinking of themselves as people
with a mind, able to use words and thoughts in a way that allows a shift toward
self-regulation and self-control (Fonagy et al., 2002).
In sum, the family is the key context in which children develop their capacity to mentalize,
especially in relation to negative or distressing situations. One could say that one of the most important tasks of parents is to transmit a mentalizing stance and help their children become aware of their feelings and behaviors and use mentalizing to enhance and deepen their close relationships.
---
!!!Next
<<image-link "Developmental considerations" "next.svg" "" "60">>
> ''This page describes some play techniques for direct work with the child''
"""
"""
!! Why is play important?
* Play helps to regulate negative affect and reduces stress
* Play helps metabolize major life events
* Play integrates new information affectively and cognitively
* play offers the opportunity to experiment with new behaviour and solutions
* play stimulates fantasy
* Play stimulates empathy development
* Play stimulates the development of mentalizing
!! Play centred approaches to enhance the child's Mentalizing
# Describing play process
# Stimulating and elaborating play narrative
# Mentalizing narrative in play
# Mentalizing characters and relationships in the play
!!! 1. Describing the play process
This technique aims to //increase awareness// and draw the child's attention to the way he plays during the therapy sessions.
#This consists in ''summarizing and integrating all the information presented by the child during the play session (behaviours, affects, themes)''. This can give children a sense that what they are doing can be seen and reflected on by someone else (i.e. the therapist is curious).
#At a next level, there is ''labeling and describing'' the child's action in terms of mental states; this can help to potentially highlight problematic areas and helps to mentalize about the child's type of play without forcing the child to talk about painful or stressful situations for which he is not ready.
!!! 2. Stimulating and elaborating the play narrative
At times, the therapist may need to ''stimulate the play narrative by asking questions'' with the aim of understanding the story that the child is telling during the play. This technique is the first step for understanding the play context that the child is presenting during the play and helps the therapist to make sense of what is going on.
This technique also encourages the child to elaborate the stories presented during the play through gentle inquiry about the material presented.
This is not to simply establish facts but to encourage the capacity to play with different ideas and perspectives.
!!! 3. Mentalizing the narrative in the play context
Once a child is able to engage in symbolic play in an elaborated way, the therapist can focus on mentalizing the narrative in the play context (Specht et al, 2016). This technique involves exploring the stories children present in their play and facilitating an elaboration of ideas and thoughts about these stories. This means that the relationship between child and therapist is one of co-construction, sharing ideas and listening to each other to explore and understand the story that best supports the child in what he or she wants to say.
!!! 4. Mentalizing characters and relationships in the play
Sometimes supporting the child in what she wants to say may involve mentalizing characters and relationships in the play context. In doing this, the therapist is aiming to stimulate the mentalizing capacity of the child in a playful and unthreatening way by helping the child to think in terms of mental states about the play characters and their relationships during the play therapy session. This technique has to be used carefully, adopting a “wondering” approach so that the child does not feel dismissed or forced to accept the therapist's point of view about what characters in the play are thinking. But when done in a tentative way, it can help the therapist to introduce more perspectives and the links between thoughts, feelings and behavior. This technique also seeks to help the child with expressing their inner world, and helping the child to understand the inner world of others. Symbolic play provides a powerful medium for exploring, explicitly or implicitly, difficult feelings and to express the way a child understands and deals with the world of relationships.
!!! What about when children cannot engage in symbolic play?
Not all children who are referred to therapy are able to make use of symbolic play. Instead they may be able to use ''clay'' or ''drawing''. ''Board games'' can also be used for older children, which may provide the opportunity to address issues around rules and losing. For some children, ''physical games'' such as hockey puck and sticks can also be useful to practice control and care.
This provides therapeutic opportunity to think about how to keep everyone safe, as either therapist or child may get hurt if the play becomes too rough.
When a child will not, or cannot participate in pretend play, activities that involve body and movement may be helpful. For example, tossing balls, playing music together.
"""
"""
!! Playfulness as therapists
!!
Playfulness is an inner disposition to being open and experiencing freedom of thinking, feeling and imagining. It involves letting go of standard ways of thinking and observing the content.
This disposition makes it possible to ''approach a topic from different perspectives and make contact with a child in a different way. ''
Though MBT-C should mostly be child-led, the therapist can introduce elements that help the child become freer or less inhibited. However, when you find yourself introducing elements into the play, a self-reflexive process in which the therapist reflects on the work after the session, may be particularly important.
therapists may reflect on:
whether they contributed something meaningful by introducing a play theme or character to help the child elaborate an issue for example.
The review session serves as an opportunity to solidify the child’s sense
of agency regarding the process of the therapy.
Therefore, it is important
to prepare for this session with the child. Sometimes the calendar can be a helpful tool in discussing the therapeutic progress.
!! Confidentiality for the Child
The review session often presents the challenge of having an open discussion
while safeguarding the child’s confidentiality. This can prove especially
difficult when there are cultural beliefs regarding the (lack of) rights of children
to their own privacy.
Discussions about this with parents present an
opportunity to explore the idea that the child is an individual with his or her
own thoughts and feelings and private internal world, within the context of
a specific cultural group.
Preparing the ''child ''for the review session and asking them what is //okay //to share and what is not is considered good practice and can help to build trust in the child that the therapist is considering things from his or her point of view. During this conversation, it is important to acknowledge external reality, by letting the child know for example if there has been any contact with his or her school and whether the teacher has noticed any changes in the child's behaviour.
!! Preparing for the Session with Parents
In preparing for the review session with ''parents'', they are usually asked
what they have learned so far about themselves or about their child, which
serves as a way to help the parents verbalize and consolidate their developing
understanding of the child. They are also asked what they think they
might need in the near future to be able to maintain the progress that has
been made.
[img[play therapy.jpg]]
---
!!!Next
<<image-link "The Review Meeting" "next.svg" "" "60">>
!! Pretend Mode
The pretend mode of mentalizing involves an awareness of the representational nature of internal mind states: by separating or decoupling the mental states from reality, the child can differentiate thoughts and fantasies from actual reality. It is the stage of development that pretend play blooms, experimenting with one’s inner world and that of others. However, on his own the child can create no useful connection between this representation and reality (Fonagy 2002 p. 293). The boundary between fantasy and reality is strictly guarded and when this boundary is crossed, pretend play is over. The child doesn’t really ‘know’ yet that its pretending.
By age 4, the child usually develops the capacity to mentalize; once this has been achieved, thoughts and feelings can be explored, but also connected to external reality. The child can play, for example, at having all the baby dolls being taken away by wild tigers, while saying to their parent: “I do love my little sister, but sometimes it is nice to imagine she wasn’t here”.
!! How to identify Pretend Mode
Another term for this mode of thinking is “the elephant in the room thinking”
Reverting back to pretend mode can be seen as a way of hiding in one’s imagination and escaping from painful emotions. Life may have become so distressing that the child cannot make a connection between what is happening around her and her inner feelings.
• In Pretend Mode there are indications that subjectivity (my sense of what it is to be me) is completely separated from physical reality.
• There is a quality of "wordiness" (lots of talk, perhaps about emotions, but without a real connection to the realities of the here-and-now world).
• This state of mind tends to be characterised by pervasive self-deception, and the rejection of alternative realities that threaten this pretend mode.
• In therapy with school-age children, pretend mode can be confused with 'good ability to play' – but actually when in pretend mode a child’s play is usually rigid or monotonous. The child plays, but the play doesn’t shift, feelings are kept at bay. Often humor is lacking, and the play lacks emotional resonance.
• The child may appear to hold the therapist at a distance, and may not allow the therapist to fully engage in play.
!! How to respond to Pretend Mode
In such situations, it is important to notice when the child has stopped mentalizing, and may have slipped into pretend mode. The therapist should gently disrupt the conversation and return to the moment when pretend mode began. 'We were talking about your father, and then something seemed to change and you started telling the story about your dog. What happened there? I wonder if talking about your father made you sad?' In play, when the play gets too repetitive, it might help bringing in reality a bit or directing the play to certain themes that might touch on the topics that are kept away.
You may wish to read this paper: Muller, N. & Midgely, N. (2020) 'The Clinical Challenge of Mentalization Based Therapy for Children who are in Pretend Mode' The Journal of Infant Child and Adolescent Psychotherapy. https://doi.org/10.1080/15289168.2019.1701865
---
!!!Next
<<image-link "Psychic Equivalent Mode" "next.svg" "" "60">>
This is one of three 'non-mentalizing modes' - primitive ways of thinking and solving dilemmas that are basically "unbalanced" by the higher (but fragile) function of [[Mentalizing]].
!! Psychic Equivalent Mode
In this stage of development, usually between 2 and 4 years of age, reality and fantasy are considered one. In other words, there is no difference between the inner reality of a child and the external reality. When a child believes there is a crocodile under the bed, there really IS a crocodile under the bed. The only way to fix this anxiety is to step in this reality of the child and together think about a good way to chase the monster away and prevent it from coming back. Wonderful magic tricks or spells are made up in these situations in which parents can have wonderful powers ☺ Slowly but steadily one can start introducing reality, thinking together about the likelihood of crocodiles coming to the bedroom. In doing so, the child starts developing towards pretend mode of thinking, being able to play with fantasy and reality as different modes of thinking.
In other words, when functioning in psychic equivalence mode, what you think, feel, see is reality, with no room for intentions, perspectives, or “different realities”.
!! How to identify Psychic Equivalent Mode
Another term for psychic equivalence mode of thinking is “inside-out thinking”.
By falling back in psychic equivalence mode, external reality is distorted by internal states. There is no interest in internal states in the self or in others, and any attempt to draw attention to them is angrily rejected.
• The child is convinced that what she feels or thinks is true. “The teacher doesn’t like me because she always lets other children go first’.
• The child, or caregiver, is completely certain about what’s going on in the mind of others. A mother saying: “I just know how he is, he’s the same as me, he feels so angry towards his father for forgetting that phone call!”.
• Making extravagant claims about why certain actions where performed: “you wrinkled my drawing because you think it’s not pretty”.
• Discussion will lead nowhere since there is no room for other perceptions except one’s own. Distrust and hostility are felt affects.
• In play, a child who’s in psychic equivalence mode will either not engage in pretend play at all (since this is to frightening because there is a risk of it getting too real) or get completely disorganized when approaching pretend play.
!! How to respond to Psychic Equivalent Mode
When the child or parent is functioning in psychic equivalence mode, the therapist will feel confused or inclined to invalidate the clients argument. The therapist could also feel angry or tired, having to hear this monologue again. However, validating the subjective experience, maybe showing some of your own confusion and curiously exploring with the child or caregiver how they got to that conclusion will probably bring you further. If the child has a hard time leaving the emotion and certainty of the topic you might want to discuss a related topic, maybe getting back to this one later on.
In play it is important to create safety by marking what is pretend and what is real, using your full presence (tone of voice, subtitling the play and when we are pretending) and helping the child regulate the emotions that come with the play.
!!From MBT (Anthony Bateman)
Here is an example of Anthony Bateman roleplaying a response to a patient who is in Psychic Equivalence:
<html><iframe width="640" height="360" src="https://www.youtube.com/embed/U0QJ5dTA44I?rel=0" frameborder="0" allowfullscreen></iframe></html>
---
!!!Next
<<image-link "Teleological Mode" "next.svg" "" "60">>
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
<<image-link "Mentalizing Quotes" "Back Arrows_MBT-C.PNG" "" "50">> ''Back to previous''
!!What is it?
''Reflective Functioning (RF)'' refers to the //capacity// to mentalize, especially [[explicit mentalizing|Dimensions of Mentalizing]] - the conscious ability to stop and reflect on the states of mind of self and other. RF describes the capacity of an individual to understand themselves and others in terms of intentional mental states, such as feelings, desires, wishes, attitudes and goals. It is a uniquely human capacity, which is very helpful for getting on with others and navigating the social world.
Reflective functioning involves understanding that:
* all minds are different
* other minds are separate from one's own, and not always easy to read
* all behaviour has meaning, it is rarely random
Reflective functioning helps you to make sense of why other people do things, as well as why you do things
''Parental reflective functioning'' refers to a parent's capacity to hold the mental states of their child in mind.
!!More
For more on Reflective Functioning please see the following papers:
!!![[Katznelson, H. (2014) Reflective functioning: a review. //Clinical Psychology Review// 34 107–117 |https://www.ncbi.nlm.nih.gov/pubmed/24486522]]
!!![[Slade, A. (2005). Parental reflective functioning: An introduction. //Attachment & human development//, 7(3), 269-281.|https://www.tandfonline.com/doi/full/10.1080/14616730500245906]]
---
!!!Next
<<image-link "The Importance of Mentalizing" "next.svg" "" "60">>
After the first 8 sessions a review meeting is offered with the child and parents in which the initial focus and treatment goals are reviewed and it is decided whether the initial block of sessions seems sufficient or whether work needs to continue. It is possible to use MBT-C as an open ticket model whereby, if therapeutic work needs to go on for longer than the initial block of sessions, then another block of 12 sessions can be offered, up to a maximum of 36 (3x 12-session blocks) sessions. This allows flexibility for children with more complex disorders (e.g., trauma, attachment disorders). However, it may not always be the case that more complex difficulties benefit from longer therapies.
---
!!>[[Sessions 9–12: Ending Phase]]
* Authors add bio
* Fidelity scale
* Main home pages are more consistent across all of them
* Screen recording for an intro
* Little video on how to click on arrows
* Proof reading pages sharim has done - summarise even further
* Having an area exclusively for supervision on the main home page
* Add Barnet Documents to Barnet
*Main home page to have 3 sections: Training, Supervision (where you take notes during supervision, have information on Supervision), Learning (Theory & Therapy)
* Finish [[Developmental considerations|Developmental considerations]]
* regular dialog and feedback from the mbt-c practitioners
* Nick to send latest powerpoint presentation
* Info on:
**using it in training - homework pages/pages to review after each day
**use in supervision
* keep resources area up to date - papers, links to them
Wiki needs to come into this meeting too -
Sign of success - is the utility - at this point it's most useful when - important to get the SOP (in the SOP we will be bound by what we agree to in the IG forms - be bound by this
well on the way - IG forms have been sent to
MArk and Doreen (this is for the purpose of service evaluation - data collection and anonymisation so that Anna Freud can have a look at it
Cannot submit this form without knowing that IT approach will be working on the Barnet side of things
Ros and Peter or Nick - this is for data sharing in relation to supervision
---
Rose met with Bojana (she manages routine outcome measures and monitoring) and the MSc students
there are lots of measures on Ican however the most frequently used:
- SDQ
- Goal based outcomes (starting point involves a conversation about what the goals are - so in the SOP there needs to be a specific guidance on that...where are these conversations held who has them and where are they recorded)
- RCADS
Brief parental self-efficacy scale
ERQ
CORS: ''session-by-session child outcome rating scale'' (thats a discussion particularly with emma and catherine - that needs to be built into the training) - you can use every four sessions
what are the chances
asking a child to do this is intensely/immensely mentalizing - very interesting for the purpose of our project - is it possible for children to in a session to actually think about whether something has been helpful to them - its part of the model - also needs to be part of the training
This is done on the Ipad - the clinical admin team print off paper copies - if its done here Bojana inputs it onto the ICan - then she prints off summaries so that clinicians can have an idea of progress etc.
Creating spread sheet specific to MBT-C -
she needs to know which clinicians are involved - so she can prioritise giving them papercopies of all the forms - but she needs to know which questionnaires we want to prioritise and at which time points
Referral pathway - MBT-C pathway - assessment meeting - go down MBT-C pathway or go somewhere else - why they chose what they chose - BArnet said to scan and upload to Rio?
Bojana said she would be very happy to come to the three day training she said she can bring a lot of ipads to the training - it is really working really well - its linking in with Barnets transformation - quicker shorter assessment process much more automated - in line with Thrive -
Mark can access Ican (Mark thinks its rubbish) Mark couldnt log on
''Whats the evaluation schedule - look at it here on the WIKI ''
Bojana's role is critical and she needs access to have idea -
----
Clinicians need to have a clear sense of what their doing -
Bojana said that in the training its compulsory - if you are going to do this then this is what the conditions are
!!Initial Phase
The primary aim of this initial phase is to establish a therapeutic alliance, primarily through means of empathic attunement and genuine engagement with and curiosity about the child’s world.
Play is central to this process of engagement and is a good way to socialize the child to the way that therapy works. This will include introducing the calendar and the therapy box to the child, and exploring whether the child can play around the focus formulation.
With parent(s), engagement and establishing a therapeutic alliance are also paramount as the therapist begins to support reflective parenting. Empathic attunement with the parent’s experience, even when the therapist may have different views on how a parent is responding to their child, is key at this stage.
----
!!>[[Sessions 4–8: The Middle Phase]]
!!Middle Phase
The middle phase of the work (approximately sessions 4–8) is where the core work on developing the child’s [[mentalizing capacity |The capacity to mentalize at different stages of development]] takes place, drawing on numerous therapeutic techniques and in relation to the [[focus formulation|Focus Formulation]].
The sessions with parents can increasingly focus
on promoting the various elements of reflective parenting.
In the work with both parents and children, in some cases, the focus will be more on promoting
the underdeveloped capacity for mentalizing or paying attention to the
situations in which explicit [[mentalizing breaks down|Explicit Mentalizing Capacity and Where Mentalizing Breaks Down]].
----
!!>[[Review Meeting]]
!!Ending Phase
When therapy is due to end, the focus is on preparing for the ending and exploring how best to maintain the gains that have been made beyond the end of treatment. The time-limited nature of MBT-C means that endings are kept actively in mind throughout the work. For this, the use of a calendar can help children understand how many sessions they have had, and how many are left.
In line with MBT-C aims, an important focus of the ending phase is on translating what has been learnt in therapy to other supportive relationships.
---
!!>[[Checking-In or Booster Sessions]]
[img[navigating.jpg]]
It is increasingly common, when offering therapy to children, not only to use standardized pre- and postmeasures but also to make use of individualized treatment goals, such as the Goal Based Outcome Measures described by Law and Wolpert (2014). Setting a specific goal can help children and
their parents focus on one central issue in a sea of problems.
Progress toward a specific goal is both attainable and visible and can contribute to a sense of much-needed motivation and achievement, stimulating further change.
It may appear as if such goal setting may contradict what has been said earlier about the importance of having a focus for treatment that is not behaviorally orientated. However, using goals and formulating a treatment focus can sit comfortably alongside each other, and both contribute to working effectively with time-limited MBT– C. The strategy also allows the child and family to set goals that are not easily captured by standardized outcome measures. These goals can relate to underlying factors, such
as building confidence, resilience, and coping skills, which regularly appear as important targets for treatment when children and families are invited to set their own treatment goals.
Goal setting after the initial assessment should be clear and realistic and facilitate the ongoing evaluation process. When the therapists and family agree to work toward these shared goals, the chances of achieving them are higher, and the family is likely to be more motivated to attend treatment.
The goals set do not necessarily become the focus of the work in sessions but can be used as important indicators that the therapy is having a meaningful impact on the child and parents.
MBT– C is not primarily symptom focused, although it can be problem focused, but rather emphasizes the promotion of mentalizing and emotion regulation, and this informs the goal-setting process. Therefore, goal setting to be done more on a relational and regulatory level rather than purely behavioural and symptomatic. Goals should not be too concrete, as may be incompatible with promoting mentalizing. However, goals should be sufficiently specific so as to be able to assess progress.
Goals should be made jointly by child, parents and therapist. Joint agreement invites discussion about the different views of each person and so can facilitate a mentalizing process in itself, as the therapist and family members take on board each other’s perspectives in trying to reach a shared set of goals.
We are in the process of developing resources to facilitate staying on model such as the [[Fidelity Scale|Fidelity Scale]]. Additionally, as part of the MBT-C training teams may access [[Supervision]] or [[Accreditation]], please contact someone in the MBT-C team to discuss supervision options for your team.
Membership
Planned meetings
Terms of reference
The therapist may at times need to stimulate the play narrative by asking questions with the aim of understanding the story the child is telling during the play.
* This technique is the first step to understanding the play context that the child is presenting during the session, and helps the therapist make sense of what is going on.
* Additionally, this technique encourages the child to elaborate the stories presented during the play through gentle enquiry about the material presented and by asking for more details and descriptions.
* This is not merely to establish facts but to stimulate the capacity to play with different ideas and perspectives
* The therapist may want to adjust the physical setting to help the child feel secure and free to increasingly express himself.
* The therapist in stimulating the play narrative will think developmentally and be mindful of how a parent may scaffold the agency of a young child by imaging what may be appropriate and giving options that the child might want to choose from.
* The therapist may try to attune to and affirm expressions of the child’s agency and self, as well as their creativity, however should be cautious not to inadvertently overwhelm so that the child can feel the process belongs to them.
---
!!!Next
<<image-link "Mentalizing the Play" "next.svg" "" "60">>
Once the therapist has seen that a child’s mentalizing has broken down,
and offered the kind of supportive and empathic response that can help to
bring the capacity back online, it is possible to work together to explore
and learn from such experiences, making use of more controlled, reflective
thinking. To do this, it can often be helpful to slow things down, using a
technique that Bateman and Fonagy (2012) referred to as stop and rewind.
This strategy has the purpose of reinstating mentalizing when it has been lost or to promote its continuation in the furtherance of the overall goal of therapy, which is to “encourage the formation of a robust and flexible mentalizing capacity that is not prone to sudden collapse in the
face of emotional stress”.
By doing so, the therapist actively interrupts the nonmentalizing interaction and slows things down before asking questions with the aim of reconstructing the events that led to the mentalizing breakdown.
The stop, rewind, and explore process is a powerful tool to address mentalizing breakdowns. In this way, the therapist is facilitating a process of perspective-taking by providing possible hypothesis, displaying curiosity about what the child feels and what she thinks others feel or think, and at times introducing different possibilities. Talking about a situation in the here and
now can help generate new representations about feelings from situations
outside therapy as well.
[img[playing cards.jpg]]
!! The following clinical vignette demonstrates the Stop & Rewind process:
Liza is playing cards in her session. During the game, she suddenly realizes that the therapist is
applying a rule, which she had forgotten to apply earlier, and in a firm tone that is unusual given
her generally timid demeanor, Liza says, “Wait, I didn’t do that when it was my turn!”
With this the atmosphere of being close and complicit in playing a game together changes
immediately, and Liza throws her pieces onto the table.
Responding to this change, the therapist comments, “Can we just stop for a moment? What
just happened there? One moment we were playing together, and suddenly it feels tense.”
Liza doesn’t reply, but the emotional temperature in the room seems
to have settled again.
“Can we just go back and think what happened there?” the therapist asks again, and this time Liza nods.
After retracing what had happened step by step, the therapist suddenly hits on an idea, and asks, “Did you maybe think I made you miss out on purpose?”
Liza nods again, and says yes, that was exactly what she felt. The therapist is able to thank her for explaining this because now she can understand why Liza got so upset with her. “It must feel awful to think I tricked you on purpose,” she says, with feeling.
At this point, Liza says they should carry on with the game, and they
do. A little while later, while still playing, the therapist asks, “Liza, I’m
just wondering, do you think there’s any other reasons I might have not
reminded you about the rule?”
Liza shrugs her shoulders, and says, “Maybe you just forgot?”
“Yes, I think you’re right,” says her therapist, “at least as far as I know.
I certainly didn’t mean to do it, but I’m sorry I did.”
Later they come back to this again, and the therapist is able to talk to
Liza about whether this kind of thing happens elsewhere in her life and
how what happened here might link to what happens in her home or at
school, when she feels like a fool when others know rules but don’t tell
her. They then use it to their advantage to gain things she worked hard
for, so she feels tricked and defeated, as if she will never know all the rules
and will always lose.
---
!!!Next
<<image-link "Working With Explicit Mentalizing and Breakdowns in Mentalizing" "next.svg" "" "60">>
!!Introduction
> MBT-C is a time-limited, focused intervention that draws on fundamental [[psychodynamic|Psychodynamic]] principles but that can be easily integrated and used alongside various psychosocial treatments
!!Aims of time-limited MBT-C
The overall aim of MBT-C is to promote mentalizing and resilience in such a way that a developmental process is put back on track, and the family and child feel better equipped to both tackle the problems that first brought them to therapy and to learn how to make better use of supportive relationships. In so doing, MBT-C aims to increase the child's capacity for emotion regulation and supports parents to best meet the emotional needs of their child/children.
Working with parents alongside the time-limited therapy with the child
is seen as an essential element of MBT– C, not only in the short-term but also
to give the best possibility that the parents will continue to support the child’s
development after the therapy has ended.
For some children, time-limited MBT-C may be all they need, whilst for others it may be the starting point to develop reflective and regulatory capacities, which may need additional, longer term support or therapy to ensure that development stays on track.
It is not expected that an entire process of change will take place within the therapy. Rather, that a change process will be started that can continue after therapy has ended.
!!Sub pages
Below are the pages which provide further information about the structure and aims of MBT-C:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Structure and Aims'>>
</div>
---
!!>[[Back to MBT-C Therapy Contents|MBT-C Therapy]]
!!!//Please [[contact |Contact us]]the team at the AFC to arrange your teams supervision.
! List of useful Tags or "//Chapters//"
"""
"""
!!! MBT-C Assessment
<<tag [[Assessment]]>>
<<tag [[ChildAssessment]]>>
<<tag [[ParentAssessment]]>>
!!!Direct Work in MBT-C
<<tag [[DirectWork]]>>
<<tag [[DirectWork-Child]]>>
<<tag [[DirectWork-Parents]]>>
The MBT-C therapeutic stance can be described on the basis of four key elements:
# [[The therapeutic presence of the MBT-C therapist |The Therapeutic Presence of the MBT– C Therapist]]
# [[An interest in mind not just behaviour |An Interest in the Mind not just Behavior]]
# [[Curiosity and the not-knowing (inquisitive) stance |Curiosity and the Not-Knowing (Inquisitive Stance)]]
#[[ Monitoring Misunderstandings |Monitoring Misunderstandings]]
A unique aspect of the mentalizing stance is the particular focus of the therapist's curiosity on understanding intentional mental states.
Helpfully, we can reflect a number of characteristics which are not part of the mentalizing stance:
* striving to be clever, brilliant, or insightful
* offering complicated, lengthy explanations
* Making up an authoritative answer when you do not really know
* assuming you know what the other is thinking
* being rigid in your thinking
* focusing only on behaviours and actions rather than on the intentional states that underlie those behaviours
It is important to bear in mind that therapists may appear to be any one of these things at some point or another because everyone, patients or parents, therapists or children, lose our capacity to mentalize in certain moments, for a range of different reasons. For example, when we are anxious, under pressure or in the same state of high arousal - ''This is a normal and inevitable part of clinical work.''
!!Noticing Non-Mentalizing
However, the mentalizing therapist strives to notice when they are operating from a non-mentalizing stance and takes steps to restore it to mentalizing. At times we will be able to do this ourselves, but other times, supervision will play an important part in this.
It may seem like a daunting task for a therapist
to always be mentalizing, which is why it is important to highlight that no one is able to keep a mentalizing stance at all times.
!!Summary
# You can enhance others' mentalization by doing it yourself.
# When you are aware of nonmentalizing interventions, you are mentalizing
# Moments when mentalization stops (in you or in the child or parent) are possibilities for changes and new learning opportunities
# Just as we recognize that children develop a capacity for mentalizing in the context of relationships, so, too, can we as therapists use supervision as a form of relational learning to help us keep our mentalizing on track.
---
!!!Next
<<image-link "Using Supervision to Support the Mentalizing Stance" "next.svg" "" "60">>
This is one of three 'non-mentalizing modes' - ways that the mind thinks when the mentalizing function has been overridden or switched off (the most common cause for this is high levels of affect.)
Teleological thinking effectively assumes that difficulties (i.e. unpleasant mental states) can be "solved by doing"; the person whose thinking has become //teleological// is focused entirely on the physical //ends// - the //outcomes//, not on what getting these might mean.
The //Telos// in ancient greek is the "final/complete/perfect __end__."
<center>{{Picture2.png}}</center>
In this stage of development, only physical reality counts. There is no difference between physical reality and the intention of others and behaviour is only judged by tangible facts. Understood in de light of a little baby needing care, this is a highly appropriate way of thinking: when I cry, someone needs to be present, pick me up and DO something. The baby doesn’t consider it ok, that daddy has been very busy and needs his coffee first but will really come as soon as possible to feed him, he needs it NOW.
In other words, when operating in a teleological mode, only immediate action seems like a possible solution and is thus aggressively or anxiously demanded.
!! How to identify Teleological Mode
Another term for this mode of thinking is “quick-fix thinking”.
• The child (or its parents/caregivers) wants to see evidence that ‘you practice what you preach’. You feel the need to give them more time, make an extra phone call to school, bring them something as prove that they matter and you really care.
• The child will get angry or ‘shut down’ when you’re late for an appointment, ‘knowing for sure’ that you won’t be there for them or can’t be trusted.
• The child will measure how important she is to someone by telling you what the other person has done for them or bought for them. “ When my mom buys me presents, that is how I know she loves me”.
!! How to respond to Teleological Mode
In such situations, it is important to notice when the child has stopped mentalizing, and may have slipped into teleological mode. The therapist should be aware of this appeal and ask themselves whether it is helpful to answer to it or not. Sometimes this appeal is felt during the first stages of treatment, in which child and caregiver, often with difficult attachment histories or lack of epistemic trust, are building the relationship with the therapist. In these situations, answering to the appeal by appropriate teleological behaviour may help grow the therapeutic relationship. However, there are appeals that can’t be answered and there are stages in treatment in which a child reverts back to this appeal. Then the therapist should notice this appeal and verbalize it, by empathic validation gently wondering whether they might have done something that for example made the child doubt whether she is there for her or trustworthy. 'When I didn’t have the clay ready as promised you quickly started playing on your own saying you didn’t feel like claying. I’m wondering whether you thought I didn’t remember my promise or I didn’t feel like claying with you, which you love”. And own the disruption in the relationship to take away the need to defend. “I’m so sorry if my blurry head made you feel less important not wanting to play anymore”.
[img width=100% [parent and child.jpg]]
!!Introduction
Mentalization is intrinsically linked to the development of the self, to its gradually elaborated inner organisation, and to its participation in society.
In this section we discuss the development of the capacity to mentalize in children, reflecting on the role of parents and attachment relationships as a critical part of this process.
You may wish to read: 'Affect Regulation, Mentalization and the Development of the Self',
by Peter Fonagy, Gyorgy Gergely, Elliot L. Jurist, and Mary Target. Part 2 of this book describes the development of mentalizing in more detail.
You may also wish to read this freely available chapter, by Peter Fonagy and Elizabeth Allison: https://discovery.ucl.ac.uk/id/eprint/1430329/7/Fonagy_chapter1_draft_pfrevised_protected.pdf
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
<<image-link "Reflective Functioning" "Back Arrows_MBT-C.PNG" "" "50">> ''Back to previous''
!!!When therapists mentalize well
Making sense of behaviour through mentalizing is the cornerstone of clinical practice.
The [[Therapist's Mentalizing Stance|Therapist Stance]] is a core part of MBT-C practice. The ability of the clinician to mentalize (to make sense of the behaviour in mental state terms) is particularly important, especially when the behaviour of our clients does not make sense in obvious ways, or seems inexplicable.
Mentalizing is fragile, though; particularly in contexts of high emotion, and not just for clients, but for therapists too (in this sense it is a great "leveller" in the power dynamics of the patient-therapist relationship).
It has been proposed that mentalization is one of the core processes that effective therapies have in common. And in some ways the study of mentalization attempts to create a shared language between different therapeutic models. It explores how these shared factors play an important role in creating change.
!!!When patients mentalize well
Good mentalizing supports wellbeing in a number of way. It enables one to:
*predict and make sense of the behaviour of self and others, and to understand the social world
*regulate attention and emotion - [[affect regulation|Assessing Affect Regulation in the Child]] (especially under stress)
*form a strong sense of self and to develop good interpersonal relationships
Mentalizing is central to understanding, regulating and communicating emotions, since emotions relate very directly to our beliefs, hopes and intentions, and whether they are being met, or frustrated or threatened.
Ultimately, reflecting on one’s own beliefs, desires, and feelings is also important for maintaining a healthy inner life. For example, if we feel anxious but have no way of understanding this experience, or why it is happening, it might be pretty overwhelming!
---
!!!Next
<<image-link "What good Mentalizing looks like" "next.svg" "" "60">>
Once it has been decided that therapy will end, the last few sessions, with both the parents and the child,
should potentially provide the opportunity for:
* a developmental experience of a meaningful goodbye;
* exploring experiences of loss in both the child’s and the parents’ lives;
* exploring issues of separation within the context of each person’s family and larger culture; and
* thinking about gains and how to follow up and consolidate what has been learned in the context of treatment, with a particular focus on how the child and parents can make use of relationships in their daily life to support them.
Children may cope with the experience of moving towards ending in different ways.
The child may gradually explore ways in which her external life feels safer now and
may talk about ways in which her outside life will fill in the empty space left
by the ending of therapy.
Other children, however, will decide they “hate”
both the therapy and the therapist, turning them into something useless and
ineffective.
All of these ways of managing the pain of separation and loss
regarding ending therapy may reflect existing and remaining difficulties, but
they may also represent opportunities to face such experiences in the context
of a planned ending.
[img[michal-parzuchowski-W9ULJJwG2fA-unsplash.jpg]]
---
!!!Next
<<image-link "The Review Meeting" "next.svg" "" "60">>
There are four levels to MBT-C 'accreditation' which make it possible to be listed on the various MBTC registers. These are:
!!Level A - MBT-C Foundation
MBT-C Foundation is available for health care professionals who are interested in MBT-C. Practitioners can attend an introductory MBT-C training (3 days or equivalent), and have drawn on this training to inform their existing practice in working with children and/or parents.
!!Level B - MBT-C Practitioner
In order to become an approved MBT-C practitioner, you must:
* Have a pre-existing professional qualification, e.g. as a counsellor, psychologist, social worker, family therapist, play therapist, arts therapist psychiatrist or psychotherapist working with children;
* Have read the MBT-C manual and attended an approved MBT-C introductory training (3 days or equivalent);
* Have had at least 6 individual (or 10 group) supervisions on a minimum of two MBT-C cases (one child, and one parent - or for those who only want to be registered for working with parents only, two parent cases). //Supervision should be with someone from the list of approved MBT-C supervisors. At least one case needs to be video/audio recorded and supervision offered based on those recordings. If the supervisions are in group, the practitioner's own work needs to be presented at least 6 times;//
* With the supervisor's written agreement, to forward a minimum of one tape of an MBT-C session with a child (or parent), together with a brief case formulation and reflective commentary on the session, will have been reviewed by an MBT-C supervisor (not the same person who supervised cases) and have been approved as demonstrating core elements of mentalizing stance and mentalizing practice for MBT-C. //If not approved, the reviewer will provide written feedback on areas for further development, and provide recommendations re: minimum supervised practice needed before the practitioner can re-submit.//
Once approved, MBT-C practitioners are encouraged to continue with CPD, in order to maintain and promote standards. Therapists are encouraged to carry an MBT-C caseload (at least 2 cases per year), and should receive regular supervision, e.g. join a peer-supervision group with other MBT-C practitioners, and have the opportunity to present their own work to this group at least three times per year. Practitioners are also encouraged to attend conferences, courses and read relevant papers that will help to develop their MBT-C practice.
!!Level C - MBT-C Supervisor
In order to be included on a list of MBT-C approved supervisors, it is necessary for someone to:
* Be an approved MBT-C practitioner;
* Have attended an approved MBT-Advanced course and/or MBT supervisor training (2 days or equivalent);
* Have had at least 6 individual (or 10 group) supervisions on a minimum of two MBT-C supervisions. Supervision should be with someone from the list of approved MBT-C supervisors. If the supervisions are in group, the supervisor's own work needs to be presented at least 6 times;
* With the supervisor's written agreement, to forward a minimum of one tape of an MBT-C supervision, together with a brief reflective commentary on the supervision, will have been reviewed by an MBT-C supervisor (not the same person who supervised cases) and have been approved as reaching the appropriate standard for MBT-C supervision. If not approved, the reviewer will provide written feedback on areas for further development, and provide recommendations re: minimum action needed before the supervisor can re-submit.
Once approved, MBT-C supervisors are encouraged, in addition to the CPD requirements set out above, to join a peer-supervision group with other supervisors, and have the opportunity to present their own work and work as a supervisor to this group at least three times per year. We also encourage attendance at other MBT trainings (e.g. MBT-A, MBT-F etc.).
!!Level D - MBT-C Trainer
In order to be included on a list of MBT-C approved trainers, it is necessary for someone to:
*Be an approved MBT-C practitioner and supervisor;
*Have done at least one other MBT training (e.g. MBT-A, MBT-F, AMBIT or MBT);
*In addition to one's own MBT-C training, to have observed and/or co-facilitated at least 2 other MBT-C trainings, alongside an approved MBT-C trainer, who approves your submission to become an MBT-C trainer.
For those who had gained significant experience in MBT-C practice and/or supervision and training, prior to these guidelines coming into place, please contact us via the MBT-C website, and your circumstance can be reviewed on an individual basis.
!!!!//Please feel free to [[Contact us]] if you have any queries!//
---
!!>[[Clinical Case Studies]]
!! Creating a Safe Space
The therapist’s mentalizing stance is just as important in our work with parents as it is in work with children in therapy. However, some aspects of the mentalizing stance are especially important or may take on particular significance in this part of the work.
One first aim of work with parents from a mentalizing perspective is suggested to be the creation of a play space, that is an environment where parents can “feel safe enough to mentalize, to envision, name, and play with mental states”. Doing so relies on our communicating to parents the importance that they have in supporting their child and our respect for their experiences as a parent.
!! Empathy and Validation
Paradoxically, it may require us to sometimes start by focusing on behaviour, if that is what the parent is struggling with, as a basis for creating context in which the parent feels heard and safe enough to become curious about mental states. Therapists can model the process of stopping, thinking, and wondering for parents with our mentalizing stance during sessions. Parents need to feel understood and taken seriously in their concerns and their struggles. In this, the therapist needs to hold a delicate balance between “emphasizing a parent’s strengths and empathizing with weaknesses”.
With regard to the latter, this may mean that there are times when we do not confront what we may consider “bad” parenting practices, even when we may have concerns about how they are affecting the child. Such a response helps to validate the parent’s experience and will hopefully make her feel heard, recognized, and supported. It may only be sometime later
that we can then come back to the incident itself and work together to think about other possible meanings of the child’s “disrespectful” look, for example, and explore alternative ways the parent could have responded.
!! Not-Knowing Stance
When working with parents in MBT-C a therapist may hold a not-knowing position, especially in the face of requests for advice or when hearing about parenting behaviours that do not seem productive. In such situations, we as therapists may feel a strong pull to make suggestions or to come up with an “expert” view on what a child needs to support his development. However, it is important to remember that the not-knowing stance is not the same as knowing nothing: As therapists, we have expertise and ideas, and sharing our knowledge and making suggestions is a perfectly valid aspect of working with parents in MBT– C. But it is only done at the point when the parents’ mentalizing is online so that these ideas can be accepted as another perspective, one that can be thought about, explored, and either accepted or rejected. If expert advice is offered when the parents’ mentalizing is offline, and they are perhaps demanding that you come up with an immediate solution
(teleological mode) or telling you that they know exactly why their child
behaved in a certain way (psychic equivalence), then the advice is unlikely to be of much help.
The parent therapist in MBT– C is therefore encouraged to resist the temptation to jump in and problem-solve, while validating the parents’ wish to find an answer about what they should do.
!! Mental States and Behaviour
In MBT-C there is also a risk that it may sound as if we are only
interested in thoughts and feelings and that behavior doesn’t matter. This is
not what we mean when we describe the importance of maintaining a mentalizing
stance. At the end of the day, the work with parents is not going to
be successful if the parents do not come away from it feeling that it has helped
them with the difficulties that first spurred them to seek help. To make sure
this is kept in mind, we have found it can be helpful to use an idea suggested
by Haugvik (2013), who, at the end of each session, asks parents two questions:
<<<
“What do you feel has been most important for you in our talk today?”
and “What do you feel has been most important in relation to the child in
this session?”
<<<
Haugvik points out that, in addition to providing an
opportunity to check that the work being done with the parents is relevant
and meaningful to them, these questions are also a way of stimulating mentalizing
capacity in the parents by encouraging them to think about what has
gone on in that day’s session—from their own perspective and that of their
child. And of course, if the answer to these questions is “nothing,” then this
is extremely important feedback for the therapist, who will need to acknowledge
this failure and invite the parents to work together next time to ensure
that the same thing doesn’t happen again.
---
!!!Next
<<image-link "Working With Parents in Conflict" "next.svg" "" "60">>
!!The Physical Setting
There are no strict prescriptions about the physical setting for MBT-C. However, it is recommended that therapy be conducted in the same room for all sessions and that this room not change too much between sessions.
In some settings, there may be an outdoor space available to the therapist, in which the child is able to engage in more physical activities. Therapy in these settings may be more helpful to children with attention-regulation problems (e.g., hyperactive, aggressive, lack regulation capacities).
!!Toys or Play Material
The child’s therapy room need not necessarily contain a lot of play materials or toys. On the contrary, for children with regulation difficulties, having too many toys to choose from may be overwhelming. Keep in mind that some children may feel safer in a smaller room, whereas others may need the space of a bigger room so as not to feel restricted. Ideally, the room should have enough space for the child to move around and carry out physical play. Having some personal things in the room may help some children and create a less institutional atmosphere, however it may also engender feelings of anxiety and rivalry toward other children when a room is too personal.
Playroom materials may include sensory or sensopathic materials that stimulate or awaken the senses. It may also be valuable to have dolls with a variety of skin tones and of different genders and ages. Art supplies and musical instruments may also be beneficial.
It may be helpful to think with the child and parents about how the space may be experienced and how it may affect the child’s behaviour in sessions. The aim is for the child to feel invited and at ease to play following their impulses (within certain limits) and to express themselves freely.
---
!!!Next
<<image-link "Time as a Framework for MBT-C" "next.svg" "" "60">>
The central aim of the review session is to provide an opportunity to
discuss the progress of the work to date and clarify the aims of the remainder of the intervention.
By the end of the
review meeting, a decision is usually made about whether to move toward
an ending, whether another set of 12 sessions is needed, or whether some
other form of intervention may be required (e.g., parent–child therapy, family therapy). Going back to the goals that were set at the beginning of therapy helps remind everyone where things were at the beginning of the work, allowing each person to consider whether progress has been made.
If work is being carried out in settings which use empirical measures of progress then these may also be consulted.
It is important to note that the atmosphere in a session can reflect the changes that have taken place.
At the same time, this review session is a good opportunity to observe
the parents’ capacity to facilitate the child’s participation while protecting
him from information that may be hurtful or difficult.
An MBT-C review session may offer opportunities to:
* Re-evaluate initial therapeutic goals in the context of current functioning,
* Explore the meaning of the ending,
* Provide an opportunity for the child and parents to express their unique perspectives regarding the process of psychotherapy in a secure environment where multiple perspectives are encouraged and respected
* increase the child’s and the parents’ sense of ownership over theprocess of therapy
* and practice communication about problems in a constructive way, together as a family.
In these review meetings, it is especially important to remember that
information about the process can be shared, but the content of the child’s
or parents’ therapy is confidential.
---
!!!Next
<<image-link "The Last Phase of Therapy" "next.svg" "" "60">>
!!Introduction
At the heart of time-limited MBT-C is a natural, human therapeutic presence, just as there is for most therapies. Though there is a danger that it gets overlooked or taken for granted, it is a fundamental therapeutic presence.
This presence includes:
* empathy
* genuineness
* non-judgemental, positive regard
* curiosity
!!Self Disclosure
When working from a mentalizing stance it may be helpful to have slightly flexible boundaries between the personal and private domain, such that the therapist practices ''judicious self-disclosure''.
Speaking openly about oneself can often help engage children, especially in the early stages of therapy, and can help create a sense that the therapist is friendly, genuine, and non-critical. In this way, the therapist presents themselves to families as a person with their own mind and perspective, who models honesty and courage for the children and families that they work with.
It is important to strike a balance, where one is neither detached and inscrutable, nor bubbling over with emotion in a way that might overwhelm the child. It is important to create a relatively safe environment in which levels of arousal can be modulated (neither too high nor too low) and in which there are two human beings in the room, both with their own thoughts, feelings, and histories. Both are probably anxious and expectant.
The relationship with a therapist, when there is a sufficient level of relational safety, offers an opportunity for the individual to “consider new knowledge from another person as trustworthy, generalizable, and relevant to the self ” (Fonagy & Allison, 2014, p. 373). The real significance is in the fact that the reduction in epistemic vigilance brings about change in rigidly held beliefs and opens up the capacity for "social learning", that is, the possibility of having different kinds of interactions and experiences in the world.
This in turn, helps changes that have taken place within therapy to be sustained beyond therapy.
!!Summary
The therapeutic presence of the adult who is offering MBT-C is a crucial element, and we should not underestimate the importance of this personal quality. It is not a set of fixed behaviours; being jokey for one therapist might convey authenticity, whereas for another, it would be forced and unnatural. These individual differences can easily be accommodated in MBT-C; what is important is the sense the child gets of being with an adult who is genuine, non-judgemental, empathic, and comfortable with a certain level of self-disclosure.
---
!!!Next
<<image-link "An Interest in the Mind not just Behavior" "next.svg" "" "60">>
!! Introduction
The information below provides an overview of the //normal //course of the development of emotional understanding and the sense of self in children across the early years, as these make up some of the key [[dimensions of mentalization|Dimensions of Mentalizing]].
!!!0-1 years
Infants appear to be receptive to dyadic communication, they attend to the their parent’s reactions showing that they are sensitive to emotional communication. At around 8 months, most infants are able to follow their parents’ gaze and engage in joint attention.
!!!1-3 years
At around 15 to 18 months of age, attachment patterns are evident in the toddlers' response to separations and reunions with primary care giver. By age 2 or 3 years, most children are able to recognise basic emotions through facial expressions.
!!!3 - 4 years
At 3-4 years of age children start to show a capacity to identify how others might feel in certain emotional situations. They will be aware of what others want, like, dislike and feel, something which is related to how others will react.
!!!4- 5 years
At 4-5 years of age children develop the capacity to imagine and represent the mental perspectives of another person, at this stage they no longer assume that others think as they do and know what they too know.
!!!5 - 6 years
When children start school their social world grows, which provides multiple opportunities and challenges for developing their sense of self and others within the context of making new friends and their place in the social structure of the school. This is associated with an awareness of more complex social rules and dealing with issues of acceptance, inclusion, and exclusion.
!!!6-7 years
Being at school aids a child's capacity for[[ explicit mentalizing|Dimensions of Mentalizing]]. At this age children still need help from adults to explain the reactions and behaviours of others. They may also begin to develop an understanding of emotions that require self-evaluation, such as pride, guilt, and shame, indicating that an awareness of social norms and expectations has come online.
!!!7 - 12 years
From 7-12 years most children have the cognitive sophistication that allows them to attribute individual personal qualities and mental states to themselves and others.
* Confirming and Validating= Actively Marking
* Inviting Perspective Taking
* “I think…”: Increasing self awareness and observation by modeling and inviting curiosity
* Identifying triggers of strong emotions
* Identifying usual “bumpy roads” / “hot spots” (behavioral sequence of interactions/ affective rhythms)
[img[child-and-female-therapist-300x200.jpg]]
!!Introduction
Successful mentalizing is not so much the capacity to always accurately
read one’s own or another’s inner states, but rather a way of approaching
relationships that reflects an expectation that one’s own thinking and
feeling may be enlightened, enriched, and changed by learning about
the mental states of other people.
In this respect, mentalizing is as much an attitude as it is a skill, an attitude which is inquiring and respectful of other people’s mental states, aware of the limits of one’s knowledge of others and reflects a view that understanding the feelings of others is
important for maintaining healthy and mutually rewarding relationships.
!!The Therapist Stance in MBT-C
When teaching MBT-C to therapists who
are new to the approach, there is often a temptation to focus on acquiring
specific techniques, as if they are the heart of any therapeutic approach. But
as most people working in this field would probably agree, any specific model
—whether MBT, cognitive behavior therapy, psychodynamic
therapy, or interpersonal therapy—is not simply a set of tools or techniques
that can be “applied” when working with children and families; it also implies
a stance, or way of being, that informs every aspect of the therapeutic work.
The therapist’s stance in MBT-C is not simply in the background
as the “real work” of therapy is conducted; it is at the core of what MBT is
and how it works.
For this reason it is introduced here prior to detailing the specifics of MBT for children (MBT-C) itself.
This area of the wiki puts fourth the key components of the mentalizing stance including:
<<list-links "[tag[Therapist Stance]tag[Therapist Stance]]">>
---
!!>[[Back to MBT-C Therapy Contents|MBT-C Therapy]]
!!Time limited
Being transparent about the time limitation and the number of sessions remaining gives the child an opportunity to prepare for and work through the separation that comes with the end of therapy. Many children in therapy have experienced multiple separations in their lives but may not have always had the time to prepare and work through them, making this a new experience in which feelings about endings can be addressed together with the therapist.
Because MBT-C is process focused, the time frame can also serve as a port of entry in terms of activating relational dynamics.
An MBT-C therapist may actively work with the time limitation by using a calendar. The aim of the calendar is to:
* stimulate a sense of ownership of the therapy in the child,
* to encourage a reflective stance,
* to help the child gain a sense of the time-limited nature of the work.
As part of establishing the framework of the therapy, the therapist tells the child that at the end of each session, they will draw something in the calendar and that this is a way for them to keep track of the sessions and reflect together on what has happened that day. The child can also decorate the back of the calendar to make it more personal and thereby enhance the sense that it belongs to them.
When there are 5-10 minutes remaining in the session, the therapist asks the child to draw something on the calendar, with the rule that anything the child chooses to draw is OK. The calendar belongs to the child and they can decide what to draw on it. The therapist should refrain from suggesting or helping the child draw unless the child explicitly asks for this.
There may be times, however, where the therapist needs to take responsibility for the calendar, for example, by not letting the child tear it apart, paint all over the different spaces or otherwise ruin it. The function of the calendar needs to be preserved and mentalized in itself.
---
!!!Next
<<image-link "Focus Formulation" "next.svg" "" "60">>
[img[alphabet-blocks-blur-591652.jpg]]
!! Central role of play in time-limited MBT-C:
Play is a powerful medium, providing a way to explore relationships, to learn about the world of feelings, and to find one’s own psychological voice as a child. Play is a form of social learning because all kinds of experiences in daily life are rehearsed, changed, and completed and, through these means, integrated in the behavior repertoire of a child.
Play is considered a fertile ground for child to experience transitional space – space that is metaphorically created in the process of the child’s realization that she is separate yet connected, both physically and emotionally from the parent.
When a child plays, she is learning to separate what she feels inside and how it is related yet separate from what is in the external world. Thus, the capacity to take a playful stance may be a critical step in the development of mentalization.
In this process it is however important that an adult is available to help the child make sense of the experience by ensuring the child feels safe in the context of her explorations, and by at times translating the world of emotions.
It is possible to enhance the child’s awareness of mental states in himself and in others whilst they are playing by using a range of techniques, for example 'describing the play process':
* This technique aims to increase awareness and draw the child’s attention to the way he plays during the therapy sessions.
* This is an active process in which the therapist summarizes and integrates all the information presented by the child during the play session (behaviours, affects, themes).
* For some children this can help to create an awareness their own actions, or give them a sense that what they are doing can be seen and reflected by someone else, that the therapist is curious about what they are doing.
At the next level, the therapist may label and describe what the child is doing in terms of mental states. This helps to highlight potentially problematic areas and helps to mentalize about the child’s type of play, without overheating the emotional relationship by forcing the child to talk about painful or stressful situations that he is not ready to talk about.
---
!!!Next
<<image-link "Stimulating the Play Narrative" "next.svg" "" "60">>
!!Child Sessions
When working with two therapists, the child’s therapist meets with the child to
begin to establish a therapeutic alliance and gain a better understanding of the
child’s perspective. The therapist formulates an initial assessment of the child’s
capacity to mentalize (strengths and weaknesses) and how this may relate to the
presenting problems.
!!More
Below are more pages on the different types of sessions within the assessment phase:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Outline of MBT-C Assessment'>>
</div>
!!Parent/Carer Meetings
When working with two therapists, these meetings take place with the parents’ therapist
in parallel with the child’s assessment meetings. They provide an opportunity to
establish a therapeutic alliance with the parents and gain a better understanding of
their perspective of the child and the presenting problem(s). During these sessions,
the therapist formulates an initial assessment of parental reflective functioning
(strengths and weaknesses) and how this may relate to the presenting problem(s).
!!More
Below are more pages on the different types of sessions within the assessment phase:
<div class="tc-table-of-contents">
<<toc-selective-expandable 'Outline of MBT-C Assessment'>>
</div>
[img width=100% [michal-parzuchowski-W9ULJJwG2fA-unsplash.jpg
]]
!! Introduction
Some of the children who are referred to child mental health services may have a limited capacity to mentalize about themselves or others. Such limitations can be evident in their inability to know what they feel, and to use reflections on their feelings to regulate emotions and attention.
An underdeveloped capacity to mentalize may observed when children:
* do not know and cannot identify what they are feeling;
* cannot use knowledge of affect to self-regulate;
* cannot see themselves from outside (e.g., how angry they are);
* cannot identify their reactions to hurt, sadness, fear, and anger;
* cannot describe what they are like as people (i.e., their personality);
* cannot tell a story of their lives (i.e., their autobiography);
* demonstrate difficulties related to extreme temperament, and/or ruminate (i.e., have difficulties with thinking too much).
An underdeveloped capacity for mentalizing may be attributed to:
*''Genetics'' - For example, children with autism spectrum disorder (ASD) may have limitations in basic mentalizing abilities, such as the ability to read the minds of others by analysing their facial expressions. Children who are blind or deaf may also experience difficulties mentalizing because the normal ways of learning to mentalize have not necessarily been available to them (for example, blind children cannot learn to infer internal states from facial expressions or body language)
* ''Lack of opportunity'' - Children may not have had the support or opportunity to develop the capacity to create representations of themselves
* ''Parents who struggle with [[reflective functioning|Reflective Functioning]]'' - If parents are 'behaviour focused', a child may have few opportunities to learn to think about themselves and their behaviours as being motivated by underlying mental states.
*''Parents with psychiatric disorders or substance abuse'' - that have affected their capacities to parent, particularly when attachment relationships have been disrupted.
*''Children who are traumatized, adopted, or in foster care'' - Such experiences influence a child's ability to develop skills in mentalizing, particularly when attachment relationships have been disrupted. In cases where there may be a history of abuse, children may have developed ways of coping in relationships that are adaptive and keep the child safe (for example, it is not conducive to emotional wellbeing to try and understand the emotions of someone who is abusive towards you)
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
!!!!//Some of this content is from the AMBIT manual//
[img[joshua-ness-225844-unsplash1.jpg]]
!!Supervisory Structures
For the therapists working with this model, it is equally important
to actively mentalize and to notice when our mentalizing (inevitably) breaks
down. One of the main tools therapists use to maintain their ability to reflect and stay on track is supervision.
The therapist’s supervision needs to provide a place of psychological safety, where the therapist can bring doubts, anxieties, thoughts, and anger and, last but not least, celebrate the work they do and the progress their patients make. Reflective questions about the therapist’s own assumptions and beliefs can be helpful to unravel implicit aspects of the relationship between the therapist and the child and parents.
In light of mentalizing challenges that can arise due to the therapist working in high stress conditions, a particular format of supervision has been proposed to help maintain or reactivate the therapists mentalizing stance. This model consists in a four step process which has been referred to as:
!!!'Thinking Together'
* ''Stage 1. Marking the task.'' Rather than beginning with a detailed narrative of a session, the supervisor is encouraged to invite the therapist to briefly consider, “What do you need from this conversation?” This question, like time-limited therapy itself, can help to ensure that a focus is maintained in the supervision.
* ''Stage 2. Stating the case.'' The therapist is invited to share enough information about the case and the current situation without slipping into overly long storytelling. The supervisor helps the therapist to stay focused on the “bare bones” to avoid slipping into lengthy or overly detailed recounting of background history or what happened in the session.
* ''Stage 3. Mentalizing the moment.'' This is the heart of “Thinking Together,” when the supervisor invites the therapist to explicitly reflect on the case and the issues that they have brought to supervision. The aim of supervision at this stage is not to find the “right” answers but to mentalize about the process, the child, the therapist, and their relation. It is important to find a balance between being self-critical and reassuring toward others or self. All clinicians have their own style, and it can be difficult not to become stuck in a particular stance or a single model but instead stay curious, open, flexible, and creative. Being challenged by colleagues in a safe space can facilitate an open-minded approach to our work.
* ''Stage 4. Returning to purpose.'' Having actively mentalized the moment and (we hope) helped the therapist regain their mentalizing stance, it is important to return to the task that was set at the beginning of the supervisory discussion, so that active mentalizing can be used to help address the issue at hand. Thus, this mirrors the therapeutic process itself, in which improved mentalizing is not an end in itself but a tool that can help us to develop more creative and flexible approaches to the challenges we face so that we are able to manage them better.
!! Things to Remember
We have our own ways of seeing and interpreting things around us, depending on our cultures and histories. We also have our own bodily histories, with unique sensibilities that can become actualized in interactions with others. These subtleties are often difficult to put into words. Using video-recorded material can often reveal these interactions, as well as other implicit dynamics
outside the therapist’s explicit awareness. For this reason, we strongly recommend working with recorded material at least occasionally in supervision to be able to reflect on important processes that might otherwise go unnoticed.
Where possible, it has also been found that it can be helpful to arrange the timing of sessions so that the therapist has the possibility of sitting down
after the session and taking some time to reflect on thoughts and feelings in the moment. Going beyond writing summary notes for a file, we have found
that it can be valuable to reflect on one’s own emotions and bodily experiences.
!!Video Examples
!!!''How not to do it: Thinking Apart''
Here we offer an example of what might be called ''"Thinking Apart"'' - well-meaning but un-marked and un-boundaried (and ultimately, not very well [[mentalized|Mentalizing]]) discussion, that can inadvertently serve to amplify anxiety or shame in the worker:
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/dhVwRaNGmtk" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe></html>
!!!''Thinking Together (OK, it is idealised!)''
<html><iframe width="560" height="315" src="https://www.youtube.com/embed/iUaWgJ2ibiE" frameborder="0" allow="autoplay; encrypted-media" allowfullscreen></iframe></html>
The focus should be easy for child and parents to understand.
Themes of the focus are often related to self-esteem, regulation, autonomy, dependency, and developmental forces.
The focus formulation aims to be exploratory or affect regulatory and formulated in a nondramatic, even playful way. The focus formulation is different from a problem formulation in that it points to the work that can be done in therapy with an emphasis on hope curiosity and resources.
Focus can be formulated as
- Sentence (this will require therapists thinking to be explained)
- Short story (can include more dynamics observed in the assessment, thereby being more self-explanatory)
Sharing the focus formulation with the family is one of the most important parts of the assessment. It concludes the assessment phase and introduces the treatment.
Note: when presenting the suggested focus formulation – it is helpful to explain the thinking behind your suggestion, thereby modelling how you can keep someone in mind, wonder about them and think about them from different perspectives.
Focus traps to be avoided when formulating:
Remember the aim is to stimulate curiosity and mentalizing.
Oppositely to other models, it is actually preferable that an MBT-C focus not be well operationalized or easy to measure. Reasoning for this is to avoid a focus that can be easily failed; for example:
- Fight less at home,
- Worry less
The focus aims more at stimulating reflection and curiosity. Given the focus should facilitate looking more at internal processes and not only behavior, the focus needs to be formulated with that in mind.
Important to bear in mind that proposed formulation may not feel right to child or family, hence it is offered as an option that can be negotiated, conveying the message that the therapist is not necessarily right or an expert, and that the family has the ability and place to correct the therapist and helping the therapist to identify another focus. It can therefore be a constructive and therapeutic task to think together about what the focus should be.
Example of exploratory focus formulation can be: getting to know x and y better or finding out what y needs to be proud and happy.
We recommend you use the MBTC workbook during supervision. You may wish to use this main workbook to remind yourself of various aspects of the theory or practice, or as a jumping off point for discussion.
Your local MBTC team may have it's own MBTC workbook, which includes all aspects of this central workbook but can be adapted to reflect how MBTC operates in your local setting. If you have one of these local workbooks, we encourage you to use it to record notes and reflections from supervision, which you can return to and use as a tool for capturing and furthering your learning as a team. Some (or some parts of) local MBTC workbooks are password protected, but please be careful not to record confidential information in open access spaces on the workbook.
!! ''The Fidelity Scale''
''The Fidelity Scale has been developed by Vikki Li, Dr Elena Panagiotopoulou and Dr. Jordan Bate''
Researchers and students at the Anna Freud Centre are developing a Fidelity Scale as a tool for assessment and reflection. At the moment this tool is still in development, and not yet complete. However, you may find it useful to look at the Fidelity Scale and use it in supervision, thinking together about the core principles and techniques that are park of the MBTC model. This discussion will serve as a guide to help clinicians focus on areas of strength and areas for growth during their supervision.
Importantly, to MBT-C treatment, the focus of MBT-C supervision is not on what the clinician did “right or wrong,” but rather a process of reflecting on the work with each patient in which clinicians and supervisors do the following: 1.) make the implicit explicit, in terms of what you did or did not do, and 2.) attend to and explore the thoughts, feelings and intentions that were underlying your behaviour as a clinician, and those that may have been underlying the behaviour of the patient in the session.
We are all prone to slip into non-mentalizing modes when working with patients who are emotionally dysregulated and not mentalizing. Therefore, a function of the supervisory relationship is to restore and facilitate the clinician's own mentalization. By practicing restoring one's mentalizing functions in the context of supervision, we become better able to restore our mentalization when we are in the room with patients and to help them to develop or restore their mentalizing capacities.
Please click the link below to open the Fidelity Scale in Microsoft Word:
[[MBT_C_Fidelity_Scale_Mar_2020.docx]]
!!Trainers
!!!Why
* Additional resource - access to resource
* Help people to stay on the model
* Prepare for training
!!!How
*Introduce the manual - describe what it is for (will become clearer)
* Cross referencing (how you can use it in other settings - how you might use it in supervision) - this morning we covered the therapist stance - more guidance and info on this on the wiki
* Addition of topic guide from training day to be added to local manual.
*Access to videos (or additional videos) - //know what videos are on here linking to which days//
----
!!Trainees
!!!Why
* Additional resource - access to resource
* Help people to stay on the model
!!!How
*Introduction to the manual - opportunity to explore the manual (lunch or end of day 1)
* 'Homework'
* Training topic guide to access post training (revisiting training topics)
* Create logins ahead of training and get logged in (instructions to add a page)
!!Manualizing
Capturing ideas and creating plans for how various aspects of MBT-C can be tried in the local team and then adapted, having reflected as a team on how these things have been going for the team. Areas to be manualized include:
* Implementation (implementation plans- see AMBIT) - Linking to [[Using the Manual in Supervision]]
** How and why we are doing MBT-C the way we are
!!Access to Resources
Trainees have easy access to the MBT-C content which they can revisit when they please. The local teams can also adapt their local manual to come to reflect their teams local culture.
This page lists all of the pages in the guide which have video content within them. Any pages tagged with <<tag Videos>> will be listed below:
<<list-links "[tag[Videos]tag[Videos]]">>
Below are some videos about the development of mentalizing in babies and young children. These include: 'the still face' experiment and the 'cliff edge' experiment
<iframe width="560" height="315" src="https://www.youtube.com/embed/apzXGEbZht0" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>
<iframe width="560" height="315" src="https://www.youtube.com/embed/p6cqNhHrMJA" frameborder="0" allow="accelerometer; autoplay; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe>
//Team to add details of service at the AFNCCF//
!! Welcome to the AFC Post-Adoption Team's Manual
<center>[img width=500 [tina-floersch-CcbnSarTldQ-unsplash (1).jpg]]</center>
---
!!!How to Use & Edit the Manual
<<image-link "How to edit your teams manual" "luciano-de-sa-ObwMZBdEWdI-unsplash (1).jpg" "How to edit your teams manual" "200">><<image-link "User Guide" "anastasia-petrova-xu2WYJek5AI-unsplash (1).jpg" "User Guide" "210">> <<image-link-ext "https://manuals.annafreud.org/mbt-c/index.html" "download.jfif" "MBT-C Manual" "200">>
[img width=100% [download.1.jfif]]
!!Introduction
MBT-C is a time limited therapeutic intervention for children aged 5-12 and their parents. Children attending MBT-C may have problems with anxiety, depression or behavioural problems. MBT-C may also be suitable for children with traumatic experiences or children who have experienced loss. MBT-C is a transdiagnostic treatment, which is based around the core theory and practices of [[Mentalization|Mentalizing]].
‘[[Mentalization|Mentalizing]]’ is a psychological term that refers to the ability to recognise and understand our own thoughts, feelings, intentions and behaviours, those of others, and the interaction between the two. When parents or carers are able to 'mentalize' their child, this is associated with more secure attachments, and less emotional and behavioural difficulties in school-age children. Likewise, children with a high capacity to mentalize are generally better able to manage their feelings and behaviour, and this can help them to make the best possible use of the adult support around them.
The aim of MBT-C is to enhance the child’s capacity to regulate emotions and to mentalize about self and others. In MBT-C, work with parents or carers is an important part, where parents/carers are helped to reflect on their child in order to understand and support them better.
!!The Book
The material in this workbook is adapted from a number of sources. The main source is the book:
''Mentalization-Based Treatment for Children: A Time-Limited Approach'' by By Nick Midgley, Karin Ensink, Karin Lindqvist, Norka Malberg, and Nicole Muller.
You can find out more about the book here: https://www.apa.org/pubs/books/4317444
[img[mbtc.jpg]]
!! What's here?
<center><<image-link "MBT-C Theory" "aaron-burden-stF4NDMbH24-unsplash (1).jpg" "MBT-C Theory" "195">><<image-link "MBT-C Therapy" "susan-holt-simpson-H7SCRwU1aiM-unsplash (1).jpg" "MBT-C Therapy" "220">> <<image-link "How to use MBT-C Workbook" "anastasia-petrova-xu2WYJek5AI-unsplash (1).jpg" "User Guide" "230">> <<image-link "MBT-C Workbook Index" "book staircase.jpg" "MBT-C Workbook Index" "210">> <<image-link-ext "https://manuals.annafreud.org/mbt-c/private.html" "neonbrand-1-aA2Fadydc-unsplash (1).jpg" "Training Resources" "220">><center>
<<image-link "The Importance of Mentalizing" "Back Arrows_MBT-C.PNG" "" "50">> ''Back to previous''
<center>{{good mentalizing.PNG}}</center>
Key elements of good mentalizing:
* Curiosity about self and others - listening skills and empathy
* Ability to talk about and regulate emotions and feelings
* Awareness of the opacity of other minds
* Awareness of the impact of affect on self and others
* Ability to take the perspective of others
* Capacity to trust others
---
!!!Next
<<image-link "Mentalization Video Teachings" "next.svg" "" "60">>
!! Alternatives to Symbolic Play
Not all children referred to therapy are able to make use of symbolic play.
As children get older, they become less inclined to play, but may be able to use drawing and clay.
For older children, board games can be used to address issues around rules and losing, but for some children, physical games, such as playing with a hockey puck and sticks, can be useful to practice control and care.
When a child cannot or will not participate in pretend play, activities that involve the body and movement may be helpful.
Typical activities can include:
* Playing with balls (e.g., tossing balls back and forth),
* Sword fighting,
* Playing music together, or
* Playing in a gym
!! Play and Expressing Anger
Some children child may have had few opportunities to have anger normalized by understanding that we all feel angry sometimes and that anger can be important for overcoming obstacles, coping when someone has hurt us, or protecting ourselves. Some children, for example children in care, may have had few, if any, opportunities to talk freely about how angry they feel and have this accepted or tolerated. Not having learnt to regulate these feelings, children who struggle with anger may then be afraid that upon expressing these feelings they will be rejected.
A therapist may respond to this by helping the child to acknowledge that angry feelings are normal and can be accepted and validated so that they can be less afraid of anger and begin to see it as something normal that can be controlled.
For example, one therapist could suggest to the child that they “throw clay at the floor”. This would communicate that the therapist is not afraid of the child’s anger and is inviting the child to express the anger in the room with her.
[img[angry child.jpg]]
The therapist thus would give the child permission to express their physical anger and frustration in a somewhat wild, but also controlled way. By engaging and even encouraging the child in this clay throwing activity she would be helping the child to express the feelings that the child would normally be too afraid of and think of as forbidden and unacceptable, so that these feelings become less frightening and dangerous.
Through this process, the therapist would communicate to the child that she is not afraid of their feelings even when they are manifested in a big and angry way and that they can be expressed without hurting others, and that it is human to feel this way. In so doing, the child might begin to feel less afraid and have a sense that his feelings can be tolerated, accepted, and thought about, paving the way for self-acceptance and self-regulation.
The use of clay or a sand tray could also help to establish contact with children who present as inhibited or unwilling.
All these activities have in common that they do not demand any fine motor skills but also can be used to play with rhythm, force, and rituals. When a ball is thrown, the therapist may illustrate (mirror) with a sound the force and the course of the ball. When playing music together, the therapist can lead the way in experimenting with volume, rhythm, and tempo. Activities that stimulate the senses may be good for children not yet able to play symbolically (e.g., encouraging them to feel how the sand, water, clay, or paint feels in their hands).
---
!!!Next
<<image-link "Ensuring that Interventions are Adapted to the Right Level for the Child" "next.svg" "" "60">>
[img width=100% [daiga-ellaby-7edWO30e32k-unsplash.jpg
]]
''Temporary Difficulties with Mentalizing ''
Parents, like all people, sometimes struggle to mentalize. It is common for mentalization to break down when parents are overwhelmed with emotional difficulties such as stress, anxiety, anger, or sadness. This could happen for any number of reasons: financial worries, a difficult divorce, stress at work, etc. In these stressful situations the parent may not be able to keep their children in mind or be emotionally available to them.
In particular, parents with who struggle with their temper (emotion regulation), may at times be good mentalizers, however, during emotional situations they may lose control and therefore be unable to step back and see themselves from the outside to recognise the impact of their behaviour.
''Chronic Difficulties with Mentalizing''
Parents who experience chronic difficulties with mentalizing may have themselves experienced parenting which was not reflective, as part of an intergenerational cycle of poor reflective functioning and insecure attachment. They might also have experienced trauma or abuse, which has impacted their capacity to mentalize.
Chronic mentalizing difficulties can also occur when a parent is:
*Young / Immature
*Experiencing substance miss-use
*Experiencing dissociation or psychological withdrawl from their children
*Experiencing mental illness
These issues can lead parents to fail to engage their child in essential interactions that will help the child to develop his/her own capacity to mentalize.
When parents experience difficulties mentalizing, they may struggle to see beyond their child’s behaviours to consider the mental states that are accompanying such behaviour (See [[Iceberg Analogy|Iceberg Analogy.jfif]]). In such circumstances parents may not be able to see their child's distress and may in turn react in a way that escalates behaviour rather than helps the child to feel understood.
When parents are struggling to mentalize, it may appear in a number of ways, such as the following:
* a focus on their child’s personality and behavior, without attention to their mental states or internal experience;
* excessive blaming or fault-finding;
* trying to control their child’s behavior, through authoritarian styles of parenting (Baumrind, 1966);
* exhibiting unmodulated mental states themselves, without awareness of the impact these may have on their child; and/or
* demonstrating negative distortions and attributions to their child (e.g., asserting that their child is crying “because she wants to punish me”)
---
!!>[[Back to MBT-C Theory Contents|MBT-C Theory]]
They are many reasons endings may sometimes be abrupt or unplanned,
although one of the advantages of time-limited work is that it tends to reduce
the level of premature termination (Ogrodniczuk, Joyce, & Piper, 2005).
Nevertheless, there will be times when, for a range of reasons, therapy has to stop
before the planned ending. That does not mean that these endings cannot still
be opportunities to validate and empathize with a difficult external reality that
often renders both the therapist and the family feeling helpless and frustrated.
!! Common Reasons for an Abrupt Ending
* Parents may say they feel that the therapy isn’t being helpful (or that it is making things worse) or that it is too great a burden to bring the child.
* Sometimes parents want to end to treatment because they cannot take more time off from work
* Sometimes parents say that other children in the family need their care
* Sometimes parents cannot continue with therapy for financial reasons.
These concerns should always be taken seriously and the reality of external circumstances recognized. In some cases, such concerns can offer an important opportunity to explore something that has gone wrong and address misunderstandings.
However, when faced with a family that has determined that they cannot
continue therapy, the therapist in MBT–C should attempt to manage some
kind of planned ending, one that includes acknowledging the loss and saying goodbye. In this context, the goal is to have at least one session where
the child is able to say goodbye and the parents are able to return without
fear of retaliation and see that their wish to end treatment is understood and
respected. Such situations can be difficult, especially when the therapist may
feel angry about the child’s therapy ending or think that the decision is a bad
one. In these situations, the MBT–C therapist will try to acknowledge the
external and internal realities and help verbalize other feelings associated
with the process of saying goodbye.
!! When the Child wishes to end therapy
Sometimes a child does not want to continue therapy because of a healthy
desire to use the time to be at school or with friends, or simply to avoid the discomfort and pain emerging from the sessions. It is difficult for therapists to know
when a child’s desire to leave treatment should be discouraged or respected.
Because the parents are regularly involved in treatment, the therapist can discuss with them the child’s wish to stop. She can also tell the child she really
wants to understand and explore his wish to stop coming.
When a child is unable to commit to therapy but the problems are getting worse, it is necessary to consider whether the child needs more intensive
therapy (e.g., day or inpatient treatment) or whether some other approach
should be considered.
''Overview ''
MBT-C is suitable for children in middle childhood (roughly between the ages of 5 and 12) with a wide range of clinical difficulties, including both internalizing and externalizing presentations. It is a flexible approach, and therapists can adjust how they will work with the child to ensure the process is appropriate given the individual's age and level of functioning.
MBT-C may be suitable primarily for children presenting with affective or [[anxiety disorders]], mild or moderate [[behaviour problems]], as well as those who need help dealing with a particular life challenge, such as parental divorce or bereavement. MBT-C may also be suitable for children who have experienced trauma and attachment difficulties.
''Externalizing disorders''
Although nonbehavioral therapies generally report less successful outcomes for children with externalizing problems, MBT-C may be helpful for externalizing and aggressive children. This is because parents as well as clinicians often focus on the “noisy” symptoms, while missing co-occurring internalizing symptoms, such as anxiety, depression, or low self-confidence (Goodman, Stroh, & Valdez, 2012). Many children with
conduct problems have received little help in understanding and integrating aspects of their temperament such as impulsivity, aggression, competitiveness, or dominance and may benefit enormously from the opportunity to think about this with someone who is curious rather than judgmental.
''Trauma and Abuse''
For children with experiences of trauma or loss, the therapist needs to assess the extent and severity of the trauma to establish whether a time-limited model is suitable or sufficient. Furthermore, for some children who have had multiple rejections (e.g., those who have had multiple moves among different foster families), ending and separating so soon after establishing a bond, perhaps for the first time, may not be therapeutic. With these children, the therapist should make a careful clinical evaluation and embark cautiously on time-limited psychotherapy, with the notion that more extended treatment may be needed.
Children who have experienced chronic trauma, such as neglect or abuse, or who have disorganized patterns of attachment, often show epistemic hypervigilance. When presenting for services, these children may display a combination of internalizing and externalizing problems. Rigidity and instability are common features, and there is a high risk of emerging personality problems. For many of these children, a short period of time-limited MBT–C will not be enough. However, this is not to say that offering open-ended, long-term work is necessarily the better option.
''Neurodevelopmental Disorders ''
Neurodevelopmental disorders, such as [[autistic spectrum disorder (ASD)]] and [[pervasive developmental disorder (PDD)]] may be suitable cases for MBT-C, possibly with some modifications. These children may be particularly in need of help with developing mentalizing skills around specific
key issues or difficulties, while accepting that their abilities are perhaps different from typically developing children.
''Epistemic Trust''
One factor to consider when thinking about suitability for MBT– C is the nature and quality of the child’s capacity to consider new knowledge from another person as trustworthy, generalizable, and relevant to the self (Fonagy & Allison, 2014). When a child or his parents (or both) have a greater degree of epistemic distrust, more time may be needed to build a relationship to the therapist(s), but the argument for offering a more mentalization-focused intervention is stronger because the focus of the work explicitly focuses on addressing what may stop the child or parent from being able to learn from others. However,
the process of generalizing what is learned in therapy may take longer because of the mistrust that can only gradually change into trusting oneself and others. This is more often the case for children with insecure attachments, where helping to address the child’s epistemic vigilance and suspicion toward others may be a core part of the therapeutic work.
---
!!!Next
<<image-link "Overarching Aims of MBT-C" "next.svg" "" "60">>
!! The Challenges of being a Foster Parent
Although the approach to working with foster parents in time-limited MBT-C is similar to that with other parents, there are a number of specific issues that this work can raise. First of all, many of the children who come into the care system spent their earliest years without a parent who is able to notice or think about what is going on in their minds or offer marked or contingent mirroring. Such children may have had many experiences in which their intentions were misread, there were negative attributions about their behaviour, or there was extreme inconsistency in how their attachment needs were met. In turn,
these children may be avoidant of their dependency needs; they may appear
highly controlling and domineering in ways that invite rejection from adults
and may even be frightening. Or they may be prone to hyperarousal, behave
in a way that can be seen as “attention-seeking,” or be indiscriminate in their attachments (Taylor, 2012). These children are likely to have negative views of themselves, often believing they are unlovable, shameful, and worthy of rejection.
Research has suggested that some foster parents may have variable levels
of reflective functioning, with limitations specifically in aspects that may be
most important for effective fostering. It is not surprising, then, that fostered children and their carers often struggle to understand each other. Furthermore, foster parents may well have
trouble dealing with the highly rejecting behaviour that these children may
display or struggle with their incapacity to show emotional responsiveness. For example, some carers may struggle to set limits out of a wish to make up for the lack of love and care that they imagine the child experienced when they were younger, or possibly out of fear of the child’s aggression and anger. Such complex dynamics may also get played out in the systems around the child, for example through mutual anger among the child, foster carers and social work team. In these situations, foster parents often have to endure the lack of permanency
and the unexpected demands of a system that, although designed to support
them, often turns to measures that result in an exacerbation of non-mentalizing
responses to the needs of both carers and children. As a result, foster
parents may end up feeling frustrated, angry, puzzled, or deeply distressed.
[img[angry child2.jpg]]
!! Supporting Foster Parents
Given how hard it can be for foster parents if a child sees them as uncaring or nasty, or treats them with distrust and hostility, the parent therapist may need to work especially hard at helping
the foster parents see things from the child’s perspective. In many cases this
can be helped (if foster parents do not already have this knowledge) with a
degree of psychoeducation about attachment and trauma and the impact of
early maltreatment and abuse on how children see the world and relate to it.
Foster carers can often struggle with managing problematic behaviours due to the extreme emotion dysregulation they are frequently challenged to respond to. Often there is uncertainty in whether to choose an entirely behavioural approach (e.g., rewards, time-outs, punishments) or having to simply empathize. The latter however can leave foster carers feeling like they are giving the child carte blanche to behave as they like. In this regard, the concept of “two hands” is compatible with a mentalizing approach. This involves managing behaviour on the one hand, while seeking to understand it on the other.
<<<
it is easier to influence others when they
have a feeling of being understood and connected with [and] nowhere is this
more important than when disciplining your child
<<<
!! Working with the Professional Network
The therapist may also need to liaise with teachers, social workers, and other allied professionals. The aim of this work is to help “mentalize the system” by offering a new version of the child’s behavior, one that introduces an inquisitive style alongside a developmental and trauma-informed perspective. When the members of the professional network around a child in
care are under pressure, they may lose the capacity to remain reflective. If the
network cannot sustain such pressure, they are likely to act out in unthinking ways, often making rash decisions that may not be based on holding in mind
the child’s perspective. When operating in a
nonmentalizing, teleological mode of this sort, there can be a powerful pressure
to “do something.” Although action may well be necessary, the therapist
may need to make use of mentalizing techniques such as slowing down, stop
and review, or simmering down with members of the network around the
child to help restart more mentalizing interactions and ensure that any action
taken is thoughtful and based on the capacity to take the foster child’s perspective
---
!!!Next
<<image-link "Working with Foster Parents" "next.svg" "" "60">>
[[Pretend Mode]] was discussed in MBT-C Theory. Here we talk about ways of working practically with children in pretend mode.
Sometimes as part of a general style of avoiding or cutting off feelings
that may be especially hurtful or overwhelming, children can slip into pretend
mode. In this state, the child can, for example, pretend not to care about
something painful and defensively create grandiose fantasies. The therapist
and child are then stuck, unable to address and metabolize the real issue.
!! Fantasy Stories
The therapist may find a way to make contact with the child
and bring her back to the here and now by short-circuiting the pretend mode
she has used to avoid her feelings. One way of doing this is to use a mixture of playful
exaggeration and empathy. For example, if the child is telling a highly improbable story about how the tooth fairy stole her mother's purse, the therapist might ask 'so did you think about reporting it to the police? Did you notice if the fairy stole anything else?' By playfully accepting and even extending the child's fantasy story, the therapist hopes toshock the child and may allow her the opportunity to see herself from the outside, through the therapist. In other words, the therapist can use pretend mode in the service of making the child aware of how she has used it.
This is a high-risk intervention that should be employed with caution and only when there is a good working alliance. It should then be followed by an empathic clarification when the child is back in contact with the therapist.
!! Empty and Repetitive Play
Pretend mode can also manifest as empty and repetitive play, disconnected
from anything meaningful, such as simply lining up toys or painting
repetitive patterns or decorative flowers all over the page. This appears
to have the function of “papering over” any feelings or thought so as not
to feel or think. In these cases, the therapist can try to connect with the
child by suggesting that she add specific things to the drawings or the play
or by making things happen. For example, the therapist might engage the
child in making a messy drawing together, or “messing around,” as a way to
help the child become unstuck and engaged. The therapist can also try to
bring the child back into the room by commenting on her drawing technique
or being interested in her way of doing things, imagining what this
might be expressing or gradually pulling her actions into imagining with
the therapist.
!! A Strengths-Based Approach
The work with parents in the MBT– C model is, as much as possible,
a strengths-based approach, starting with confirming and validating what parents
are doing well. Reinforcing parents’ attempts to understand their child
during the session helps them to feel at ease and understood, in turn fostering
an atmosphere of mutual collaboration and exploration. This can make
it possible for parents to develop increased curiosity about their children’s
inner worlds.
For example, when working with a young single mother who spends hours helping her son with homework after a long day’s work, even though this often leads to arguments, it can help to start by commenting on the conscientiousness and effort this takes on the mother’s part. Starting in this way may help her be more receptive to thinking with the therapist, but
also affirms her strengths, helps her feel capable, and engages with the side of
her that is resourceful. The mother may then work with the therapist, helping
her discover and develop her other capacities as a mother, for example,
to become more thoughtful about her son and to explore what is leading the
two of them to end up arguing so often
The parent therapist takes an active stance to support the parent and works alongside, or “behind,” the parent, trying to see things from his or her perspective (Lieberman, Padrón, Van Horn, & Harris, 2005). The therapist takes an active role and does not hesitate to share information when this can be helpful to the parent. The therapist is mindful of what the parent will be receptive to and be able to use and takes care to work in the parent’s zone of proximal development (Vygotsky, 1978). By this, we mean trying to offer only what the parent is able to make use of at that moment or intervening only one step ahead of where she is currently operating, helping her to achieve what is within her reach. The therapist takes care to build on the strengths of the parent and make sure that she feels her efforts and struggles are acknowledged. The therapist also highlights successful mentalizing, ensuring that parents see
how doing this well makes a difference to their relationship with their child.
For example, when working with a father who often takes on the role of discipling his son for his aggressive outbursts, the therapist suggested to the father that he should not direct the play with his son but simply follow his son’s lead. In so doing, the therapist was trying to invite this boy’s father to develop his own curiosity about his son’s experiences. Thus way, the father was able to see an aspect of his son that he did not usually notice, and also found time to reflect on what it was like for him as a father to have this different kind of interaction – one that hadn’t been part of his own experience of being parented as a child.
!! The Parent 'APP'
The 'parent app' can be a helpful tool for parents who want to attune to their child’s experience and improve their relationship. This consists in a stance that parents are encouraged to take, made up of three components:
- attention
- perspective taking
- providing empathy
The impact of being attentive to what the baby or child is doing, thinking or feeling cannot be overestimated because learning to observe and become curious about a child’s behaviour is the first step toward being able to understand it better.
Once parents are curious about their child, they are likely to become less critical and less absolute in their understanding of what may be going on. At this stage, the therapist can
actively encourage parents to explore situations from different perspectives.
!! Inviting Different Perspectives
For example, some parents find it a very powerful experience to be asked, “If your best friend/your own parent were here now, what do you think she would say about what is
going on?” Asking parents to step out of their own shoes and look at a situation
from another perspective often has therapeutic value in and of itself.
!! Parents' own experiences of being parented
One way of inviting a different perspective is to explore the parent’s own
experiences of being a child. In time-limited MBT– C, there is no requirement or expectation that parents be asked to speak about their own childhood experiences, but there are times when a parent may spontaneously refer back to his own experience of being parented or the therapist may choose to ask about such experiences.
It may help them to articulate what they struggle with and what kind of parent they want to be, as well as to think about this from an intergenerational perspective and in terms of the stories
of their lives
Sometimes it may help parents with difficult attachment histories and trauma to have a therapist who is perceptive and compassionate regarding their struggles to be resilient as parents, to address both the “ghosts in the nursery” that may cast doubts about their
parenting (Fraiberg, Adelson, & Shapiro, 1975) and the “angels” that are
there to help them (Lieberman et al., 2005). It can also provide opportunities
to think about ways in which their own child may be different from
what they were like as children, especially if there is a strong overidentification
with the child’s experiences
In having such discussions, however, the focus remains on helping to support parental reflective functioning in the here and now.
---
!!!Next
<<image-link "The Mentalizing Stance in work with Parents" "next.svg" "" "60">>
!!!![[Source|https://manuals.annafreud.org/cwp/index.html#What%20is%20Anxiety%3F:%5B%5BWhat%20is%20Anxiety%3F%5D%5D]]
!!!''What is anxiety''
*Everyone experiences anxiety at some point. It is a normal and appropriate reaction to negative life experiences.
*Anxiety is an unpleasant and aversive state of mind characterised by physical sensations of discomfort (butterflies in the tummy), emotions of anxiety and fear and avoidant behaviour (not going near the feared situation). In this way, it has cognitive, emotional and behavioural components.
*Anxiety problems are common occurring in 1 in 6 young people at some point in their lives. This suggests that several young people in any classroom may be at risk of having significant anxiety problems.
*Anxiety disorders have been divided up into a number of different types (see below).
*EMHPs are not trained to diagnose different anxiety disorders but familiarity with these different types will be helpful in considering methods of guided self help.
!!!''Types of Anxiety Disorders'':
* ''Generalised anxiety disorder'' (GAD)
* ''Social anxiety''
* ''Separation anxiety disorder''
*'' Phobia''
* ''Panic Disorder''
* ''Health anxiety''
* ''Worry''
''Anxiety-related disorders:''
*Obsessive compulsive disorder
*Post traumatic stress disorder
!!!![[Source|https://manuals.annafreud.org/cwp/index.html#Autistic%20Spectrum%20Disorder%20(ASD):%5B%5BAutistic%20Spectrum%20Disorder%20(ASD)%5D%5D]]
ASD is a lifelong, developmental disability that affects how a person communicates with and relates to other people, and how they experience the world around them. It is often diagnosed by a multi-disciplinary diagnostic team, often including a speech and language therapist, paediatrician, psychiatrist and/or psychologist.
There are approximately 700,000 autistic adults and children in the UK, however those with ASD are often still misunderstood, this can have emotional consequences for both the person with ASD and their family.
!!!![[Source|https://manuals.annafreud.org/cwp/index.html#What%20is%20a%20Behaviour%20Problem%3F:%5B%5BWhat%20is%20a%20Behaviour%20Problem%3F%5D%5D]]
!!''A working definition''
*A helpful working definition of behaviour problems is provided by the Royal College of Psychiatry.
*Behavioural problems can happen in children of all ages. Some children have serious behavioural problems. The signs to look out for are:
**if the child continues to behave badly for several months or longer, is repeatedly being disobedient, cheeky and aggressive;
**if their behaviour is out of the ordinary, and seriously breaks the rules accepted in their home and school. This is much more than ordinary childish mischief or adolescent rebelliousness.
<?xml version="1.0" standalone="no"?>
<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 20010904//EN"
"http://www.w3.org/TR/2001/REC-SVG-20010904/DTD/svg10.dtd">
<svg version="1.0" xmlns="http://www.w3.org/2000/svg"
width="1280.000000pt" height="934.000000pt" viewBox="0 0 1280.000000 934.000000"
preserveAspectRatio="xMidYMid meet">
<metadata>
Created by potrace 1.15, written by Peter Selinger 2001-2017
</metadata>
<g transform="translate(0.000000,934.000000) scale(0.100000,-0.100000)"
fill="#000000" stroke="none">
<path d="M1325 9325 c-22 -8 -42 -15 -45 -15 -15 0 -1235 -1232 -1253 -1265
-33 -61 -31 -165 5 -225 16 -26 679 -697 1588 -1605 l1561 -1560 -1550 -1545
c-1105 -1101 -1556 -1557 -1571 -1587 -31 -64 -35 -121 -15 -184 16 -51 51
-88 634 -672 357 -359 633 -627 656 -640 54 -29 164 -30 218 -1 52 27 4493
4468 4520 4519 29 56 29 155 0 210 -26 50 -4496 4520 -4553 4553 -51 30 -140
38 -195 17z"/>
<path d="M8025 9325 c-22 -8 -42 -15 -45 -15 -2 0 -281 -276 -618 -612 -366
-366 -622 -629 -634 -653 -33 -62 -31 -156 5 -221 21 -37 446 -468 1588 -1610
l1560 -1559 -1552 -1550 c-989 -989 -1559 -1564 -1572 -1590 -24 -47 -27 -131
-8 -190 11 -33 127 -154 625 -653 343 -345 631 -625 656 -640 58 -35 164 -38
221 -7 20 11 1044 1026 2276 2255 l2240 2235 18 58 c21 72 15 130 -21 197 -18
34 -668 688 -2266 2281 -1232 1229 -2258 2245 -2279 2257 -50 30 -139 38 -194
17z"/>
</g>
</svg>
<<session-heading """Help "your" foster child trust and build relationships with others"""">>
�PNG
IHDR @ ���� pHYs � ��+ HvIDATx�|�˒Y��G��� �UY�fsH���,��?aV�!�22�nv�+�@D��U��>����P"��@���ٽzU��s���=����������Y��iY�ENDX����EU�����T��� �o" �y9-˙��u"Z�������#"2��u����� ������O����~%�߈����P�� �L ���¼�O� 32��X�u��_g]m�l��o �����[����7�If~�D�7��0�_!����MD�Y���fa0P���]��~�u��㘑�?5��� "523�j]�g��TU�f&"�>~�LD�w�&���[0�Ԭ�`���I�uB2����yM��Zߩ��mU���~�DF�~�������b�ED�X�D����m��_��t����("b�>ͼ��'�����iY��y9���w�����#c�� ���DvQ]�ױ�z�^���zU5S53�F��b��0L!`��,W�� ��kF�C�Dc�1���<�������H�Ǎ�MA062a��b0�
`�v���lա��a5J:�a`0؈@`�*#�����f�0# ���3� ,� X��i9�Ȳ,��Y��e�@zZ03�G�1�c�z����1�
@u�\��� �?��BF�h_<�1� ��B_I�5�O3Ɖyy��ݻ������ׯ�������eL���- ��Y&��=��:˅�'�"�� ���ʋ��G��`�u���3C�� ��a�
f65�~���]��å���v�s'��i��s��)�Jf�d�ldD���-�@l2S��F�;���ƼN2_�R ��4�d�ǑSJD~!��r������R���Y�c��C�;#pފ�Ǭ��Z���K��"��T������!Ȍ8�@�}-�A#a���#�|�� j�������TG�L��L�2����'c_��6u��s�~@�و���W��?���x\�k$6)b�U�`��Xe(~�w�Nf5y(h�^�;S����ɈH)T��w�̆�9ڟ�?SY���<�yxxz���ӛ7�o�<�Χ��$�rfY�(R�1�|i ���&���\�S�% "�ș=���-��� $:4oT��y�;�F��d�qR�3��PF���og��h����,�������7�TH���2!S#%�����X��#�<c*�&ޟ(=�e�@3��وȏc3cpm�1�霿�����k3��Ce��W�w(���Qy|�ߝg$�N��F-�����e�sd� D$�6p%4`�D]|UD6Z��eI���R�?h�k�"��y�]x!���h>�U����2��q�p穀M�jK2��OC[�YB�HY���g�s�
�2kW�-��@m��q1�ZQ� @|X3ڭ+f��J,�{���2z�п�T�pef���S��M���-W{D�6"1a]W���u���SU�T� �-�0�� ʽ_T��4B"�pѱ
/y"�J�uq�Ysx<%"f��b��OƉ�� F�H�ņ��T
v������Ҁ`~��ΰ�����H=�z��Xn[^D�������"�,�$�z�쎼c�4=��mVfD�|����7[��@����
A�)��]-t�*"5{����������<��_���ۗ_>���������D�-�̥*W���ꓚ�s��#�����TXⓊl#`~���D$���05fl>�?���\��H�,R��1��wG��n����sx�L��6E,JOc��AP/�̀y��z�� �28�.�aj�a3�8�F� �=�ȼ0��Yt( ���sّO��✎�ʊ(�!fd�3���Ke��������j+�y���E���%���cx>�ێ�^~j�yK�kX��ߙEU��1��,�N�b-ec��������1�Q ?��V���m����&s����&���*l�I���*'"=U��̦���^��6Ѩa(�;��"7"�ء��-<�S��``��z��4�������r���Y�A��P�ħ���*+U�!;���NX2�SDj8n��ȼa�_iY��N!��p��^�ùȭn�/�Vqm�z3#[؈�Yx�Q-��ʌ�<�O�v bf��)@�!��({�/*�L�,>�L��x��v��H��8���&�W�o47��x�5�**��=���L�X�%����.�XlU��/o�g��SЯ-�[�$��h10�l�V^("��&�t�۬Aֽ�d�@�:��TDd��P۱K����̍〹Qm�m�k-�d3�����Ђ��S��UO�7 H���q3{���f������5�]�}�
2^\���V��2ъ��*�c���i
��������%�zf���1"�Qa�U���z�1F�(}O�≦�� RG��:�o�AP5r<��`S#2fQ35�&B"m$��08���&�<[[C#�+I�Z���#�L ��FP���7�!�d�����;z"���E�&b���ix�ͼ�����K��e�ũm���{t��y1��� ���M@��*������ׯ��������|"���r�\[#�X ��e�`�|���:�B {τ������?�"u�b���ǚfe5O�(r\���e�}�VW{4cڟ�G�c�w�5�ol�j����̾�1�02?���ףq�LJ ����>�::�������b�e:vUGv�@�7��g�O��Uh5��{����BG�w��yJ��ym�E�x�^�!<N R���Q9h���\�`�Ls�P��Q�D��Y� �y�0�&�RaS�7�f�05UR�Ղ�N̼ȇ�4L���!ʶyށA��vܢy�a:������#-��j��Gc-aKe���~"��U��9@B�ژ��������q�\X���
c3�I�fJ�۳S�8f�@:�Ɖ�E&Z3pd*j-2�ԑG�̖c�L�ߢ`�'�k6/�%��Q���S�[�jm�����ad��.gn$�́P�3q��|�����H�krb����F�G������w�Mh%K (�U��"�1�i�@,2V��df��Wx�77�mh��{�� =ُ�����u&v]�X�<�PhblM��eUzŷ=��}��7s�;ί7M�՟ؿ�P+5�g9�_sĽpn��#/�[@�pٱq�&�T��?��=!m��sQm����b����a��qos��ʫ����6r�9�¦�68;�{b۷�"\G�
2��D�buЁ�.���#�'��b���>��Ƕ,
����� X�893�:8ga`���'�A���2T���ߞ�q�4Zn�uJ��BPѡ�.%�ع�+�*��L��Ex��>x��!O��s��3/�|?�Ϲ�N�) ���l4�E`
O����<�5j�.��Y��Ô�X��K"c��-G����Ԋax�:�_��zw��a��_ H8(R��L���FL�E"�6�oaY�e����
T�ɟ&<��l�L:G=sqX�:�u��n-�̏���,�(�t��Lv<�wgP dDŠ�~r3�+j�p�H����'
�:\Z���S��>І��
�>��g�a�0��X� dd��� �(�\������D�\T1C;s[�V�m�^�]fb�l.� �>��[gϚ<��(���4T��
F��q���(Ԃ���Q%&�`i�u�8������@L\ؾeAK�Hb����si+�h��(k��f6L����=%x��G�#b���K�4�C������dLfc�z��u]����`����hW@Pաk���������@Gs�ͱ9刈1tX��iy�����fLYOy�u�u$NQ��$
tV�l��2��ŇQ�{2����i�:��q���%,b�#�g#�$�yJ\%*JV5��Z�?O�Ъ�I�݄�hD�u�?�e�SX�t�N��� in��̼�ٰ�
�gָ7�`�:q;(�@%��$��٠?��Q���ćNp~� <숌抱m�1ʔlyE� �B��0�W�F��JUg�0���@< b�a/��n���-ˤ0�
���K(� T�rS�9EV�Ӝ��Ң �-�r'>FJ�-�n
`���ʼ�2bU+���Z$6PK����0�\$A�C�Z���F�+#m���>0`�rf5�Z�����h���'F0c[�g�axj˔C[�����L�L~ۊ���UK��:,���Y�Kj,���n�j�{���`]b\�B�� ��Ǐ㚳z�7�$�1�3�,̴,K�)�>>G3&+�+wd��H.�SQ�^��ǶpO�}Rp���j۰���E��Ȍu�qY��Y���������;/�^�Z�91 �b�(��OfÛ������XW?�/�˲,�����X$�� ۍ1�,�D6!�
�3)��[5-oR}�Gۮ ����.��V��^���(
1�F��+��l�Pb�Zt
̒83���]�c2G0����-?�� :t���D���� HX�����S��%�u�X�"�L�q�8�W$c,3����|ɮ���o���9� �����48�g� ���5���i13RS�T>����Z��17��,��bbo���j7�S.Kv�]�"2��Վ��A7@,�eGɌLaF,UgF�(
F.��r4���4EBt����j�z3 ���z]E{t����X]�~X���zRI���?��bC�⤞D�"'�g� O3��d��/�Fm��Q�sKo���UQd{g^,�rh��K�إsS�����ėT�B��\(�2�}̢Hd�坕��$���!�P%�P*����qڍ1x����D�嵝��#:��In��"~q��:!����s��n%[d�6e�=��<�~��Qg�����3�H�����-�Զ��:�T��@u-�M
�Y_�{~?����)��)A��Ec� G�����1Y������v�S�07���X��L��$��ݔ�|��jk2��j�Z=5�iPB2Vj�]�e����9������D��A��fFն&�u�� �^�L�u���}�.7?�3�R��pʃgG���gr�
me�V�C L4�
���L '&dy����.�K���K��)y�o���b�%���6�,�̴G(�m���#,v"b�kJ �Z;�w\��H�0,%�Q�: �$�3���|vŭ�����:F�2�ie8k ��s���Z+�y�s��1��|*abt�3���I�OU �2�RS8��L�P���K�i.���K=�u;��Dl�:O����T$�6y$��&���K��>���q�NnVz�I��12w���0L;��w��}Sp���b"8����@��]/�8;������L.KF�g����]� �7�ơ_1�|dF&"H��?�PmWy�:�TøB p�AXՠ֊��'F0e�a��
�����?��m�է���`��8�Y���u��u�hz���x�$#&̘S���q\�K�_� ej��m
��v�F�S��1\��^�ddc8 ��zk#RX)3O� �:1�V���K�����*�Yǰn����y��+����)�
Hլ_�"%�Di������K��k����En�H���y��^8�d�L͌%A,O\�� ����&�N~
�Lp�TK�?�w�Uf*Z��gS��eQϞˎW�8i�v65;qG7���:2Rv����6�|���B��q@���F���F5��2-�l#!&
�Y�5reVAN�#S����@�[�7����=gW�y2�x'6��.��}�M(v�Ԁ
�w#�8D�����X��<�5r�mfP���eą��F7�$$L��U���C�z�B���i� �� e2�1��k#7�,yYt��+�/�@���e����ᛋӕ�2�6h
��n������mf>%�)ǖ�w��0y��":o�2S�=�� �0�_*?kt��8�h�5Zy��U���Zxzq���.���}j226Gd�*��oaʄ1ө0�j ����Γ�`u�
�'
��]#"� {�E2�����k���������˗/Ei��#�L,�C���T� �#�n/���_�&T� g�t��=q=��d5�of~ٶzaG0�N{:n1v���IdEt�c�hx�����w��X�p9��}�Ҽ�����X�H ���DW��[U�s��Un�"Kay�j���{|�H� ����`�&��~o�"�x̛�Q��T�(�a
��[o�L�'�+�Vj�MI &���IBI�fW����B���ab[����M��PCA\H�����������Z��4TK���]j�/wӔ��Ȣ)���������Q�RuC?�jk��s.�bd��C�A&���n&)���+�0�y�ޟqqQׂ�)���s�d���G�G߃.��a�����f�̚�/ �T̓)��dK�G0.#H��yLGҌ�d��4�o5"���O�x�s�Y2�����}�F��[~�B����7L�`�ڹ�ѽXQ����Ĝ�*�]m�fMڝ�� o��HU�f��.X{Y+�"�9���4�jļ��&r�
M�6d�tO��^�WDžY}G�cv���>d��r�E�q�N�\�DZfO7P��,DؚWI'Su�H�{�9�Ϣ�?���}bvpW�l��������c�������G��nY=.Jʔ/���O��k�L�$�E{�Ԋ������nEU'��S���oL~�؉1���"Fl��q�KOY�E�|v�T\�(GK����^X4�=9�Ro��T
h��xb�Y/�1���Y�Q�pxW߇@<%"$٬"�����x�bf�Pc��dH�À����&�j�T?M:=)~��SU�"�d�S�'$�@@��|q��
I_ɜ�O���5�g&�̘GcV���//#ͥE��.S ���x~��E����0Sb0��t�u�Ns?�i��6N��u{�����������e_\I1� ����Jc��oS���n�嵴��dkw:��݉��jh�����^fW
N�
����
x'���֪̣h��:kَ-z�aw6>
�!��pz��c�.z�x�s]�F�t�;q/�յNM�N4"#�+F2�2�LO��B �X�lJ"S�LDK0�YG m˲t��[1�^0�6>A9l�U����y27�L�g�nV�.MR��-�Ƞ솬�`�#��hn��ZmY1����#���C�!��cH:M5��!��R�X́�1�,�E��Ȕ�
� Р@�K�f{�Q����hG��f�2��ZO�vt�ce�#��ݻP$3SR�SmA�F���V������r��\>�w4;�c��}@��,}34s�r������2��{�pq��Gʿ6)2��*�f�O�$}�������v��v���j���
宝D��P[52 �A����6���V��F��uCw;[�=��+A[�i�gf�d�E�fg��ҽV��gؖkT�'��n�4}
3߱t�8< 6��Cg�Td���m7pm��2>���ph�+k�0H�b�y��f4Tס�q
��4|@`L Hl)
1��0%�l�}���U�� E�� R�i^�&j���-�ݧ�+� 44چ�\L4�(
���13Bt�S
��&\'BLJ�[~@���P���8Jҋfu��"di#��
LM���)��(-tGSܴ�}���`VRtCu��� ��T��P�9�p:�]��0���=��w�"��� �T�� ��+�;�!
�&{>���+tA@|Q�F��,KRuo;��Ԉ�k��
�}l�Q�
���s��o�g�+h����~���D7��19� �d���*ej��:�y���<NmQ���Ur�1;�Tڳ>�a�f �;Zƣ�.$�F���P��͖��� 0Ϣ�mz�L�h4O���X�M̼��|w*L758.����l�a�J��dY�F:���KȠ�-��،be��9s��i91L�l������R���|�1)�,�|���D�0ZS�t#L�h�`�2��1`�}f����$6��Xd!v75���1��wv�vKo�=p;^Б�]R~�Gj�%����!�oQ���~k�G�9(L�T
2[ʮ.<�x� Ih㛢��{X�;���\F�
�(k4̸;Z�&���o�m���R�Tcj棓�m�p?���d�Y:��ڝ+7rb�9wi��eޱ�ح�
[t��
R�I9 g�tJu��lk�2���l�]#;n�3�b�M��o+�N�o�i���4�- l���x�]��e���ƾ�e���?u�<��T�N[�O݈F���5����A�%N+Jë�8!i�V��=�L��=,���d���t:�Y �H��~w���~��fS������?��u}6 ��B����^�G�S7�kӬp#\���� �^��X���M2l�x3�K#v��=��~��R��u�V���7��3��Z`E̿�8UC�>Ӹ0��;�)nnfd�縭�Ep>}�\�@�痀�uO@Ô�;-,<������e��:v���5�""���#�n���f!"�˅(��Q.6֛��g�d8ne�=J��Ŵ(!���6�If���A�6)��q���{-��jFon� I8N�]�x��t��ýM
7�����L�Ui[M����.�~����y�� >+�8�ݹ����P���AWegY�7��6W��1[�e-�y4��Ib��ٳB���
kZx��d�1B�b2��PD���c����Pr�C�!ѽr�CLG�|�2lSU��rrx(���A�����Θ#,����X��w�6)Z���cņ���H?{��/��h����B˲�",ȡIm�*��}��E���?2��5�NĶVu����X�6;9D�f�
aIUt�?��O ��)l���d�p�); �,3u�^�JS6���(�j��x�������$�F<��;8yz�4U��@s�"Y1���h�n�Bǘ�䤫�x�
���� �E�νa�������d+���k�ܬݏM��x��m��l ؟�<�;��դ�#�B�u���u�ż��Ƿ������t7� �c!Cq�&