Background: #fff
Foreground: #000
PrimaryPale: #8cf
PrimaryLight: #18f
PrimaryMid: #04b
PrimaryDark: #014
SecondaryPale: #ffc
SecondaryLight: #fe8
SecondaryMid: #db4
SecondaryDark: #841
TertiaryPale: #eee
TertiaryLight: #ccc
TertiaryMid: #999
TertiaryDark: #666
Error: #f88
<!--{{{-->
<div class='toolbar' macro='toolbar [[ToolbarCommands::EditToolbar]]'></div>
<div class='title' macro='view title'></div>
<div class='editor' macro='edit title'></div>
<div macro='annotations'></div>
<div class='editor' macro='edit text'></div>
<div class='editor' macro='edit tags'></div><div class='editorFooter'><span macro='message views.editor.tagPrompt'></span><span macro='tagChooser excludeLists'></span></div>
<!--}}}-->
To get started with this blank [[TiddlyWiki]], you'll need to modify the following tiddlers:
* [[SiteTitle]] & [[SiteSubtitle]]: The title and subtitle of the site, as shown above (after saving, they will also appear in the browser title bar)
* [[MainMenu]]: The menu (usually on the left)
* [[DefaultTiddlers]]: Contains the names of the tiddlers that you want to appear when the TiddlyWiki is opened
You'll also need to enter your username for signing your edits: <<option txtUserName>>
<<importTiddlers>>
<!--{{{-->
<link rel='alternate' type='application/rss+xml' title='RSS' href='index.xml' />
<!--}}}-->
These [[InterfaceOptions]] for customising [[TiddlyWiki]] are saved in your browser

Your username for signing your edits. Write it as a [[WikiWord]] (eg [[JoeBloggs]])

<<option txtUserName>>
<<option chkSaveBackups>> [[SaveBackups]]
<<option chkAutoSave>> [[AutoSave]]
<<option chkRegExpSearch>> [[RegExpSearch]]
<<option chkCaseSensitiveSearch>> [[CaseSensitiveSearch]]
<<option chkAnimate>> [[EnableAnimations]]

----
Also see [[AdvancedOptions]]
<!--{{{-->
<div class='header' role='banner' macro='gradient vert [[ColorPalette::PrimaryLight]] [[ColorPalette::PrimaryMid]]'>
<div class='headerShadow'>
<span class='siteTitle' refresh='content' tiddler='SiteTitle'></span>&nbsp;
<span class='siteSubtitle' refresh='content' tiddler='SiteSubtitle'></span>
</div>
<div class='headerForeground'>
<span class='siteTitle' refresh='content' tiddler='SiteTitle'></span>&nbsp;
<span class='siteSubtitle' refresh='content' tiddler='SiteSubtitle'></span>
</div>
</div>
<div id='mainMenu' role='navigation' refresh='content' tiddler='MainMenu'></div>
<div id='sidebar'>
<div id='sidebarOptions' role='navigation' refresh='content' tiddler='SideBarOptions'></div>
<div id='sidebarTabs' role='complementary' refresh='content' force='true' tiddler='SideBarTabs'></div>
</div>
<div id='displayArea' role='main'>
<div id='messageArea'></div>
<div id='tiddlerDisplay'></div>
</div>
<!--}}}-->
/*{{{*/
body {background:[[ColorPalette::Background]]; color:[[ColorPalette::Foreground]];}

a {color:[[ColorPalette::PrimaryMid]];}
a:hover {background-color:[[ColorPalette::PrimaryMid]]; color:[[ColorPalette::Background]];}
a img {border:0;}

h1,h2,h3,h4,h5,h6 {color:[[ColorPalette::SecondaryDark]]; background:transparent;}
h1 {border-bottom:2px solid [[ColorPalette::TertiaryLight]];}
h2,h3 {border-bottom:1px solid [[ColorPalette::TertiaryLight]];}

.button {color:[[ColorPalette::PrimaryDark]]; border:1px solid [[ColorPalette::Background]];}
.button:hover {color:[[ColorPalette::PrimaryDark]]; background:[[ColorPalette::SecondaryLight]]; border-color:[[ColorPalette::SecondaryMid]];}
.button:active {color:[[ColorPalette::Background]]; background:[[ColorPalette::SecondaryMid]]; border:1px solid [[ColorPalette::SecondaryDark]];}

.header {background:[[ColorPalette::PrimaryMid]];}
.headerShadow {color:[[ColorPalette::Foreground]];}
.headerShadow a {font-weight:normal; color:[[ColorPalette::Foreground]];}
.headerForeground {color:[[ColorPalette::Background]];}
.headerForeground a {font-weight:normal; color:[[ColorPalette::PrimaryPale]];}

.tabSelected {color:[[ColorPalette::PrimaryDark]];
	background:[[ColorPalette::TertiaryPale]];
	border-left:1px solid [[ColorPalette::TertiaryLight]];
	border-top:1px solid [[ColorPalette::TertiaryLight]];
	border-right:1px solid [[ColorPalette::TertiaryLight]];
}
.tabUnselected {color:[[ColorPalette::Background]]; background:[[ColorPalette::TertiaryMid]];}
.tabContents {color:[[ColorPalette::PrimaryDark]]; background:[[ColorPalette::TertiaryPale]]; border:1px solid [[ColorPalette::TertiaryLight]];}
.tabContents .button {border:0;}

#sidebar {}
#sidebarOptions input {border:1px solid [[ColorPalette::PrimaryMid]];}
#sidebarOptions .sliderPanel {background:[[ColorPalette::PrimaryPale]];}
#sidebarOptions .sliderPanel a {border:none;color:[[ColorPalette::PrimaryMid]];}
#sidebarOptions .sliderPanel a:hover {color:[[ColorPalette::Background]]; background:[[ColorPalette::PrimaryMid]];}
#sidebarOptions .sliderPanel a:active {color:[[ColorPalette::PrimaryMid]]; background:[[ColorPalette::Background]];}

.wizard {background:[[ColorPalette::PrimaryPale]]; border:1px solid [[ColorPalette::PrimaryMid]];}
.wizard h1 {color:[[ColorPalette::PrimaryDark]]; border:none;}
.wizard h2 {color:[[ColorPalette::Foreground]]; border:none;}
.wizardStep {background:[[ColorPalette::Background]]; color:[[ColorPalette::Foreground]];
	border:1px solid [[ColorPalette::PrimaryMid]];}
.wizardStep.wizardStepDone {background:[[ColorPalette::TertiaryLight]];}
.wizardFooter {background:[[ColorPalette::PrimaryPale]];}
.wizardFooter .status {background:[[ColorPalette::PrimaryDark]]; color:[[ColorPalette::Background]];}
.wizard .button {color:[[ColorPalette::Foreground]]; background:[[ColorPalette::SecondaryLight]]; border: 1px solid;
	border-color:[[ColorPalette::SecondaryPale]] [[ColorPalette::SecondaryDark]] [[ColorPalette::SecondaryDark]] [[ColorPalette::SecondaryPale]];}
.wizard .button:hover {color:[[ColorPalette::Foreground]]; background:[[ColorPalette::Background]];}
.wizard .button:active {color:[[ColorPalette::Background]]; background:[[ColorPalette::Foreground]]; border: 1px solid;
	border-color:[[ColorPalette::PrimaryDark]] [[ColorPalette::PrimaryPale]] [[ColorPalette::PrimaryPale]] [[ColorPalette::PrimaryDark]];}

.wizard .notChanged {background:transparent;}
.wizard .changedLocally {background:#80ff80;}
.wizard .changedServer {background:#8080ff;}
.wizard .changedBoth {background:#ff8080;}
.wizard .notFound {background:#ffff80;}
.wizard .putToServer {background:#ff80ff;}
.wizard .gotFromServer {background:#80ffff;}

#messageArea {border:1px solid [[ColorPalette::SecondaryMid]]; background:[[ColorPalette::SecondaryLight]]; color:[[ColorPalette::Foreground]];}
#messageArea .button {color:[[ColorPalette::PrimaryMid]]; background:[[ColorPalette::SecondaryPale]]; border:none;}

.popupTiddler {background:[[ColorPalette::TertiaryPale]]; border:2px solid [[ColorPalette::TertiaryMid]];}

.popup {background:[[ColorPalette::TertiaryPale]]; color:[[ColorPalette::TertiaryDark]]; border-left:1px solid [[ColorPalette::TertiaryMid]]; border-top:1px solid [[ColorPalette::TertiaryMid]]; border-right:2px solid [[ColorPalette::TertiaryDark]]; border-bottom:2px solid [[ColorPalette::TertiaryDark]];}
.popup hr {color:[[ColorPalette::PrimaryDark]]; background:[[ColorPalette::PrimaryDark]]; border-bottom:1px;}
.popup li.disabled {color:[[ColorPalette::TertiaryMid]];}
.popup li a, .popup li a:visited {color:[[ColorPalette::Foreground]]; border: none;}
.popup li a:hover {background:[[ColorPalette::SecondaryLight]]; color:[[ColorPalette::Foreground]]; border: none;}
.popup li a:active {background:[[ColorPalette::SecondaryPale]]; color:[[ColorPalette::Foreground]]; border: none;}
.popupHighlight {background:[[ColorPalette::Background]]; color:[[ColorPalette::Foreground]];}
.listBreak div {border-bottom:1px solid [[ColorPalette::TertiaryDark]];}

.tiddler .defaultCommand {font-weight:bold;}

.shadow .title {color:[[ColorPalette::TertiaryDark]];}

.title {color:[[ColorPalette::SecondaryDark]];}
.subtitle {color:[[ColorPalette::TertiaryDark]];}

.toolbar {color:[[ColorPalette::PrimaryMid]];}
.toolbar a {color:[[ColorPalette::TertiaryLight]];}
.selected .toolbar a {color:[[ColorPalette::TertiaryMid]];}
.selected .toolbar a:hover {color:[[ColorPalette::Foreground]];}

.tagging, .tagged {border:1px solid [[ColorPalette::TertiaryPale]]; background-color:[[ColorPalette::TertiaryPale]];}
.selected .tagging, .selected .tagged {background-color:[[ColorPalette::TertiaryLight]]; border:1px solid [[ColorPalette::TertiaryMid]];}
.tagging .listTitle, .tagged .listTitle {color:[[ColorPalette::PrimaryDark]];}
.tagging .button, .tagged .button {border:none;}

.footer {color:[[ColorPalette::TertiaryLight]];}
.selected .footer {color:[[ColorPalette::TertiaryMid]];}

.error, .errorButton {color:[[ColorPalette::Foreground]]; background:[[ColorPalette::Error]];}
.warning {color:[[ColorPalette::Foreground]]; background:[[ColorPalette::SecondaryPale]];}
.lowlight {background:[[ColorPalette::TertiaryLight]];}

.zoomer {background:none; color:[[ColorPalette::TertiaryMid]]; border:3px solid [[ColorPalette::TertiaryMid]];}

.imageLink, #displayArea .imageLink {background:transparent;}

.annotation {background:[[ColorPalette::SecondaryLight]]; color:[[ColorPalette::Foreground]]; border:2px solid [[ColorPalette::SecondaryMid]];}

.viewer .listTitle {list-style-type:none; margin-left:-2em;}
.viewer .button {border:1px solid [[ColorPalette::SecondaryMid]];}
.viewer blockquote {border-left:3px solid [[ColorPalette::TertiaryDark]];}

.viewer table, table.twtable {border:2px solid [[ColorPalette::TertiaryDark]];}
.viewer th, .viewer thead td, .twtable th, .twtable thead td {background:[[ColorPalette::SecondaryMid]]; border:1px solid [[ColorPalette::TertiaryDark]]; color:[[ColorPalette::Background]];}
.viewer td, .viewer tr, .twtable td, .twtable tr {border:1px solid [[ColorPalette::TertiaryDark]];}

.viewer pre {border:1px solid [[ColorPalette::SecondaryLight]]; background:[[ColorPalette::SecondaryPale]];}
.viewer code {color:[[ColorPalette::SecondaryDark]];}
.viewer hr {border:0; border-top:dashed 1px [[ColorPalette::TertiaryDark]]; color:[[ColorPalette::TertiaryDark]];}

.highlight, .marked {background:[[ColorPalette::SecondaryLight]];}

.editor input {border:1px solid [[ColorPalette::PrimaryMid]];}
.editor textarea {border:1px solid [[ColorPalette::PrimaryMid]]; width:100%;}
.editorFooter {color:[[ColorPalette::TertiaryMid]];}
.readOnly {background:[[ColorPalette::TertiaryPale]];}

#backstageArea {background:[[ColorPalette::Foreground]]; color:[[ColorPalette::TertiaryMid]];}
#backstageArea a {background:[[ColorPalette::Foreground]]; color:[[ColorPalette::Background]]; border:none;}
#backstageArea a:hover {background:[[ColorPalette::SecondaryLight]]; color:[[ColorPalette::Foreground]]; }
#backstageArea a.backstageSelTab {background:[[ColorPalette::Background]]; color:[[ColorPalette::Foreground]];}
#backstageButton a {background:none; color:[[ColorPalette::Background]]; border:none;}
#backstageButton a:hover {background:[[ColorPalette::Foreground]]; color:[[ColorPalette::Background]]; border:none;}
#backstagePanel {background:[[ColorPalette::Background]]; border-color: [[ColorPalette::Background]] [[ColorPalette::TertiaryDark]] [[ColorPalette::TertiaryDark]] [[ColorPalette::TertiaryDark]];}
.backstagePanelFooter .button {border:none; color:[[ColorPalette::Background]];}
.backstagePanelFooter .button:hover {color:[[ColorPalette::Foreground]];}
#backstageCloak {background:[[ColorPalette::Foreground]]; opacity:0.6; filter:alpha(opacity=60);}
/*}}}*/
/*{{{*/
* html .tiddler {height:1%;}

body {font-size:.75em; font-family:arial,helvetica; margin:0; padding:0;}

h1,h2,h3,h4,h5,h6 {font-weight:bold; text-decoration:none;}
h1,h2,h3 {padding-bottom:1px; margin-top:1.2em;margin-bottom:0.3em;}
h4,h5,h6 {margin-top:1em;}
h1 {font-size:1.35em;}
h2 {font-size:1.25em;}
h3 {font-size:1.1em;}
h4 {font-size:1em;}
h5 {font-size:.9em;}

hr {height:1px;}

a {text-decoration:none;}

dt {font-weight:bold;}

ol {list-style-type:decimal;}
ol ol {list-style-type:lower-alpha;}
ol ol ol {list-style-type:lower-roman;}
ol ol ol ol {list-style-type:decimal;}
ol ol ol ol ol {list-style-type:lower-alpha;}
ol ol ol ol ol ol {list-style-type:lower-roman;}
ol ol ol ol ol ol ol {list-style-type:decimal;}

.txtOptionInput {width:11em;}

#contentWrapper .chkOptionInput {border:0;}

.externalLink {text-decoration:underline;}

.indent {margin-left:3em;}
.outdent {margin-left:3em; text-indent:-3em;}
code.escaped {white-space:nowrap;}

.tiddlyLinkExisting {font-weight:bold;}
.tiddlyLinkNonExisting {font-style:italic;}

/* the 'a' is required for IE, otherwise it renders the whole tiddler in bold */
a.tiddlyLinkNonExisting.shadow {font-weight:bold;}

#mainMenu .tiddlyLinkExisting,
	#mainMenu .tiddlyLinkNonExisting,
	#sidebarTabs .tiddlyLinkNonExisting {font-weight:normal; font-style:normal;}
#sidebarTabs .tiddlyLinkExisting {font-weight:bold; font-style:normal;}

.header {position:relative;}
.header a:hover {background:transparent;}
.headerShadow {position:relative; padding:4.5em 0 1em 1em; left:-1px; top:-1px;}
.headerForeground {position:absolute; padding:4.5em 0 1em 1em; left:0; top:0;}

.siteTitle {font-size:3em;}
.siteSubtitle {font-size:1.2em;}

#mainMenu {position:absolute; left:0; width:10em; text-align:right; line-height:1.6em; padding:1.5em 0.5em 0.5em 0.5em; font-size:1.1em;}

#sidebar {position:absolute; right:3px; width:16em; font-size:.9em;}
#sidebarOptions {padding-top:0.3em;}
#sidebarOptions a {margin:0 0.2em; padding:0.2em 0.3em; display:block;}
#sidebarOptions input {margin:0.4em 0.5em;}
#sidebarOptions .sliderPanel {margin-left:1em; padding:0.5em; font-size:.85em;}
#sidebarOptions .sliderPanel a {font-weight:bold; display:inline; padding:0;}
#sidebarOptions .sliderPanel input {margin:0 0 0.3em 0;}
#sidebarTabs .tabContents {width:15em; overflow:hidden;}

.wizard {padding:0.1em 1em 0 2em;}
.wizard h1 {font-size:2em; font-weight:bold; background:none; padding:0; margin:0.4em 0 0.2em;}
.wizard h2 {font-size:1.2em; font-weight:bold; background:none; padding:0; margin:0.4em 0 0.2em;}
.wizardStep {padding:1em 1em 1em 1em;}
.wizard .button {margin:0.5em 0 0; font-size:1.2em;}
.wizardFooter {padding:0.8em 0.4em 0.8em 0;}
.wizardFooter .status {padding:0 0.4em; margin-left:1em;}
.wizard .button {padding:0.1em 0.2em;}

#messageArea {position:fixed; top:2em; right:0; margin:0.5em; padding:0.5em; z-index:2000; _position:absolute;}
.messageToolbar {display:block; text-align:right; padding:0.2em;}
#messageArea a {text-decoration:underline;}

.tiddlerPopupButton {padding:0.2em;}
.popupTiddler {position: absolute; z-index:300; padding:1em; margin:0;}

.popup {position:absolute; z-index:300; font-size:.9em; padding:0; list-style:none; margin:0;}
.popup .popupMessage {padding:0.4em;}
.popup hr {display:block; height:1px; width:auto; padding:0; margin:0.2em 0;}
.popup li.disabled {padding:0.4em;}
.popup li a {display:block; padding:0.4em; font-weight:normal; cursor:pointer;}
.listBreak {font-size:1px; line-height:1px;}
.listBreak div {margin:2px 0;}

.tabset {padding:1em 0 0 0.5em;}
.tab {margin:0 0 0 0.25em; padding:2px;}
.tabContents {padding:0.5em;}
.tabContents ul, .tabContents ol {margin:0; padding:0;}
.txtMainTab .tabContents li {list-style:none;}
.tabContents li.listLink { margin-left:.75em;}

#contentWrapper {display:block;}
#splashScreen {display:none;}

#displayArea {margin:1em 17em 0 14em;}

.toolbar {text-align:right; font-size:.9em;}

.tiddler {padding:1em 1em 0;}

.missing .viewer,.missing .title {font-style:italic;}

.title {font-size:1.6em; font-weight:bold;}

.missing .subtitle {display:none;}
.subtitle {font-size:1.1em;}

.tiddler .button {padding:0.2em 0.4em;}

.tagging {margin:0.5em 0.5em 0.5em 0; float:left; display:none;}
.isTag .tagging {display:block;}
.tagged {margin:0.5em; float:right;}
.tagging, .tagged {font-size:0.9em; padding:0.25em;}
.tagging ul, .tagged ul {list-style:none; margin:0.25em; padding:0;}
.tagClear {clear:both;}

.footer {font-size:.9em;}
.footer li {display:inline;}

.annotation {padding:0.5em; margin:0.5em;}

* html .viewer pre {width:99%; padding:0 0 1em 0;}
.viewer {line-height:1.4em; padding-top:0.5em;}
.viewer .button {margin:0 0.25em; padding:0 0.25em;}
.viewer blockquote {line-height:1.5em; padding-left:0.8em;margin-left:2.5em;}
.viewer ul, .viewer ol {margin-left:0.5em; padding-left:1.5em;}

.viewer table, table.twtable {border-collapse:collapse; margin:0.8em 1.0em;}
.viewer th, .viewer td, .viewer tr,.viewer caption,.twtable th, .twtable td, .twtable tr,.twtable caption {padding:3px;}
table.listView {font-size:0.85em; margin:0.8em 1.0em;}
table.listView th, table.listView td, table.listView tr {padding:0 3px 0 3px;}

.viewer pre {padding:0.5em; margin-left:0.5em; font-size:1.2em; line-height:1.4em; overflow:auto;}
.viewer code {font-size:1.2em; line-height:1.4em;}

.editor {font-size:1.1em;}
.editor input, .editor textarea {display:block; width:100%; font:inherit;}
.editorFooter {padding:0.25em 0; font-size:.9em;}
.editorFooter .button {padding-top:0; padding-bottom:0;}

.fieldsetFix {border:0; padding:0; margin:1px 0px;}

.zoomer {font-size:1.1em; position:absolute; overflow:hidden;}
.zoomer div {padding:1em;}

* html #backstage {width:99%;}
* html #backstageArea {width:99%;}
#backstageArea {display:none; position:relative; overflow: hidden; z-index:150; padding:0.3em 0.5em;}
#backstageToolbar {position:relative;}
#backstageArea a {font-weight:bold; margin-left:0.5em; padding:0.3em 0.5em;}
#backstageButton {display:none; position:absolute; z-index:175; top:0; right:0;}
#backstageButton a {padding:0.1em 0.4em; margin:0.1em;}
#backstage {position:relative; width:100%; z-index:50;}
#backstagePanel {display:none; z-index:100; position:absolute; width:90%; margin-left:3em; padding:1em;}
.backstagePanelFooter {padding-top:0.2em; float:right;}
.backstagePanelFooter a {padding:0.2em 0.4em;}
#backstageCloak {display:none; z-index:20; position:absolute; width:100%; height:100px;}

.whenBackstage {display:none;}
.backstageVisible .whenBackstage {display:block;}
/*}}}*/
/***
StyleSheet for use when a translation requires any css style changes.
This StyleSheet can be used directly by languages such as Chinese, Japanese and Korean which need larger font sizes.
***/
/*{{{*/
body {font-size:0.8em;}
#sidebarOptions {font-size:1.05em;}
#sidebarOptions a {font-style:normal;}
#sidebarOptions .sliderPanel {font-size:0.95em;}
.subtitle {font-size:0.8em;}
.viewer table.listView {font-size:0.95em;}
/*}}}*/
/*{{{*/
@media print {
#mainMenu, #sidebar, #messageArea, .toolbar, #backstageButton, #backstageArea {display: none !important;}
#displayArea {margin: 1em 1em 0em;}
noscript {display:none;} /* Fixes a feature in Firefox 1.5.0.2 where print preview displays the noscript content */
}
/*}}}*/
<!--{{{-->
<div class='toolbar' role='navigation' macro='toolbar [[ToolbarCommands::ViewToolbar]]'></div>
<div class='title' macro='view title'></div>
<div class='subtitle'><span macro='view modifier link'></span>, <span macro='view modified date'></span> (<span macro='message views.wikified.createdPrompt'></span> <span macro='view created date'></span>)</div>
<div class='tagging' macro='tagging'></div>
<div class='tagged' macro='tags'></div>
<div class='viewer' macro='view text wikified'></div>
<div class='tagClear'></div>
<!--}}}-->
[list[DefaultTiddlers!!text]]

yes
no
no
<$transclude tiddler="SiteSubtitle">A place for thinking</$transclude>
[img width=150 [SiteIcon]]<br/>{{SiteTitle}}
<div style="margin-bottom:2em;margin-top:2em;">
[img width=160 [$:/_AFC/grey-wordmark.svg]]
</div>
\rules only filteredtranscludeinline transcludeinline macrodef macrocallinline

@font-face {
  font-family: "Effra";
  font-style: light;
  font-weight: 200;
  src: url('https://manuals.annafreud.org/fonts/$:/_fonts/Effra Light.woff') format("woff");
}

@font-face {
  font-family: "Effra";
  font-style: bold;
  font-weight: 600;
  src: url('https://manuals.annafreud.org/fonts/$:/_fonts/Effra Bold.woff') format("woff");
}

@font-face {
  font-family: "Verdana";
  font-style: normal;
  font-weight: 400;
  src: url('https://manuals.annafreud.org/fonts/$:/_fonts/Verdana.woff') format("woff");
}

html {
font-family: "Verdana";
}

.tc-top-menu,
.tc-site-title,
.tc-site-subtitle,
h1, h2, h3, h4, h5, h6 {
font-family: "Effra";
font-weight: 600;
text-align: left;
}

.tc-site-title {
font-weight: bold;
}

body .tc-titlebar h2 {
font-weight: 700;
}
afc-white: #ffffff
afc-black: #222222
afc-green: #209377
afc-pale-green: #6cbeaf
afc-blue: #155dac
afc-purple: #925195
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: #ec6
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 timeline-title()
<$view field="title"/>  <$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>
\end
<$macrocall $name="timeline" format={{$:/language/RecentChanges/DateFormat}}/>
<$macrocall $name="timeline" format={{$:/language/RecentChanges/DateFormat}} subfilter="frombag{$:/plugins/federatial/xememex/config/recipe}"/>

<$list filter="[<currentTiddler>!is[tiddler]]" variable="ignore"> 
<div class="tc-sidebuttons">
<a href="mailto:marianne.mcgowan@annafreud.org?subject=Feedback%20on%20the%20manuals" target="__blank">
{{$:/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>>;
}
/* ------------------------------------------
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: Effra;
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%);
	}

""">>

}
/* Make links bolder */

button.tc-tiddlylink, a.tc-tiddlylink {
    font-weight: bold;
}
\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;
}
<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>
<textarea readonly="readonly" style="width:100%;height:10em;"><$text text={{!!text}}/></textarea>
<$list filter="[all[shadows+tiddlers]tag[$:/tags/TopMenu]!has[draft.of]limit[1]]" variable="listItem">

<nav class="tc-top-menu">

<ul>

<$list filter="[all[shadows+tiddlers]tag[$:/tags/TopMenu]!has[draft.of]]">

<li style={{!!custom-menu-styles}}>

<$list filter="[<currentTiddler>!has[dropdown]]" variable="listItem" emptyMessage="""

<$set name="dropdown-state" value=<<qualify "$:/state/topmenu/dropdown/">>>

<$set name="dropdown-state" value={{{ [<dropdown-state>addsuffix<currentTiddler>] }}}>

<$button popup=<<dropdown-state>> selectedClass="tc-selected">

<$transclude field="caption"/>

</$button>

</$set>

</$set>

""">

<$list filter="[<currentTiddler>has[custom-menu-content]]" variable="listItem" emptyMessage="""
<$link to={{!!target}}>

<$transclude field="caption"/>

</$link>
""">

<$transclude field="custom-menu-content" mode="inline"/>

</$list>


</$list>

</li>

</$list>

</ul>

<$list filter="[all[shadows+tiddlers]tag[$:/tags/TopMenu]!has[draft.of]]">

<$list filter="[<currentTiddler>has[dropdown]]" variable="listItem">

<$set name="dropdown-state" value=<<qualify "$:/state/topmenu/dropdown/">>>

<$set name="dropdown-state" value={{{ [<dropdown-state>addsuffix<currentTiddler>] }}}>

<$reveal type="popup" state=<<dropdown-state>>>

<div class="tc-drop-down">

<$transclude tiddler={{!!dropdown}}/>

</div>

</$reveal>

</$set>

</$set>

</$list>

</$list>

</nav>

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ambit-white: #ffffff
ambit-black: #222222
ambit-green: #209377
ambit-pale-green: #6cbeaf
ambit-blue: #155dac
ambit-purple: #925195
ambit-orange: #eb7837
ambit-brown: #786e65
ambit-light-grey: #e2e2e2
ambit-very-light-grey: #f2f2f2

ambit-mid: rgba(232, 232, 232, 0.84)

top-menu-background: <<colour ambit-purple>>
top-menu-foreground: <<colour ambit-white>>

page-footer-background: <<colour ambit-green>>
page-footer-foreground: <<colour ambit-white>>

alert-background: <<colour ambit-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: <<colour ambit-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: <<colour ambit-green>>
notification-background: #ffffdd
notification-border: #999999
page-background: <<colour ambit-light-grey>>
pre-background: #f5f5f5
pre-border: #cccccc
primary: <<colour ambit-blue>>
sidebar-button-foreground: <<colour foreground>>
sidebar-controls-foreground-hover: #000000
sidebar-controls-foreground: <<colour ambit-green>>
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: #ec6
tag-foreground: #ffffff
tiddler-background: <<colour background>>
tiddler-border: <<colour background>>
tiddler-controls-foreground-hover: #888888
tiddler-controls-foreground-selected: #444444
tiddler-controls-foreground: <<colour ambit-green>>
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 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 'AboutContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'ClientContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'HomeContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'LearningContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'NetworksContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'AMBIT'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'TeamContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'TrainingContents'>>
</div>

<div class="tc-table-of-contents">
<<toc-selective-expandable 'UsingTheManualContents'>>
</div>



tags
title
hide
hide
hide
show
show
hide
show
show
hide
hide
hide
yes
auto
sticky
no
hide
hide
show
restored
no
no
no
<div class="tc-more-sidebar">
<$macrocall $name="tabs" tabsList="[all[shadows+tiddlers]tag[$:/tags/Recent]!has[draft.of]]" default="$:/_AFC/Recent/All" state="$:/state/tab/recentsidebar" class="tc-vertical" />
</div>
\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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
Open Pages
Recent changes
$:/_AFC/Palette
{
    "tiddlers": {
        "$:/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",
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Create a drop-down list of all recent : <<tag [[(a) Work in Progress - Major change]]>>

* ''We do not track extremely minor content changes'', such as fixing broken links, correcting typos, or improving the layout - members of the [[AMBIT Editorial Group]] work independently on these "housekeeping" tasks.
* ''Major changes'' require more "sign-off" than ''Minor changes''

!(a) Work in Progress - Major change
This is used to [[tag|Tags]] changes flowing from group discussions in the [[AMBIT Editorial Group]] and in order to be posted in the AMBIT manual they require a minimum of three members to agree, but to be properly accepted they require sign off from at the very least the significantly more for the highest level changes proposed.

The highest level of major changes mark a response to new evidence drawn from wider theoretical/experimental advances.  They generally mark a //significant change in direction// (the removal of one of the [[Specific interventions]], or addition of a new one, for instance; or a change to the [[Core Features of AMBIT]] represented in the [[AMBIT Wheel]].)

!(b) Work in Progress - Minor change
This [[tags|Tags]] changes that are generally new pages that introduce some small element of new theory of practice, or which are formed to better elaborate an existing area, but which do not represent any kind of fundamental shift in direction or practice - but are rather "clarifications" or "embellishments" on existing content.

For example:
* The response to a local outcomes evaluation by a local AMBIT-influenced team that demonstrates wide applicability for other teams, but comes without the assurance of a randomized controlled trial.  
* These changes are more likely to be smaller //components of practice//, or examples of stylistic approaches to a problem.
* The practice recommendation or "example" will be judged as marking a subtle shift in the direction of the "steer" that has previously been offered by the manual, although not one that - if all other things remaining unchanged - would be likely to have a significant impact on outcomes.
** For instance, the addition of video illustrating a technique for introducing the use of playing cards developed as a young persons' version of the [[AIM Cards]] - this (new) approach to the use of the cards (themselves an innovation from the AFC, building on the Clinician-rated [[AIM Form]]) was developed locally and evaluated locally in the AMASS team in Islington.  It was agreed in the Editorial Group that this approach, while without formal validation evidence, was worth sharing as by doing so there may be scope for a formal validation exercise.) 
Drop down list of all recent : <<tag [[(b) Work in Progress - Minor change]]>>

* ''We do not track extremely minor content changes'', such as fixing broken links, correcting typos, or improving the layout - members of the [[AMBIT Editorial Group]] work independently on these "housekeeping" tasks.
* ''Major changes'' require more "sign-off" than ''Minor changes''

!(a) Work in Progress - Major change
This is used to [[tag|Tags]] changes flowing from group discussions in the [[AMBIT Editorial Group]] and in order to be posted in the AMBIT manual they require a minimum of three members to agree, but to be properly accepted they require sign off from at the very least the significantly more for the highest level changes proposed.

The highest level of major changes mark a response to new evidence drawn from wider theoretical/experimental advances.  They generally mark a //significant change in direction// (the removal of one of the [[Specific interventions]], or addition of a new one, for instance; or a change to the [[Core Features of AMBIT]] represented in the [[AMBIT Wheel]].)

!(b) Work in Progress - Minor change
This [[tags|Tags]] changes that are generally new pages that introduce some small element of new theory of practice, or which are formed to better elaborate an existing area, but which do not represent any kind of fundamental shift in direction or practice - but are rather "clarifications" or "embellishments" on existing content.

For example:
* The response to a local outcomes evaluation by a local AMBIT-influenced team that demonstrates wide applicability for other teams, but comes without the assurance of a randomized controlled trial.  
* These changes are more likely to be smaller //components of practice//, or examples of stylistic approaches to a problem.
* The practice recommendation or "example" will be judged as marking a subtle shift in the direction of the "steer" that has previously been offered by the manual, although not one that - if all other things remaining unchanged - would be likely to have a significant impact on outcomes.
** For instance, the addition of video illustrating a technique for introducing the use of playing cards developed as a young persons' version of the [[AIM Cards]] - this (new) approach to the use of the cards (themselves an innovation from the AFC, building on the Clinician-rated [[AIM Form]]) was developed locally and evaluated locally in the AMASS team in Islington.  It was agreed in the Editorial Group that this approach, while without formal validation evidence, was worth sharing as by doing so there may be scope for a formal validation exercise.) 
This page provides an overview of where to start if you are planning to manualize in your team. This includes editing existing pages in the manual and adding completely new pages. See the [[Manualizing Checklist]] to ensure you are ready to start!

!!1. Start work on pre-defined topics
*See existing  <<tag [[Local Manualization Homework Tasks]]>>
*''Create a NEW manualizing homework task'' by selecting the option  //"Create New Tiddler tagged ..."// in the drop-down list that appears when you click on the button.

!!2. Start a new 'Sub topic'

* Choose the option  //"Create New Tiddler tagged ..."// in the drop-down list that appears when you click on buttons below 
* This creates a new page as a new sub topic under that topic heading
** Check you are not DUPLICATING content (use [[Search]] or [[Tags]] to help)
** Think carefully about your new PAGE TITLE 
* Some examples are provided below:
** <<tag [[Managing Risk]]>> - material related to managing risks in work with clients
** <<tag [[Manage CLIENT RELATIONSHIP]]>> - material on engagement or challenges in the relationship with your client
** <<tag [[Manage CLINICAL PROBLEM]]>> - material on challenges in the face to face work with clients
** <<tag [[Working with your NETWORKS]]>> - material on challenges in working across professional and informal helping networks
** <<tag [[Our Resources]]>> - a place to build a list of local resources available to a team (other agencies, charities, projects, sports centres, etc)
** <<tag [[OUR LOCAL Teamwork and Governance]]>> - material on how this team conducts its business (for instance, to stay [[boundaried|Boundaries]] and [[well-connected|Keyworker well-connected to wider team]])
** <<tag [[SUSTAIN best practice]]>> - material on how this team holds onto its [[LEARNING at work]] and keeps going
** <<tag [[Local AMBIT training session plans]]>> - material on local training updates, refreshers, or exercises that the team wants or needs to practice at a forthcoming [[AMBIT training]] refresher.
** <<tag [[Supervision Notes]]>> - use this tag to create notes on a team supervision if there are learning points that are of value (remember not to post any confidential information, just learning points on practice!)

!!3. Create new content 
* To create brand new content for your team's manual
** Click on the  ''+'' icon just above the search engine. 
** Consider the Title you give your new page 
** Consider which topic(s) this new page might be a sub-topic of, or if it might have sub-topics of it's own - use [[Tags]] to organise this

[img[Createnewpageicon.jpg]] <br><br> 

!!4. Improve existing content
* Your team has identified an area of your work that is not covered adequately in the manual, and want to
** describe it in better terms
** adapt it to fit your local culture, service ecology, etc.
*** Why not go to the page you've found that needs improving
*** [[Edit|How to edit - Videos]] that page directly
*** Or click the ''More Actions''  button (top right corner of the page - see picture below) and select ''New Here'' to create a new page as a [[Sub-topic]] of the page you are on,
 [img[More Actions pic.jpg]] 

!!''5. Review Our Existing Local Pages'' 
** If you are looking for what your team has //already manualized// you are in the wrong place
** Just look at the Sidebar and click the ''Recent'' tab - all local titles are labelled:
[img[MarkLocalEdits.jpg]] 

!!''6. Help!''
* See [[Manualization Boundaries]]: __''NB this is a TEAM TASK''__, not an individual team member's choice...
* See [[How to edit -Videos]] to learn how to edit your teams manual  
* Tips on //what// to manualize? See existing <<tag [[Local Manualization Homework Tasks]]>> where outstanding manualization tasks for a local team are listed.
* ''Feedback'': we rely on hearing from you if stuff doesn't work or is not clear.  Contact ambit@annafreud.org or use the [[Feedback please!]] form to give technical reports of glitches, or other suggestions for improvements, please!
!description
Young person is involved in non-mandatory organized school or community activities, such as sports, clubs, church groups, etc.
!end of description

!breakdown
''0+'' = Actively engaged in range of social activities.<br>
''0 = No problem''. Regularly involved in at least one social activity e.g. club, sports team.<br>
''1 = Mild''. Periodic involvement but inconsistent, attendance, Actively, regularly involved in at least one social activity.<br>
''2 = Moderate''. Attends some activities sporadically, but not very involved in any one/does not maintain involvement.<br>
''3 = Severe''. Rare involvement or interest in organised activities, usually attends single occasion only.<br>
''4 = Very severe''. Has been repeatedly asked to leave social activities because of behaviour problems.<br>
!end of breakdown
Adaptive Mentalization-Based Integrative Treatment (AMBIT) is one of a number of emerging adaptations of MBT. The AMBIT approach provides tools for putting mentalization to use in work with clients, team colleagues and wider inter-agency networks, and is designed to support the development of both local excellence and evidence-based practice. It is as much a framework for local improvement and learning as it is a unitary and fixed method of therapy.

AMBIT stresses the need for local adaptation, and the sharing of emerging evidence and best practice, using its award-winning wiki-based approach to treatment manualization - AMBIT Manual). 

You may find it helpful to read two recent papers and a book chapter written about AMBIT: 

*[[Fuggle et al (2014) The AMBIT approach to outcome evaluation and manualization: adopting a learning organization approach]]
*[[Bevington et al (2012) Adolescent Mentalization-Based Integrative Therapy (AMBIT)]]
 *[[Bevington D, Fuggle P (2012) Supporting and enhancing mentalization in community outreach teams...]] 

It may also be helpful for you to read the following pages in the manual: [[AMBIT: an overview]] and [[Core Features of AMBIT]].
!description
Attendance at School, Emplyoment or Training courses.  This is a measure of the extent of meaningful activity in the young person's life  Behaviour and attainment are coded separately. Rate the attendance by the young person in the most recent academic, training or work environment, during the most recent 3-month period for which information is available. 
!end of description

!breakdown
0+ = Attending at an above average level; e.g. particularly committed and working long hours productively.<br>
0  = No problem. Attending Education, Employment or a Training course for most or all of the working week.<br>
1 = Attending satisfactorily, but only part-time or on a reduced timetable on account of difficulties, so that some days during the working week are without meaningful activity.  Occasionally truants or refuses to attend scheduled activities.<br>
2 = Moderate problems with attendance - misses days or parts of days on most weeks, with or without the knowledge of parents or carers.<br>
3 = Severe. Missing more time than than attending, and very clear detrimental effect on progress at place of work.<br>
4 = Very severe. Rarely attends, if at all; at high risk of exclusion/dismissal, or has entirely dropped out of Education, Employment or Training.
!end of breakdown
There are two main training options available for your consideration:

!!Training your whole team together
Multi-team trainings are aimed at small teams (of 5-16 members) from either the voluntary or statutory sector, and will be based at the [[Anna Freud National Centre for Children and Families]]. Small teams are trained together with other teams of roughly the same size. The course is delivered in two blocks of two consecutive days (four days in total). We allow a month or so between the two parts to allow teams time to put what they have learned into practice. 


Bespoke training dates can be organised for larger teams (>16 members). Prices vary depending on the size of the team and the location of the training (at the [[Anna Freud National Centre for Children and Families]] or at a venue of your choice). 

*Please see the [[Centre's website|http://www.annafreud.org/training-research/training-and-conferences-overview/training-at-the-anna-freud-national-centre-for-children-and-families/ambit-multi-team-training/]] or contact [[Amy Rozwod|mailto:amy.rozwod@annafreud.org]] for upcoming dates or more information. 

!!Training two or more local facilitators to train their colleagues in turn
The [[Local Facilitator Training AMBIT model|Local Facilitator Training (LFT)- training model]] is designed to make training more sustainable and affordable for teams; two or more members in a team are given an extensive five day AMBIT training which includes training on how to run trainings for the rest of their team. These local trainers are then supported in implementing the approach in their team through supervision sessions for twelve months following training. 

Please see the [[Centre's website|http://www.annafreud.org/training-research/training-and-conferences-overview/training-at-the-anna-freud-national-centre-for-children-and-families/ambit-multi-team-training/]] or contact [[Amy Rozwod|mailto:amy.rozwod@annafreud.org]] for upcoming dates or more information. 

* See [[AMBIT training]] for all the details.
!description
Functioning in school, employment or training; includes academic performance and behaviour.  Since intellectual ability is recorded elsewhere, do not adjust this rating for perceived ability. Rate how the young person is functioning in the most recent academic or work environment, during the most recent 3-month period for which information is available. 
!end of description

!breakdown
0+ = Working at above average level, areas of strength. Good reports from teachers or employers.<br>
0  = No problem. Working at least at an average level; may have some areas of weakness and/or strength.<br>
1 = Mild. Working below year level in at least one academic area, working satisfactorily in others.  Employer recognises certain problems (timekeeping, workrate, etc) but they do not threaten employment status.<br>
2 = Moderate. Significant academic problems in several areas (e.g. fails maths and science exams), receives formal warnings from employer.<br>
3 = Severe. Consistently working below year level in most areas e.g. D average if graded.  Threatened dismissal from work.<br>
4 = Very severe. Far below year expectations in most academic areas e.g. failing most academic classes, retained a year, dropped out of school, dismissed from employment or unemployed with little appreciable engagement with job-hunting.
!end of breakdown
One of the first stages of either training option is to organise a meeting or telephone conversation between an AMBIT Trainer from the Anna Freud National Centre for Children and Families, and your Team and Service Manager(s) to discuss your training needs further. After being introduced to the model, our hope is that Managers will then be able to continue on to engage their team members in a discussion about learning objectives before any training commences, with the aim of shaping the training content to the needs of the team. 

For more information see the [[AMBIT Training Application Process]]. 

Please contact [[Amy Rozwod|mailto:Amy.Rozwod@annafreud.org]] to go ahead with organising such a meeting.
!description
Skills/talents in activities such as athletics, art, music, mechanical, computers
!end of description

!breakdown
0+ = Very good. Young person excels in at least one area of interest, recognized by others as being talented or exceptionally skilled, e.g. wins art competitions, star basketball player, soloist in city-wide choir.<br>
0 = Good. Shows talent and persistent interest in at least one area, e.g. takes music lessons and plays in orchestra for several years,develops skills working on cars.<br>
1 = Average. Has some interests, and participates in individual or group hobbies or activities, but has not developed any one area where skills or abilities make him or her stand out.<br>
2 = Significant difficulties. Has few interests or activities, or moves quickly from one to another without persisting long enough to develop skills; e.g. joins soccer team and quits after a few weeks, tries an instrument but drops it when frustrated.<br>
3 = Major difficulties. No special interests or activities acknowledged by the young person.<br>
4 = Very severe difficulties - no one in the young person's network can identify interests or activities, even ones that were evident in the past.
!end of breakdown
AMBIT training can be delivered at your location. This is generally more suitable for larger teams (>16). Please note that as well as paying for the training itself, your team must also cover trainer expenses including travel and accommodation, and you must provide the training venue. 

Prices start from £6,900 for up to 16 people. Please contact [[Amy Rozwod|mailto:Amy.Rozwod@annafreud.org]] for a quote.
!description
Includes major illnesses or injuries and chronic conditions such as diabetes, arthritis, side effects of medication, physical effects of  alcohol/substance abuse. Excludes transient conditions e.g. influenza, sprained wrist.
!end of description

!breakdown
0+ = In especially good physical condition, very fit, etc.<br>
0 = No problem. In good physical health, no obvious health problems.<br>
1 = Mild. Some health problems but well-controlled and/or unlikely to require significant adjustment of lifestyle.<br>
2 = Moderate. Significant health problems requiring medical intervention, monitoring, or adjustment of lifestyle to prevent deterioration, e.g. inadequately controlled diabetes, asthma, epilepsy.<br>
3 = Severe. In poor health.  Suffering from serious condition(s); physically frail.  Requires intensive medical intervention, major adaptation of lifestyle, and/or extensive monitoring, e.g. brittle diabetes, serious juvenile arthritis, cystic fibrosis.<br>
4 = Very severe. Very poor health.  Suffering from imminently life threatening condition, e.g. medically compromised anorectic, acute heart condition, active AIDS.<br>
!end of breakdown
We do not routinely run AMBIT trainings outside of the UK, but we are sometimes commissioned by overseas teams to run bespoke trainings for them.

Depending on the number of staff to be trained in your service, it may be possible for us to run a bespoke overseas training. However, there is a £500 surcharge on overseas trainings, and as well as paying for the training itself, your team must also cover trainer expenses including travel and accommodation. 

Another option is for two members of your team to attend the an International Train the Trainer Event, at the Anna Freud National Centre for Children and Families, London. See the [[Centre's website|http://www.annafreud.org/courses.php/113/ambit-train-the-trainer-for-international-teams]] or contact [[Amy Rozwod|mailto:Amy.Rozwod@annafreud.org]] for upcoming dates for this type of training.

!description
The extent to which the young person performs tasks such as hygiene, dressing, eating, and attention to personal health needs in age-appropriate manner; if the young person has not been given the opportunity to learn a particular skill (e.g. tie shoes because he has no shoes with ties), do not penalize, and rate on overall functioning.
!end of description

!breakdown
0+ = Good. Takes an active interest in maintaining good health and appearance; i.e. is aware of and maintains personal appearance, well turned out, good hygiene, healthy diet.<br>
0 = No problem. Maintains appearance, self-care to reasonable degree with little or no prompting.<br>
1 = Mild. Has skills but sometimes refuses or neglects self-care tasks, or has a circumscribed problem that does not affect social functioning seriously, e.g. compulsive hand washing.<br>
2 = Moderate. Substantive deficit in self-care in one area that impacts social functioning, e.g. daytime enuresis, unkempt appearance that leads to peer  teasing.<br>
3 = Severe. Significant deficits in self-care in more than one area, impacting social and/or family functioning, or deficits impact health, e.g. diabetic teen does not  monitor food and blood sugar.<br>
4 = Very severe. Significant deficits in most or all areas of self-care, cannot function independently to bathe, dress, and prepare for school, creating major family, social, and/or health problems.
!end of breakdown

The Train the Trainer model is designed to make training more sustainable and affordable for teams; two or more members in a team are given an extensive five day AMBIT training which includes training on how to run trainings for the rest of their team. These local trainers are then supported in implementing the approach in their team through supervision led by the AMBIT project for twelve months following training.

The training price for the 5 day training, plus monthly supervision for 12 months is £2,000 per person (a mininum of 2 team members per team must attend the training). 

Contact [[Amy Rozwod|mailto:Amy.rozwod@annafreud.org]] if you are interested in attending.

See [[International Train the Trainer (TTT) Model]] for the curriculum.
!description
Rating of general impairment or disability from any cause that limits or prevents movement, or impairs sight or hearing, or otherwise interferes with personal functioning. Includes impairment resulting from congenital conditions, side effects of medication, physical disabilities resulting from accidents, etc.  DO NOT SELECT THIS AS A KEY PROBLEM if the disability is not amenable to change.
!end of description

!breakdown
0 = No physical impairment/disability.<br>
1 = Mild. Impairment/disability imposes mild restriction on activity/mobility, e.g. mild CP makes young person clumsy and impairs ability to compete in sports, hearing loss causes some problems in academic functioning.<br>
2 = Moderate. Restriction in significant areas of activity due to impairment/disability, severe seasonal asthma keeps the young person from participating in outdoor activities for several months each year.<br>
3 = Severe. Major restrictions in activity due to impairment/disability, e.g. confined to a wheelchair.<br>
4 = Very severe. Fully dependent. Activity/mobility severely restricted by impairment/disability e.g. quadriplegic, or confined to bed because of severe malnutrition related to anorexia.<br>
!end of breakdown
We only train teams that we believe will benefit from AMBIT training, and be able to translate the training experience into sustainable and effective changes in practice. One of the ways that we determine, together with you, whether AMBIT is right for your team is to organise a telephone conversation or meeting between an AMBIT Trainer from the Anna Freud National Centre for Children and Families, and your Team and Service Manager(s) to introduce you to the model, and to discuss your training needs further. We then ask teams to take part in a [[team audit|Pre-training team audit]] together, to discover what your learning objectives are.

*[[Guidance for Teams Considering Applying for Training]] can be found on the manual. 

Contact [[ambit@annafreud.org|mailto:ambit@annafreud.org]] if you have any further queries.
!description
Rate social development and maturity, in comparison with peers of the same culture and age. This item would cover (although is not limited to) the kinds of problems with social interaction that are commonly observed in pervasive developmental disorders such as the autistic spectrum.  DO NOT SELECT THIS AS A KEY PROBLEM IF A DEVELOPMENTAL DEFICIT IS NOT AMENABLE TO CHANGE.
!end of description

!breakdown
0+ = Good. Young person is mature for age, interacts like an older young person, gets along with older peers, seen as 'mature'.<br>
0 = No problem. Young person is typical for age, similar to peers.<br>
1 = Mild. Slightly immature, noticeably ‘younger’ in behaviour/attitudes/awareness e.g. less aware of dress/music other areas of interest shared by peer group.<br>
2 = Moderate. Young person is markedly immature, tends to fit in with younger peers, has regular lapses in social judgement. <br>
3 = Severe. Social deficit. Seen as immature or ‘out of tune’ socially, difficulty fitting in to a peer group, either because of overt immaturity or inappropriate responses to social cues.<br>
4= Very severe. Widespread social deficit. Grossly immature, no or minimal ability to respond appropriately, perceived as misfit, rejected by all groups, isolated.
!end of breakdown
Where MBT is a very specific therapy, AMBIT is a much broader therapeutic approach.  Some people have described AMBIT as "pretherapy" - but contained within AMBIT are manualized versions of a wide range of evidence-based approaches, including simple CBT, simple versions of MBT, MBT-F, Motivational work etc.  The core training is for TEAMS and allows them to adapt how they use the materials in their own clinical setting.

To find out the difference between the different mentalization based courses that are offered at the Anna Freud National Centre for Children and Families there is more information the [[Centre's website|https://www.annafreud.org/training/mentalization-based-treatment-training/]]

If you decide after reading the documents that the MBT training may be more suitable for you and you wish to find out more about this course or any other course that the [[Centre runs|https://www.annafreud.org/training/]] then please contact [[Amy Rozwod|mailto:amy.rozwod@annafreud.org]].
!description
Young person is engaging, likeable, interested in interacting with people.  Social skills and interaction may be reduced for many reasons.  For (lilfe-long) developmental problems in managing reciprocal relationships (such as autistic spectrum difficulties) see also item 08 Young person daily life - Social development.
!end of description

!breakdown
0+ = Good. Young person is likeable, has good social skills, actively enjoys and seeks out interaction with people of all ages.<br>
0 = No problem. Interacts adequately with most people, adequate social skills in relation to people of all ages.<br>
1 = Mild. Engages adequately with most people, has adequate social skills but some difficulties in interaction e.g. shy, hard to engage, awkward with some adults.<br>
2 = Moderate. Noticeable difficulties in peer and/or adult interactions, is withdrawn or interacts inappropriately at times.<br>
3 = Severe. Widespread difficulties in interaction, frequently inappropriate social skills, poor understanding of social cues. <br>
4 = Very severe. Serious problems in social skills or interactions, e.g. is isolated, has no friends, consistently  misreads social cues or responds inappropriately, is consistently hostile and cannot maintain relationships
!end of breakdown
//To be completed//
!Keeping assessment integrated:
''NB Section A below is the least necessary information gathering activity that a KeyWorker will need to undertake in situations where an Education/Vocational Centre provision does //not// exist.'' 

The intention is always to integrate as much of the young person’s education/vocational realities into the overall treatment package to avoid the splitting that commonly exists between education and mental health services.

There is an [[Educational-Vocational Engagement Phase Flowchart]].
!SECTION A
''Preliminary information gathering and arrangements for attendance:''
!!!If young person is School Age (<16yrs):
(a) ''If attending school'':
Gather information from the YP and/or their family about their current education situation:
##Which school? Address? Phone number? Email address?
##What year?
##Name of tutor/head of year/SENCO?
##Position in relation to public examinations?
##Status of any course work/ deadlines missed or pending?
(b) ''If not attending school'':
##Who in the education service is, or should be, responsible for their education provision? 
##Education Welfare Officer? 
##Educational Psychologist involved? 
##Learning mentor?
##Extend information by contacting relevant education professionals in the young person's school or college. Potentially the tutor, head of year, or SENCO (Special Educational Needs Cooordinator), in the first instance.
##Education history from records and teacher knowledge.
##Any Statement of Special Educational Needs? 
###Current? 
###In the past? 
###Being applied for? 
##Academic performance? 
###Any pattern of deterioration?
##Knowledge about family circumstances? Any significant events/crises?
##Siblings/relatives in school?
##Peer group relationships? Friendship group? Isolation? History and any recent changes? Bullying? Drugs? 
##Relationships with teaching staff?
##Relationships with ancillary staff? 
##Public examination status? 
##Course work situation, deadlines missed or pending?
##Other professionals or agencies known to be involved?
(d) ''School-age but not currently attending school:''
Information can be gathered from main school teachers, particularly the SENCO, as well as from Education Welfare Officers, Educational Psychologists, Learning Mentors or Connexions Personal Advisors (responsible for working with 13 to 19 year olds).
##How long out of school? 
##Any legal action current or being contemplated?
## attempts to reengage YP in school? Who involved? What happened? Family participation/support?
##Current alternative education provision or attempt at provision?
##Other professionals or agencies known to be involved? Social Services, G.P.?
##Is there information about any previous exclusions and reports written for school governors?
!!!If above School Age:
##What educational level achieved? 
###Exam results
###Basic literacy/numeracy skills
##Current employment status?
##Vocational Schemes, training, higher educational training?
##Aspirations regarding career and further educational opportunities?
!Engagement
Negotiation will need to take place between the KeyWorker and the young person, to get to (or be brought to) the Education/Vocational Centre.  
##See [[Motivational Work]]
##See [[Engagement techniques]] for further detail.
##If the initial information gathering/liaison exercise turns up a significant professional or family member for the young person, they may be persuaded to accompany the young person on the first one or two occasions to the Education/Vocational Centre.
!SECTION B
''Key tasks and activities during first two weeks of actual attendance.'' - see an [[Example timetable during engagement phase]]
(a) ''Educational Assessment''
Educational tasks and activities to be given to the young person during teaching sessions to complement information already obtained from teachers and other education professionals. Because of individual or small group context the information gained will be both current and potentially more detailed than may have been available before.
National Curriculum levels in Literacy and Numeracy could be obtained, as well as getting a basic Reading Age.
A whole range of educational or psychometric tests could be used as deemed necessary for more detailed assessment profile.
(b) ''Social Assessment''
This is carried out by observing the YP in a range of contexts and activities in the education centre.
**Relationship with peers - observed in formal, semi-structured and informal contexts.
**Formal - observation of relationships in small group tightly structured teaching situations
**Semi-structured - observation in less formal activities drama, art, cooking etc.
**Informal - observation in breaks and free time around the education centre.
**Relationships with authority figures - observations made in similar contexts to above and in addition, during one-to-one conversations.
**Relationship to learning - observations made in teaching situations.
It is important to note that much information that will contribute to both the educational and social assessment will be derived from the "routine" teaching context. Everything that the young person does during this assessment phase shouldn't look only like assessment.
(c) ''Family Assessment'' 
As appropriate, relevant family members will be encouraged to participate in elements of the education programme. This will provide opportunities to observe relationships between the young person and their family in a range of contexts not normally available either on home visits or in mainly structured family interviews. The contexts will be based on both individual family as well as multi family activities. The information obtained will be additional to that gained in regular family interviews.
(d) ''Individual Assessment''
The young person will be withdrawn from the education programme group for individual interviews as necessary.
A lively conversation, sharing knowledge of AMBIT-influenced ways to engage with young people:

*Sharing a bit of ''me''. Purposeful self-disclosure. Balancing risk.
*Engaging young people "where they're at"
**physically - meeting in a place that is right for the young person - McDonalds and parks vs clinics and offices. Perhaps with a plan to gradually transition to a more conventional clinical or helping space.
**Psychologically - "Getting it"
*Finding ways to "step out of chaos", to reduce affect: 
**activity (e.g. talking whilst playing pool)
**speaking in the car (reduced expectation of eye contact)
*Language that encourages mentalizing, e.g. "I'm interested to hear..."
*Language to share - tentatively - our own thoughts (see [[Broadcasting Intentions]]) e.g. "I guess my perspective is.... what's yours?"
*Importance of worker being "thick skinned"
**After further discussion it was considered that what was being referred to here was a maintenance of mentalizing capacity in the worker - in the sense of the worker being able to remain curious about the mental states underlying what might feel like difficult behaviours in a young person, not taking this behaviour "personally".
 

Unconferencers concluded that there were several strategies here which are rather different to traditional therapy or helping, and coined the term "Untherapy" to describe this!
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lLmlcKKKKZJ1vgb4iax4Gvs2bm4sJD+/spG+Rx3I/ut7/nXrV/omj+PNFbxJ4EI87/l608DDK3fjs36HtXz3FFJPMkMCNJLIwVEQZLE9ABXvnhDRLL4M+FZvEviud/7VvY9kVhHJ+ITHdvU9BQBraTpVh8O9IXW/ECrNrEyn7LaZ+4f8fU9ulcBrOs3uvanJfajKXlc8D+FB2UDsK7XXIrP4k+G4/Fnhp3e5gQR3dkzZZMckAeo/UV53QAu0lSwBwOpx0pK0rEmaxngK7hjjk8Z6fr6Cs7GOD1rOM+aTXYSd3Y9K+Fvi8wTLoGoyfupD/ojsfut/c+h7V6zXy9H5qYmi3L5bAh1/hPbmvf8AwR4lHibw7HPIR9rh/d3Cj+9/e/Ec1oM6KiiigAooooAKVetJSr1oAdRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVT1Ld5CeX97fx+Rq5VDVtxtowgJJlAOPTnNNbhe2pSMgZhs6Y4qyjPu+c5PFRybTt2jDZ64walgXDDcDj0NauyQczl7xYkuRAiYQu0j7EUHGTjP8AIUjalbxAfaSYX25ZWBO3r1I47HHrT5LdLhQH3DadyspwQfY1E+k2ki4ZGIxgjefm68n1PJ596xC9ySHUbWe48mOXMmN20qQf1+oqE61Z+ZGquxV93zhDgYx7e/XpU8dlDFcNNGGDN1G446AZx68CohpFoGZtjFmzklzznH+AoAV9UtFkaMykOp2kbG44J9OmAeagbWbMxhopDLkgbVU5GSBk+g5HWpRpFokjSCNiSSSCxI5zn/0I0w6Va4UYk+Xv5h5AIIB9uBTQEkl9BFI6SOQyDLfKSB7Zx19utMfWbOONzvZiqltoQ54B46cH5Tx7U+Sxglkd5A+X+8A5AJ7HHrx1po0m0KkGNiGHJLHnqP8A2Y0AKNYsjked8wIBUIScntgDmkOrwG2uJ41kdISBwv38gEY/OnppdqjAqr8MHALnAI5zTk022jgeFVYJJt3DcewAH8hSASPU7WR0RZCXc7QoQ8nn26cHnpxUn2uFrh7cOfNVdxUqRx65qOLTbaGZZUVt6klSWJx14HtyaVbCCO6kuEVvMkBDfMcc4zx+AoAgTVbSVsRyMeMj923PGfT0pP7Ws+D53BG7OxunPt/sn8qVtKtDGE8tsBdo+Y9AMfypF0m0C7TGxB65YnPX/wCKNMCY6laooLScM2wfKfvccdPcU4ajbiGB5GKecoZQQTgHHXHTqKhGj2h25WQ7TnJc8nj/AAFTNp1u6xKVbEKhVAY8jjg+o4FICI6vCtgLqRHUNuKJtJZgO+O3409dVsmdkE43KcMMHjr/AIGlk022lgSFlYKgIG1iDg9Rn0NIdKtSsiFGKyHcV3nAOc8enNADG1mz5CS7iCA3GNoPfmk/tS0LBRIQT2KMMdOvHHUdfWntpdqd+UYhm3Fdxxnvx+NQ/wBkW4uBJmQjGCpY/Mcggk9+g4poBU1a0cA+Yc8cbDyeOBxyeRwPWp/7RtUt0maQ+XJnYQhOcdeMcVXbSLcRBIgY2ByrEk7Txz1/2RThpMbW9tC8khSAEHBwXyMHP50MC3Bdw3JPksWAJGdpA4ODz9amqvDZQW7q8SkFQwHJ6Mdx/WrFIAooooAKKKKACmx/d/E/zqG6uDAoCAF26Z6CksJWnsw74JLN0Huadh2drlmiiikIa3WkpW60lABRRRQAUUVkeKNaXQPDd3qDffRNsQ9XPC/rQB5Z8UvER1TXxptvJm1seGx0aU9T+HT865LSojLfDAU7VLYbHp/n1qo7tLIzyMWdyWZj3J6mtK0LWViZXEqrNyskTAFewP8APiuTGSaouMd3ovmVHcp3s/2i8d8YH3QM56cUya3lt9vnJt3DI5zmrGmQrLcFnMZVBko4+99Pf8RU7Jc61q8NhaLvd5NkQIGcnrk96mM3GqqFNaRWv6WDpdmr4H8MJruoSXmosItKsR5lzIxwGxztz9OT7VxPxQ+ID+M9bFvYExaLYnZaQgYD448wj37DsK7P4t+IIfCnhu18B6FLiR0EmoypwWB/hP8AvHk+2K8SrtJLml6pe6LqcGoaXcPbXUDbkkQ9Pb3HtXtEkej/ABz8OGWHydO8YWMfzLnAnA/mp9eqn2rwurel6pe6LqcGoaXcPbXUDbo5EPT29x7UAN1DT7vStQmsdRge3uoGKSROMFTVavdZI9H+OnhzzYfJ07xhYx/MpOFnUfzU+vVT7V4nqGn3elahNY6jA9vdQNskicYKmgCtTkcxyK64ypBGRkU2igDsZ9U0KC6CRwpDuiWVplgWbZIzBnTHTGPlHpzVT+1NCaBnFuYpP3irD5IYANKrg7s9lBGPeuZoqeVGzrN9DdTVbNtZ1F23W9rdRvDFJBEAYlJG35RjsMHvzU9hqOl2r6bJJezM1hcu2Ps5/eISOc546dK5uinYSqNHXf2/pgfTrhZMTW0Hlti2O8Haw4fdjGSO1VptdspbjT5gJEaO2nWcBOBLIG6exJz+Nc1RS5UP20goooqjEKfDDJcTpDBG0ksjBURBksT0AFEMMlxOkMEbSSyMFREGSxPQAV7t4Y8MaR8IPDY8VeMgs2tyri1swQTGSPur/terdBQAeGfDGkfCDw2PFXjMLNrcqkWlmCCYzj7q/wC16t2ryLxb4t1PxlrsmpatLkniKFT8kKdlUf170eLPFmp+Mtck1PVpcseIoVPyQp2VR/XvWHQB0/gPxte+BvEcd/bFpLZ8JdW4PEqf4jqDXqvjjQrOW2t/FXhwiXSdRAdtg4jc/wAgT+RrwOvWfgv4tgE0/gvXm36bqgIt9x4jlP8ACPTPb3HvQBVsZzBdqd20N8rcZ4NTapHtmRsEF0HGDj8DgZ/CpNd0i48O69cWExO+B8o/Tcv8LflT7iVLnSRLMyNOMn5j6nBxjvx3rmqe7UjPvoZy0kmEUq3GkeT5ZYxg8rGPl78c9fetLwD4h/4R/wATwtM+20usQz+gB6N+B/rWNpcpW6EY2Yf++SADjrxz0zUF5AsExWPcUPKse/0p07QqSh31HHRtH079KK5j4f66dd8JwPK264tv3E3uQOD+IxXT10FhRRRQAUq9aSlXrQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqtef8sP+uo/kas1WvP+WH/XUfyNAE7IHXDDIpEiWPpkn1Jp9FA7sKKq6jNNb2bTQMgZMZDqSDzj1FUzrewSq0WTEdobO0OQcHA5I/WgRrZxRWKNeDDcLZih/i3j0Unj/gQq7YX/ANsV/k8sxttKk5NMC7QRmsdtfUDi2Zi3KgMOR83X0Py9KmTVSLSa4njwkcxj+U9F7E0gNEDFLWZ/bSrIEeBlywX7w4OVBz6fe/Gn2+rLcW88/lFY4UDH5sk/LuoA0KM4rIfX0jYpJAwZeu1gR+B+pA/GpbfU/tDSr5BDIrMBuB3YJBHtyKANKisj+3k+XbA7ow3bge2cZ/Pj8KX+3OBugKbkV1O7dnOOPyNAGsRmkAxWSdeUdLdj8vmffH3cZz9fart/fCyt1l8syAtg4OMDGc/pQBaorHXXdpAliBJkdfkboATjP1xUkWrO0FzNNCESHYQA2TtYA5P0zQBqZAorDk11m2eTDgswU7z7qD/6FUkWsTPpM1x5SiWJFbBPynIzn/61AGxQRnrWKuuyCP8AewDfvIARuGGWA+n3atnVB9lgmWLJmJG0uAFxnOSfpQBeAxS1lNrYD7UtyxZiE+cDOCQc+n3TTIdeLz7GtyQX4Knop28n3+agDYorPsNTN9MFEPljy9/LZ9MfzNaFABRRRQAUUUUAUNSHmFEQ4cAnPt6VJpcZj09FbGQzdP8AeNST2omfeHKNjGRzkUtrH5VuELbsMecY71ba5bCvK9nsTUUUVAxrdaSlbrSUAFFFFABXlHxh1jfc2WjxNwg8+X6nhR+WT+Ner185+LNU/tjxZqF4DlGmKR/7q8D+VAGbaxGa5VF2ZzkCTOD7cVY1G5L7IBCIBHyyK+4E+v5VJpUBEn2iQmOMcB+g9+cfpxVR3a7vyzEs0snUdTk+9cF1UxLb2gvx/L/IrZF2ykaysJJwGDP0IbqOg6HjnPUV0vgL7Noemav4w1Rcw6dEViz/ABORzj35A/Gub1Zmi8uziyEzuVR/Fnp0JHXPTirHxevP+Ed8GaF4Ot22ySJ9svgO5zwD+Of++RTwfvxlX/mf4dAl2PKNX1W51vWLvU7999xdSmRz6E9voOlUqKK7iQooooAt6Xql7oupwahpdw9vdQNujkQ8j/Ee1e0yR6P8c/Dfmw+Tp3jCxj+ZScLOB/NT69VPtXhdW9L1S90XU4NQ0u4e3uoG3RyIen+I9qAG6hp93pWoTWOowPb3UDFJInGCpplrGkt1GkpwjHnnH4Zr26SPR/jn4b82HytP8YWEQDL0WcD+an81PtXimoafd6VqE1jqMD291AxSSJxgqaALz6dpvmR7NQBXaiyYIzvzhsZxx0pZ9M04QzzQ6pGNqFooiMs3HQnPrxWPXW+HPhj4s8TqJdO0p47c9Li5PlIfpnk/gKVi+ZdjOfT9GmlKW9/5IVypaQ5B46jpxnvUX9m6bjjU1OU3DKgY5Ax1685/CvTbX9nHWpIwbzW7KFu6pGz4/Hin3H7OGrKhNrr1nK3YPCy5/nRYfMux5bfaRHbWMN1b3QnSQnPKjaMDqM5zkkYx2qRtL09ZtsWorPtI+UYXzMleAc8dT+X1rd8QfCPxh4djaafTPtduvWazbzQPqPvD8q4ogqxDAgg4IPajUXNHsOlVUmdY23orEK2Mbhng0Qwy3E6Q28bSyyMFREGSxPQAUQwyXE6Q28bSyyMFREGSxPQAV7t4Z8M6P8IPDg8VeMws2tyri1sxgmMkfdX/AGvVugFMgPDPhnSPhB4cHirxkFm1uVcWlmCC0ZI+6v8Aterdq8i8WeLNT8Za7JqerSZY5WKFfuQpnhVH9e9HizxZqfjLXJNT1eXLH5YoVPyQp2VR/XvWHQAUUUUAFPilkgmSWBzHJGwZHU8qRyDTKKAPoPV7pPHvwz07xXAFN/ZjyL9V68cH9cN9GrjLG2S6uDG77eOMEDPPvU/wI1uJNev/AAzftm01iBgqnp5ij+q5/IU2+tJtE1u4tJf9ZaytGf8AaA/xFRNNxajuJ3toQSx/ZLzarbzGw5wRn86u6tAxjjuDt3H5XG4k+3c/zqPVUUtHOnAcbdufTpjgcYxRaJHdQyGVt0yjhpCSAAOP5Y6/hXNzNxjV7bmd9FI6z4TawbLxNJp8jYivo+B/tryP0zXtFfMul30mmara30Rw9vKsg98HkflX0vDKs8Ec0ZykihlPsRmuw1H0UUUAFKvWkpV60AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKrXn/LD/AK6j+RqzVa8/5Yf9dR/I0AWaKKKAIrmaGCEtckLH3LDI9aiuPsscbyypHsbBY7M7vT60mo2A1CARs+zBJztz1Uj+tJc2T3VoYZHVfm7KcMB2Iz/WgBV+z+WrARBHxtOAAc/5FNge0ZRNE0QVSRkYXnoc+/FQy6SZbOGB52domyJWXJP6/wD1vaojoA8h40uNu8YY7OvLH1/2v0p3AuR2tjG0mFjZpXBbe27LdutPkFrKzwSbQdysy527j1GfXpVL+wUxH+9yVYk5Xrkg9j1496kvNHW7vftDS44A2kcY/Mc0gLbC0YvvEJLHa+cc+xoWS2jGEMaqRyRgDjjr0qh/YQa5eWS437iTgp7MB3/2v0pBoEYdD5vyoVO3YMHAX+e39aAL/l2+RGixDA4UAdOvSlCKpJCgH1AxWda6RNbX6OjoYo14ZhlidoX8uOlahT8aYEYhjO0mNDt+78o4+npUnkQ7twiTOAM7R09KcE96dQBGLeEZxEgyST8o5z1o+zxGPY0asu7dhhnn1qSikBGbaAtuMMZbOc7BmkaKP5gEUAjDDb1qWkK0AVzFERgxIf8AgIpyxJtI2LtIwRtGCKfs/GnBPemA37PCVx5UePTaP89zSmCIxiMxIUXopUYH4U+ikAzyItxbykyxyTtHJ9aT7PDuB8mPIOQdo4NSUUAMSNEf5EVeMcDFPpMYOaWgAooooAKAQSQD06+1FU4znVZQvQKN35DFA0rlymx/d/E/zp1Nj+7+J/nQIdRRRQA1utJSt1pKACiiigDN8Q339m+G9QvM4MVu5H1xgfqa+bgGdgBksT27mvcfindG38DTRg4NxMkf4Zyf5V4vpyu18jR4zH85yM5A68YNZ1J8kHLsNasuz+ZZ6OsbRLG0pIID8rkc8deQBVfS1PmSyl9karhmIBBJ6A5BpuqTrNd4jbciDAPYnqccnFVUlkiz5bsmRg7TjIrho0JSwzT0ctX8/W/QpvU6rwNp7a/48tjOfMitj5zHHGE+6PpnFea/EvXD4g+Iur3m/dGsxgi9kT5R/In8a9e+H8o0bwj4n18jDW9sVQ+4Ut/PFfPDMzsXc5Zjlj6k16EYqEVFbIgSuj8O6DZavDHLdTSwxxTst2687I9mVYDHUsCK5yporu4ghlihmkjjmAEiqxAcA5GfXmssRTqVKfLTlyvv/X4eY00nqdDL4PcSRwCdIZgRFJ5uTulZmCKABwMKDk8c02w8Jvcjymnja5mtvOijBI2fvAuWJ4P8XA54rIGt6mtxJONQuBLKAJH8w5YDpk+1RLqF2u3bcyjagjGHPCg7gPpnmuT2OM5bOovu+/5X/Aq8exsQeGVurOGVLuOAEYZ5dxDkytGuAFyOR3qG98Mz6fo7X13cwoQ+1YRks/zFeDjBxtOfTj1rPOp3zAg3cxBYN989dxbP/fRJ+tXrzxLdX2jrp88MLABQZiCXOCTnnoSTyR1ocMZGatJNX18l/X/AsHulHS9UvdF1SDUNLuGt7q3bdHIvY/1HtXtMkej/ABz8N+ZF5On+MLCL5l6LOB/NT69VPtXhdfT/AMGvh/H4W8PJq2oRf8TbUIwzbhzBGeQg9zwT/wDWr0iBvw++DOleGIYb7XI49S1bG75hmKA+ig9T7mvTvp0oooAKKKKACuD8d/CfRPGcMlxFGun6rt+S7iXAc9g6j7w9+td5RQB4hoHhXRvg1or+JPGEkN3rTZS0t4jnafRM9Se7dhXl2qa7qHxE8TXNzrErG4eB/sUMZ+SMr8yoB3yM+5NfR3xK8CW/jjwy8Kqq6lbAvZzejf3D7Hp+tfJytdaZfnaZLa6t3Kkg7WjYcH6Gpkm4tLcT2Olv/CEMUhSzmdhJsSKRyNu8BzNnA5C7DwPUVQTw0EAnlvoGtt8IQqGBmEmcYGOD8p61mDU75ViC3cwELmSPDn5GPUj3NNk1G8lYmS5lYs6ucseWUYU/hniueNOslZyISl3Ogl8I7NQvbMOPNWaJITv+VBIzY3cfNwo6Hj3qvD4RnmVpRe24tliEnnYYjB3DpjI5RuT7etZY1fUQQRez5DBgfMPBBJB/Mk/jVzTPE17ptu8KhJ0bbtEuTtxuwMdxlice9JxxCjo7sLTS3GaZ4eutWtWntHVgrOpXBJyF3AYA6t0HvWl/wilvHYyG7vBDPFFNIzLllJTZ8uNvGC2DyawLbULyzVhaXMsAZg7CNyoJHIPHpThqd8G3fa5s5c53n+L73596uUKzlpLQbUr7m88H/CJeIrLWNOnDpZ3URKZO5DtDkHjnIz0r1X4o2kf9vWurWuDb6nbLKrDuQB/QivCJry5uVYTzySBmDEM2ckDAP5cV7jLP/bfwJ8O6gx3SWL/ZnPfjK/0WtaalGNpO7KV0tTBhWO607aI18yPrggMwHPGf/r1mVYs7s2jsdm8MMFc4z9fUe1QMcsTgDJ6DtUU4yjKS6CSabEr6C8BX/wDaPgfTpScvHH5T/VTj+QFfPtexfB658zw3eWxP+pudwHswH+FbFHoVFFFABSr1pKVetADqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACq15/wAsP+uo/kas1T1LcYE2fe38fkaAJpLlE+VWVnzgDNJHNg4kPXoayjIGYbOBjAqyjMD8xyeK05dAkrStc0wc9KK5rxtczW/g27a0WQyOUQOh/wBXlh8x9qqmG+8KX9lL9ruNUGpTiG7ic8+YQT5kf90ADBXpgCosYTrck+W2itr6nX0UV5t8TPEWo2N7Bp1pIIY2US70DByeR1DdORxihK4V6yoU+dnpNIWA+tcn8Obu5vfCrS3cjSO1w5BYknBwQMkmuivLn7LayTiGafYM+XAm52+g70W1Kp1FUpqp3LIb1p1cOviSQeM5ZDpOsFDp6L5H2b5gfMb5tu7p2z7V2NnP9ptY5vKlh8xQfLmXa6+xHY0NCp1Y1L2J6Kydf1saRaqIwGuJQdm4HaoGMscckDIGBySQO9c/4cuJp/EEcjyyF2WTzWLljL0wCAdo2nPIwATtGeaLClXjGah1O2oorzdb3TL63F/4g+33Oo3qmSyt4pHRcbyqxRbSBuGBuz65oSCrWVOx6OWA+tIG9a5bwZNqRg1C01i4aeezuFjBLBtgMasF3YGSM4JPU10ueaLF05+0ipbE1FNTvTqRoFFFFABSFgOnWg/dNRk0APDetOqHJzzUid6bDoOooopAFFFFABVNt39pAorHBwxxxjHr+VXKKadhNXCmx/d/E/zp1Nj+7+J/nSGOooooAa3WkpW60lABRRRQB5x8Y5tui6dDn79wzY+i/wD168pt7uS2yE2srclXXINer/FjTNR1NNLTTrKe6EZkL+Uhbb93Ga84/wCEU8Qf9Aa9/wC/JqZQjNcsldAZJOSSepOaStf/AIRTxB/0Br3/AL8mj/hFPEH/AEBr3/vyaoDfvn/s39nHVJR8rXsxTPqC4X+hrwKvfviHbT6Z+z1Y2tzE8Exuo98bjBGWY8ivAaACiiigDr4/C2ltpqX7X0ixGH7QykrnYE5A9T5ny/StNdG0SO+Vhab2WaaOVkYeWqiAMMr0ByePevPaWvKnga0/irPr+PozTmS6F7WLKCxvkjtHd4ZIIpl8wgsu9A2CR3GcVQoor0oRcYpN3fchnX/C7w8viX4iabZzJvt4mNxOCOCqc4P1OB+NfXlfPv7OFor65rV4Rlo7dI1PpubJ/kK9mtfFNrPr2saZNE9udLRZGmcjbIpUMxH+7kZ+tWI3KK53TPGenXnh+DVb7OnJPI6JFPy/ykgnA9hn2q9P4l0W2uUgn1K3WVwhC7s8P90kjoD2J4oA1KKxY/FmkPNqUcl0Iv7NmWGdnBA3EDGPXk4x602fxVZD7M1mVuYriG4lWUPtVfJALK2enXHPTFAG5RWWfEelx3VtaXF3HFdXATy4jk7iwyADjBqH/hK9JhtYpb+8gtWlUuEMm/5QxXdkdsjr0FAG1XzH8ePDa6N47XUbdNsGqxeacDpKDh/z4P419FXniLSNPukt7zUIYpXCkKzdmOFyegz2z1ry/wDaNs1fwppV3j5obwx59mQ//E0AfO1KMZGeR3xSUtAHVjwvYBkInnufOiNzBDEVDyRfKFHPRsls/wC7UM3hm2SOeSK4eWKBrhWkBGAUC7B9SSfy4rnp7ma5ZDO5cxoI1z/Co6Coq5lTqdZkcsu5oa5aWthrE1pYtI8cJ2F5CCWPcjHas+iit4ppJMpaIK9s+HMv9ofAnxDZNybK681fYHa39DXidezfBRXufA/jO0jVnZokKooySdjdB+FUMwKKvDQ9Wx/yC7z/AMB2/wAKP7D1b/oF3n/gO3+FAFGvT/gzN+/1aDPVY3A/EivPv7D1b/oF3n/fhv8ACu++Elje2WvX/wBrtLiBXthgyxlQSGHrQB6xRRRQAUq9aSlXrQA6iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqhqwY20YQEkygED05zV+q15/wAsP+uo/kaa0E9UUZdp2gDDZ64walgXDDcDj0NaLIHXawyKakSx9Mk+pNU53GkkrFDV9MGs6NcWBlaETKB5gXO0ggg479KoroGpTX9nPqWtm6jtZvOWIWqJlsEdR9a2bm4aExLHEZHkbaBux2J/pTPPu/8Anz/8iipuZSpRk7v9S1XNeIvBFl4j1Fby5laORYhGNqKehJzz9f0rb8+7/wCfP/yKKPPu/wDnz/8AIopDqU4VI8s1dDdO0u10jT0tLCBIo1AB2KBuIAG446njrU5qLz7v/nz/APIooM10f+XP/wAiinctRSVkV101V159U8xtz2y2/l44ADFs5/GtBevtVcTXQ/5c/wDyKKPPu/8Anz/8iii4KKWxU1zQYdbhQSP5boCAxQOrKcEqVPBGQD7ECptK0i30mArDl5HxvlYAFsdBgcADsBwKl8+7/wCfP/yKKPPu/wDnz/8AIopE+zjzc9tS1XPTeGJIp5H0jVJrCOWRpGiESSBGb7zJuGUJyc4rX8+7/wCfP/yKKPPu/wDnz/8AIooCcIz3INM0u30myFta72yxeSSRtzyOerMe5NXAOeaiM10f+XP/AMiilguHa4MMsBibZuB3hsjOKdyoxUVZE69adVT+1tP/ALR+wfbbf7X/AM8PMG/8qt0gTT2CijIFFAxG6cVGaloIzTAiA55p69aUDFLRcAooopAFFFFABRRRQBXu7gwqoQAu3TPQUmnytNZh3IJLMMgf7RqHUh5hRFOHAJz7elSaXGYtPRWxkM3T/eNVb3bj5o2sty3RRRUiGt1pKVutJQAUUUUAcH8TPEureHRpx0i5EAn8wSZjVs4xjqPeuC/4WZ4r/wCgin/gOn+Fdf8AGWLOmaXN/dmdfzUf4V5OVZQCykBhkEjrRcDqf+Fm+K/+gin/AIDp/hR/ws3xX/0EU/8AAdP8K5ZEaRwkalmPQAZJpGUqxVhgg4I9KV1ewHdfE+/uda+AdjqF6/mXD3UbSOFAydzDoK+fa9+1hP7Q/Zsu1HLWc24+2Jc/yavAaYHWrpmhLa2FxLtRr6JnSOWVlVGRSuGP91pOc+nekXT/AA7JeFftECLHN+9HnttK+UOEJ5YeZkZ+nauVLM2NzE7RgZOcD0pted9Tqa/vZdevn+i0/EvmXY257izstZsDpWIVjjiM0yylt7Mql856YJIwK3JtQS9sdXSK+jErX7+STcrF+62EDqPmXPYYriKKqpgYz5W3qur163BSsd/BqGiLc2r29zEraUGhQyIFEqmIjI5O75xnt96qGsXWkr4bvLbT5oneeWG66DcGYtuQf7oA/OuPorGOWxjNS53pb8Hf87/ePn0Pbf2brhRqmu2xPzNDFIB6gMR/WvUNR8FzX2p3V3HerD9qvA8oCk7rcxokkR9zsBzXz58HdfXQPiVYtM+y3vQbSUk8fN90/wDfQFfWNeqZnHXPgu4YQyW88LSxS3JCO8kalJn3dUIORgD0NOTwQ0Wl6jZxXEKi7tLa3QhCAnlZz3PBzwM119FAHL6h4b1GebUGtLuBEubuK6VW3Kx2qFZCw5AO0EEc1St/A94lo0Ut3b5IvgNisR/pCgDqSflIP1rtaKAObj0TVY9cs7iSWzntLOFIoI33gxnbh3AHBY9AT0H1NV7fwdNBZTwm6iZpdMlsQ2w8F3Zt30+Yce1dZRQB55q+j6nbzXWmWELTJf8A2QySPbsRmPap2uDgDCZO7BHbOaxf2i7hU8F6dB/FLfhh9FRv8RXrtfOf7QviBL7xVZaNA+5dPhLy4PSR+34KB+dAHJ2eo6a2hxW1xJCs0OmS+W2By7bgUPv90iprzUoIvE9jPBeILNnAfbcq6Bdg/gA+UZ9c1w1Fcn1WN279/wATP2audpouo6dNYwzavPC9xKGsJRKPmCOc+aT7ZxmmyX8U0jDS7+0tWhugkjyAKJYUVVVhnqOGJXvmuNop/Vo8zlf/ACD2avc7a91LSZtGMFnJGh2l0jbG0D7RnGMZD7enPTIqW5v7D+13fT7i0FnMJEK+YIpYW8zLOrYIJIwR6jiuEoqfqsV17/iHs0WL/wAv+0bjyJjPF5rbZSuC4z1xXsXwJupdN8L+L9Qgx5kEcbJuGRuCua8Vr2j4Yp9i+Cnii9bj7VcCFT64Cj/2Y11pWVjQ1B8WPE39+0/78f8A16P+FseJv79p/wB+P/r1xkaNJIERSxPQDqa0b8R21ilsEBbcTuPUeo479qiVTlko9WS5Wdjov+FseJv79p/34/8Ar113w88Z6v4m1a7t9UMBihgDr5ce053AeteOV6b8GYc3mqz+kcafmSf6VoUer0UUUAFKvWkpV60AOooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooqvfahZ6bbG41C5itoV6vK4UfrQJtJXZYqrfMFWFmIAEoJJPTg15/r3xj0+13RaBbNeyDgTS5SMfQfeP6V5prvi/W/EbH+0712izkQR/JGP+Ajr9Tk1pGm2eNic5w9HSHvPy2+/wDyudX4m8ZX3hzxnct4a1lLuymIlaAt5sSOfvL7cjPykda39D+Mmn3O2PXrR7N+80OXj+pH3h+teNVc0jTZdY1i10+3/wBZcyrGD/dyeT+A5/CtnCNtT5ynmeKjVbpvd7brU+lBe218unXdrMslvK5ZJAeGGxqu+bH/AM9F/wC+hUUFhbW9hBZpCpggRUjRgDgAYH6UjWVrni2h/wC/YrlPu43subcm82P/AJ6L/wB9UebH/wA9F/76qt9jtv8An2h/79ilFnbdfs0P/fsU7FFjzo/+ei/99Cjzo/8Anov/AH0Kj+xWv/PtD/37FH2K1/59of8Av2KQEnnR/wDPRf8AvoUedH/z0X/voVH9itf+faH/AL9ij7Fa/wDPtD/37FAEnmx/89F/76o82P8A56L/AN9VC1lbZ4tof+/Ypn2O2/59of8Av2KdgLPmx/8APRf++qPOj/56L/30Kriztuv2aH/v2Kk+xWv/AD7Q/wDfsUgJPOj/AOei/wDfQqurq2rfKwP7jsf9qpPsVr/z7Q/9+xUkcEUJJiiRM9dqgZoA4W90HWLW1lhitXuY4rz7WJo513OPM3nCFc+Zjjrj37V21tdx3lnFcwbvLlQOu5SpwfUHoanpjcmnuY06SpttMbu9acrHvzTKUA9aZsS0UUVIBRRRQAZ5xRSfxUtABRRRQAUUUgIJIByR19qAIZ7VZm3hmRsYyOciltY/Ktwm7dhjzjHepqbH938T/Ond2sKyvcdRRRSGNbrSUrdaSgAooooA4f4tW3neDBMB/qLlGP0OR/WvKnDahpPm7meRD90HhSOMBcdNvPB/Cvc/GFj/AGj4O1O2AyxgZl+q/MP5V4Fpc5iuggC/vflyRnFcWMg3BVI7x1/zRUewaXcGC8wJfKEgKl/7vvTdRhMV0Du3rIoZW2hcjHoKS+h+x6gwQAKDuQdeO3Wrs27U9LEzSeZcxkllwA2B6Adse1YSmoVYYmPwyST/AE6fqPpY6zwXB/bfw18UaGOXeFmRfcocfqor51wRwRg9xXvvwp1IWXjD7M5/d3sJjx/tDkfyNeR+PNFPh/x5q+nbdqR3LPHx/A3zL+hr1CDnqvNpF4tuswjDo2PusCRkDt/wIfnVe2tpLucRQgFyCeTgYAya0d2uW4QKs8YZQF2LwwIGOnXgCuerOSaUWr+Y0isdH1EMVNpKCDg8dP8AODSHSL8KD9lk5z29G2/zOKvXDeIJpD5y3Bafnaq9eq9B07ioJJNbt7ZZpTdRwrGqq7AgBc/KAfTK/pWUatV296P3jsirLpt5CheW3dVGckjpj/8AUaq1qvBrctq8ssNw0Vwq5Zl+8CSwI9uCeKzpoXgmaOTG5euDmt6VRy0bTfkJoYGKsGUlWByCOoNfWXwr8dReNPC0fnyD+1LNRHdoTy3pIPY/zzXyhBBLc3EcFtE8s0jBUjQZZiegAr3nwxoWmfBfwy/iXxTJ5muXcZjgs0fkZ52D1PTLdBWwj26iuP8AAvxJ0bxxZL9mkW11FR++sZG+Zfdf7w9xXYUAFFFFABRRWH4p8X6P4P0tr3WrpY+P3cKnMkp9FXv9elAB4v8AFNn4P8NXOrX7L+7XEMWeZZD91R/npXx3qmpXOs6tdalfv5lzdStLI3uT/LtXul7d6R8efDjwWjtpniDTi0lvbSyZV1P8wQBz1B9q8K1LTbzSNSmsNSt3t7qBikkbjBB/w96AKtTQ2k9wuYImcZI4HoMn9ATQtpcPAJkhdoi20OF4z6VbsrzUbKLyrSN1ZmDhhHkjt+RwPyqJSdvdE/IrLYXborrbSlWXcpCnkZxn8zTfslz/AM+8vr/qzWmNe1ggFSeAuCIfToentTxreutECfMdFVVBaHIwOB+PNZ81TsvvFeRkm0uV628uME52HoOpqGtdNdvoreeKeNZEuITEC6lcAnPGPes4WtwWUCCTLdMqRntWkZS+0NX6kNe52kX9j/s/6NbH5ZNSuTcEeoySP0C14pY2cuo6hb2VuMy3MqxIB6scf1r3b4lSRWdzpXh+1/1Ol2ipgf3iAP5AfnVjOSsIzJc56Koyx44HTvx1xRqE3nXjHcSFAUZ/X9atWQ+zaZNcH7zDC46kdP51StITPcL2UHJYjIHf9cVzKSc5Tey0M76t9iCvX/g7bbNBv7kj/W3AUf8AAV/+vXluqyiS8ODnaBnnOCeSPw6dTXuHw7sPsHgWwVhh5g0zf8COR+mK2hJyipMtO6udPRRRVjClXrSUq9aAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWXrviTSvDdss2r3Swh8+WgBZnx1wB9R+dalch8TNB/tvwfM8Sbrmx/0iPHUgD5h+WT9QKcbN6nPiZ1IUZTpq7SON174yXc+6Hw9aC1ToLi4AZ/qF6D8c153qOqX2rXJuNTu5rqU/xSuTj2HoPYVUrqNB+HviDX9skVobW2b/AJb3OUUj2HU/gMV1WjE+EnWxeOnytuXktjl60dJ0DVNbmEemWUs+W2lwMIp92PAr2PQfhLommbZdTLanOOcSDbGD/ujr+JP0rsJoIreG2ht4kijSQBURQqqMHoBUSqroerhsiqS1ru3kt/8AL8zzbQfgzGu2bxFe7z1+z23A/Fzz+QH1q94M8C/2H4/1W6eMi1tRtsi3ORJzwf8AZXK/jXoEl1Gvyqys5OAM0RzYOJG69DWfNJo9uGWYalKDjGzi7+v9bhdZxGASMtzg47GsI60kbRNcW86RXJIt2jcyNIQehUcj9ffFb8sZl2FSPlOf0NZ03h2wnZi9tECzBmIGNxzn+fpWZ6ZnL4m0iTd5NxLKV6iNXY9CScDsADn6Vo3Lstq2x2AMi4IY9MetSJodlGzMlrCpYYOBx0I6fQkfjUk9jJJGUQoBuDZJPGBigDlW8SrDdzxXBljjhLAyCVieCB0xjknHBNPfxPYpEJWu5/LbhX+faTjOAemQDyK2ZfDscy7ZUhcZJwQep61C3ha0P3oLcnAGec8e9AFGDXIrm7S3gkumL7sMQ4XAzzk9sgitO5mn+zwFHZn8nIHmFdxz3NC6BGkiOqQq6Z2sAcjOc/zP51abTZnWIb4x5abc5PPNAHOQ+IVKf6V58Lk4Co7yZPZcgD5j6VJba5BdXQgSWYSMTtyzDOBz+Pt7Vpv4Xt5GLPBbkldpO09KWPwzDFIkkcUCvH90gHjtQA27uXh02KUu52RyOQHILYPrWPF4ljdlD/aVzEH+VmbB5LLgf3QMk10kmlyS28cTmMqqsrZz8wY1UbwtbOuGgtyM7vu9/wDJoAzYPEFrcXUdtHdTebKNyBiw3Dnn8cGtK8u3hsIppJJNqQs7bWOTg04eHokmSVEhWSNdqlQRgen61YfTpJI40Zo8IpU5zzk0B1MN9aa2H/Ew86BsbsJK0gC8fMSOnJA5/WmHxHagEmW7GM8FJM8DJ/Ic1pjwnaYGLe2wDkfKalPhyJuscB6/w+owf0oAxT4lsBJ5ZuZxIBnZh93Xpjrninw+ILeWdYvMuULyeWm/cNzYBPX64rVPhmEzeaYoN/8AeweaT/hGIPNEnlQbw2/OD971oAfLPILG3JlcD94SQxycGska08cayXYniSRd8eyUyFlxkkgdMAZPUe9dA2mytDEm9P3ZbJyecnNZ58LWhzm3tzubcflPX/J6UAZb+J7VMFproJgnewcDqAOvqTxS/wDCSWzFPKlupA54ZQ+MYyTnvgEVqyeGreXAkhtzgYHB4FO/4RmAoqmKAqpyvB4/zgUAP0G8S+/fwyO8bocbmPqO1bdZ2maUumnbEI0jwcKmepOa0aACiiigAqnGSdWlC9FUbvyGKuVTYMdRBRWIB+Y44xj1/KqSuHNylymx/d/E/wA6dTY/u/if51IDqKKKAGt1pKVutJQAUUUUANZFkRkcZVgQR7GvmvWbB9J168smyrW87Kp9s8H8sV9LV418W9JNp4ig1JF/dXkeGP8Atrx/LFAHKOovdOeURktEo2+Wo+Xjncep6ZqHTLo28+wruVyMAHHzDpz2696NNuY4WdLhm8pgflAJBPQ8Ag8io72D7NcKY45IVYBkEhBbHqcdK8uNNXnhprR6r+vLfT5l36lnfJoOu291A+ZIJFmAHbB6Z71f+Pujx3aaP4usVzBdxCCZh643IT+GR+FZt5PFeW6P8iSqOEVOSO+T+tdx4Xii8cfDjU/CF66+fEm62Zv4RnKn8G/Q114WU3SSqfEtGKVr6HzpBPLbTCWBtjjocA4/OrCarfRlSlwylU2KQo+Ue3HX361DeWk9hezWd5GYp4JDHIh6qwOCKhraVOEviSYrsvjWtRBYi5ILdSEXJ5z6epP5mm/2teGFYZJRJEqBAjoCMDoOnbPFUqKn2NL+VfcF2Xv7Y1Dy0Q3TMqKEUMoOABgDkehx9KgAuNRvlWKNpriZgqRxrksegAFMgglubiOC2jeWaRgqRouWYnoAK928OeHNH+DnhseJ/F+yfXplItbRSCYyR91ff1bt/Oo04Rd4pILsPDnhvR/g74bHifxeEn12ZcWtoCCYyR91f9r1btXj/irxVqfjDXJNT1eXc7cRxKfkhXsqj/OaPFXirU/GGuSanq8u524jiX7kKdlUf5zWLViJIJ5badJraV4ZYzlJI2Ksp9QRXpnh349eJ9IRIdUSHWIF4zN8kuP98dfxFeax2k81rPcxxlobfb5r/wB3ccD9atvoWopcW9uYFM9yVEUSyoXO4ArlQcjIIPOKdmB71aftGaBJGPtukahA/cIVcfnkVJcftE+GkQm303Upm7Aqi/rmvBIfDerzvOkVkxe3lMMiF1BEgBJUAnk4B4GaifRNSS3ine0cRzQG5jbI+aMHBb8zRZiuj0/X/wBobXL5Wi0Gwt9MQ8CWQ+bJ/QD8jXlmpapf6zfPeardzXdzIfmkmcsf/rD2q1/wjOs5QfYJPnuDaryOZQMlevWoTouoLZfa3tysJQyAs6hmUHG4KTkjPcDFFmF0RabqV5o+pQahpk7291btvjkQ8g/4e1e1Y0f46eG8jydP8YWEXPGFnA/mp/NT7V4XVrTdSvNH1KC/02d7e6gYPHIh5B/w9qQy5dNqfh66l0q9t/s1zbSMrpInzLkgkZ9DgGm/8JDf+b5gZA2ADhcZ69fXqa9gP9j/ABz8N5Hk6d4xsIvos4H81P5qfavFdS0280fUp7DUrd7e6gYpJG4wQf8AD3qHTg90LlRoHxPeHTntTHF8wwJQCGA27fXHSox4jv1CBTGFjGFUJgAd/wCVZNFT7Gn2Fyo0JtZuZ5EeXYzxsrRnb9wjHQfgKkfxBeSMvmCMhW3KNp4Oc+tZdFP2cOw+VHo/wU0JNR8bNq96MWWiwtdSMem/Hyj+Z/Cr+rahLreu3N9J9+6mLAdcAngfgMV0Ntp//CB/CC205l2arrzefdZ+8kePu/lgfia5mxhLu0gZk8sZV1HRu1VOXLG4N2RYv5RBClvA67WX5ih4YY7jp70unMsFrPKzBH25XcCMgehBHU+npVB2aebLbdzHHAABrSvRHb6cltIHWUKMLn5Se5/ziuSceWMafV7mbVkolC1t5NQ1CG2iGZLiUIoHqxxX0xa26WlnDbR/chQIv0AxXinwt0k6h4vW6dcxWKGUn/aPCj+Z/CvcK7TUKKKKAClXrSUq9aAHUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABQQGBBGQeCD3oooA57RvAvh7Q5jPZ2CPPuLCWb52X/AHc8DHtXQ0UU229zOnShSXLBWXkFU9T3GBNnDb+PyNXKo6sGa2jCAkmUAgenOaFuaXtqUDIGYBOBjAq1GWB+Y5PHWo5cHaACGz12kGpYF2su4ED0Nau1g5nL3i/EcqcU+q08DXEOxJGi5B3DrTLqyluDbGO6kg8lwzCMDD8YxzmsQvcsSXEELqks0aM/CqzAFvpTywXG4gZOBk9ayr7TbuW8mms5IR56IpaUAlNpPQEEEHPTjnvVP/hH7twftE6zn7QJBvkbBHzc4xwcMPXp1oA31kSQHy3ViAD8pz16U0+1YCeHr1bZYvtCqqxhQqSvjIjKg/8AfWDT9OtL+LWme5STy1EgMrSEiTJXbx7YNPqHQ2y20gMQCTgZ71ICFUsxwo5JPaubTQb5G3NcRyMszSR+ZI525Qr1x6kHH60J4dvJLaaK5uFcNDIkamRiAzEEHoPft3oA6akR1kQNGwZT0KnINYCaHfqZS1yGDSK3lmZgrKGztOBxgcZ5zitXS7R7HS7e2lKs8abSV6UgLdIehpaRvu0ARk+lJ35pTQBzVAPTvTqavWnVIBRRRQAh+6ajJqRunFRmmgE781InemAc09aGA6iiikAUUUUAFFFFABTY/u/if51Dd3BhVVQDe3QnoKTT5Wmsw7kElm5A/wBo07Ds7XLNFFFIQ1utJSt1pKACiiigArmfH+hnXPCVxHEubi3/AH8XuV6j8Rmumo+vNAHy4rFSGU4IOQfStK5H2+0EsFvsEQJkkbC5/wBkf3jnn1rS8eeHz4f8UTRxLi1uczQH0B6r+B/pWbosyLdhJiAoBZWZc7fXGemfz4rixicIe2itYlR7DdGlhS6eKdARMpUNjOP1HHr9KsaRqc3hbxPFewZZYXw6j/lpGeo/KsycGG8cB9zK33getWLy/wDtNrHGFRRnJUD7uPTsBUqM411VhrGaV/Lz+4NLWZo/HDwjDMLfxvoY8yzvVUXewcKxHyv+PQ+4rxmvob4e6/a3FrP4T18LLp98rJEJOgLdU9s9R715H8QfA934G8SSWUoaSylJe0uCOJE9D/tDoa7yTlakggluriOC2jaWaVgiRoMliegAoggluriO3to2lmlYIkaDLMT0AFe7eHfDuj/Bvw2PE3i0Jca9OhFraKQTGcfdX3/vN2/mAHh3w5o/wb8NjxN4uCXGvTKRa2ikExkj7q+/q3avH/FXirU/GGuSanq8u524jiU/JCvZVH+c0eKfFOp+MNcl1PV5d0jcRxr9yFOyqPT+dYtABRRRQBq6XqNpbaVqVjfR3DLeqgV4CuVKtu5z2rYm8WWDXUd4lrcvcRWggjRxGiK/lCPduXDngEjJ71yVaNloOpahHFJaWrPFLII1k3ALuJwM88c1Sb2QmkdLF48tkBZtOffcSI91hhyREYyyE8q3Qg+uaqL4wg/sNtNktZXVbFLeBywzG4PzH/dYY49VFYZ0TUft09olo8s8EixSLHhsMxwo49TUkHh3WLr/AI99Onk4J4X0JX+YIx3wafNIVonTWvxAgt9SWZrKd7Y3U1xJFvXJ3bSmPdSv5E1ly+I7C4sZvtFjI13JZrajOxo1K8LICRuU47DjNU7XwvqdxGWe2li325ntwUyZ8Mq4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!description
Child or young person's ability to access stable, appropriate housing.  For older adolescents the assumption that the home is a //family// home may not be appropriate.
!end of description

!breakdown
0+ = Good. (Family) home is secure and young person stable within it.<br>
0 = No problem. (Family) home is stable, occasional conflicts are resolved without recourse to threats about eviction.<br>
1 = Mild. (Family's) tenure at home may be at risk, but not imminently so, or conflict at home results in occasional threats about the young person leaving, or having to leave home.<br>
2 = Moderate. Significant risk that the family/young person will lose tenure of the home, or that conflict will lead to permanent expulsion of the young person, who spends occasional nights with friends or relatives to avoid conflict.<br>
3 = Severe. Family/young person has no stable housing - accomodation may be temporary, and inappropriate, or young person may be spending significant periods out of the family home, either by choice or at the family's insistence, or is in temporary housing.<br>
4 = Very severe. Young person is homeless - staying with friends ('sofa-surfing'), or street homeless.
!end of breakdown
As AMBIT is a constantly developing model, we are always interested in new research possibilities, and our emphasis on [[Respect for Evidence]] means that we encourage [[Monitoring Outcomes]] and would be keen to pool results fro across teams. 

We are currently (2019) running an AMBIT Evaluation Project, which is a pilot project aimed at helping AMBIT influenced teams measure the outcomes of their client work using the AIM form (AMBIT Integrative Measure); a multi-dimensional measure of a client’s current state. 

Please contact [[ambit@annafreud.org|mailto:ambit@annafreud.org]] if you are interested in taking part or with your research suggestions, so that we can see how this project could fit into our current ongoing research projects.
!description
Family's ability to provide concrete resources for the young person; e.g. financial stability, appropriate housing, clothing, etc.  In the case of older adolescents living independently, this may refer to their capacity to access the same independently, via work or appropriate benefits.
!end of description

!breakdown
0+ = Good. Family/young person is financially secure and can access funds/resources as required to help the young person.<br>
0 = No problem. Family/young person is financially stable, has access to funds and resources to meet the young person's basic needs.<br>
1 = Mild. Family/young person is financially stable but resources are stretched to meet all of the young person's significant needs.<br>
2 = Moderate. Family's/young person's limitations are such that some of the young person's needs cannot be met e.g. very limited funds for clothing or pocket money.<br>
3 = Severe. Family/young person has great difficulty making ends meet, precluding meeting of some of young person's needs.<br>
4 = Very severe. Family's/young person's resources are very limited and constitute a serious problem for the young person e.g. cannot afford clothes or school equipment, family/young person runs out of money each month, erratic or absent health care because of poor access.<br>
!end of breakdown
!!No!

AMBIT is a team approach, therefore the training is only available to teams and not individuals. As an individual, you may be interested [[in other short courses|https://www.annafreud.org/training/]] that the Anna Freud National Centre for Children and Families runs. 

To find out more please contact [[Amy Rozwod|mailto:amy.rozwod@annafreud.org]].
!description
The quality of interaction and affection __between members of the immediate family__ (parents and siblings and others living in the home). If variable, rate the best available relationship.
!end of description

!breakdown
0+ = Good. Relationships are warm, confiding, including planned sharing of activities and enjoyment of each others' company.<br>
0 = No problem. Generally positive relationships, family members spend time together, no major conflicts.<br>
1 = Mild. Relationships are generally positive but with limited contact or expressed affection OR mild over-involvement.<br>
2 = Moderate. Relationships are neutral or distant, with only occasional shared activities or conversation; OR significant over-involvement.<br>
3 = Severe. Distant relationships, with no positive interaction or affection expressed, and rarely shared activities or conversation OR severely over-involved or enmeshed relationships.<br>
4 = Very severe. Relationships characterised by hostility, actively destructive, undermining of young person and other family  members OR  highly destructive level of enmeshed relationships/over-involvement.
!end of breakdown

AMBIT is a developing model of practice, and as such the evidence-base for its effectiveness is far from robust, even though early signs are encouraging. 

For more information, see manual pages on:

*[[Evidence]]
*[[Is AMBIT evidence based?]]
*[[Academic references]] 
!description
The ways anger, conflict, and negative feelings are expressed and managed in the relationship; rate the relationship between the young person and the immediate family member in which there is the most problematic conflict.
!end of description

!breakdown
0+ = Family's conflict resolution skills are markedly strong - differences are recognised early, and can be explored honestly and effectively.<br>
0 = No problem. Anger and frustration are generally expressed and resolved with little or no long-term impact on the relationship.<br>
1 = Mild problem. Occasionally conflicts lead to residual feelings of frustration and tension that last several days, but most interaction is not coloured by effects of conflict.<br>
2 = Moderate problem. Persistent conflicts or periodic severe clashes; interaction is frequently coloured by conflict. Positive relationship undermined by impact of conflict.<br>
3 = Severe problem. Persistent serious conflict; the majority of interaction is characterized by hostility and conflict with minimal positive expression.<br>
4 = Very severe problem. Interaction with young person is dominated by conflict, e.g. cannot interact with ending up in a screaming fight.
!end of breakdown
We see attending conferences to speak about AMBIT, as a good way to advertise the approach to others, therefore we may be able to provide speakers, and we don’t aim to make a profit from such events. However, we do need to cover our costs so usually charge the raw cost of the speaker’s time, plus any travel and accommodation costs involved. 

Please contact [[Amy Rozwod|mailto:amy.rozwod@annafreud.org]] with speaker requests.
!description
Parent or caregiver's typical patterns of discipline, limits, and rule-setting for the young person; too harsh, inconsistent, or inadequate discipline may be a problem.  If young person spends regular time in two households (e.g., divorced parents), and there are inconsistencies between discipline in the two, rate the effect of the combination of the two. If any indication of abuse, ensure that this is recorded in carefully in the history, and that Child Protection issues have been considered.
!end of description

!breakdown
0+ = A positive strength in the family.  Clear boundaries that are managed without recourse to coercion, and are respected by the youth.<br>
0  = No problem. Generally consistent, clearly expressed and age-appropriate discipline with only occasional impatience or inconsistency.<br>
1 = Mild. Generally adequate discipline, but with lapses such as inconsistency in some areas, ignoring when young person breaks a rule, yielding  to young person's persuasion against established policies, empty threats.<br>
2 = Moderate. Significant issues with discipline, such as frequent arguments between parents over discipline, frequent empty threats, frequent punishments inconsistent with the infraction, spanking for minor infractions, serious inconsistency, or very lax or inadequate discipline, where parent only responds when alerted by outside sources.<br>
3 = Severe. Frequent harsh, humiliating, or rejecting punishment, e.g., refusing  to speak to the young person for hours, beats young person with a belt, or no attempt at discipline at all.<br>
4 = Very severe. Sadistic, extreme, abusive discipline, e.g., tying young person to a bed all day, beatings which cause injury.
!end of breakdown
Although the AMBIT course was originally created for teams working with complex adolescents, it has now broadened to teams working with complex cases in general - and we have trained those working with families, early years, and young adults as well as adolescents. The material on the manual is sometimes more geared towards working with adolescents, however, the idea of the manual is for it to be customised by local teams so that the material works for their own client population.

AMBIT is really a set of Core Principles (the [[Core Features of AMBIT]]) which, integrated via the theory of [[Mentalization]] and other major [[theories|Theory]], offers a platform for local teams to develop evidence-based, or at least evidence-oriented practice.
!description
Describes relationships with adults outside the family, such as teachers, coaches, neighbours, parents of friends, aunt or uncle, pastor, etc.
!end of description

!breakdown
0+ = Good. Has an enduring, close relationship with a helpful adult outside the family, to whom he or she turns for advice,
      comfort, and practical support on a regular basis.<br>
0 = No problem. Has relationship with a helpful adult outside the family; this person is available in times of crisis.<br>
1= Mild. Has relationship with helpful adult(s) outside the family but person may not be involved in the young person's day-to-day life or always available in times of crisis.<br>
2 = Moderate. Has generally supportive relationships with some adults, but does not identify any one in whom confides or relies on regularly.<br>
3 = Severe. Relationships with adults outside the family are neutral or distant, cannot envision asking for help or advice.<br>
4 = Very severe. So mistrustful of adults outside the family that he or she actively rejects offers of help.
!end of breakdown
We have a pricing structure that is designed to keep prices to an absolute minimum, as we know that access to training budgets for whole teams is imited.  The pricing structure does get updated fairly regularly - not least because we are constantly updating and adapting the ways that we deliver training to get maximum value for money, so please check with [[ambit@annafreud.org|mailto:ambit@annafreud.org]] for the most up to date pricing structure.


If you are part of a large team and it is too costly to send the whole team to a training, then our  [[Local Facilitator Training|Local Facilitator Training (LFT)- training model]] details of which can be found on the [[AFNCCF website|https://www.annafreud.org/training/training-and-conferences-overview/training-at-the-anna-freud-national-centre-for-children-and-families/ambit-local-facilitator-training-previously-known-as-ambit-train-the-trainer/]]. 
!description
The extent to which the young person seeks out, relates to, and becomes attached to peers
!end of description

!breakdown
0+ = Good. Enjoys/seeks out peers, identifies peers as friends, interacts with a range of peers, admired within peer group.<br>
0 = No problem. Mixes with peers, seen as 'one of the gang', no obvious difficulties with peers.<br>
1 = Mild. Mixes with peers but slow to warm up and form relationships e.g. does not respond initially to friendly overtures from peers, but does interact and engage in some situations.<br>
2 = Moderate. Interacts socially at times, but does not form relationships that persist from one time to the next; or, extremely selective, will only interact with one or two individuals. Tends to be 'a loner'.<br>
3 = Severe. Rarely engages with peers; may watch peers, but does not interact.  Not perceived as part of peer group.<br>
4 = Very severe. Shows no interest in peers at all, ignores or treats them as objects. Rejected by peers.
!end of breakdown
We are happy to consider top up training requests, but would also like to think with you about whether the AMBIT Leads from your service could assist in the delivery of top up trainings.  

An example curriculum is provided here [[Follow-up training for established teams]] but this is highly adaptable to suit the needs of the team.
!description
The extent to which the young person’s friendship group is identified as pro-social or antisocial.
!end of description

!breakdown
0+ = Good.  Positive links to socially responsible group, engages exclusively in prosocial activities (sports, clubs, community projects, etc) with these.<br>
0 = No problem.  Mixes with peers who are generally accepted as prosocial, may know antisocial peers, but is not unduly influenced by them, and does not engage in activities alongside them.<br>
1 = Mild. Has occasional contact with young people associated with antisocial groups/gangs, and occasionally witnesses antisocial activities carried out by these.<br>
2 = Moderate. Counts antisocial peers amongst friends.  Has regular exposure to antisocial activities in their presence, and occasionally takes part in these.<br>
3 = Severe. Majority of friendship group could be classified as antisocial, and most leisure time is spent in their company.  Regularly engaging in antisocial behaviours alongside this peergroup.<br>
4 = Very severe.  Strongly and almost exclusively identifies self as gang member.  Regularly engaged in gang-related activities including significant offending behaviours.
!end of breakdown
We are very keen to encourage conversations between teams, as AMBIT seeks to promote and support a vital [[Community of Practice]] - so we encourage relations between teams to continue once training has been completed. The AMBIT manual is just one of the ways that we encourage teams to share their local knowledge and practice with each other.

Contact the AMBIT project officer, [[Amy Rozwod|mailto:Amy.Rozwod@annafreud.org]] who will contact a team similar to yours to see if they would be happy for their contact details to be passed on. 
!description
Young person is bright, quick to learn, able to comprehend.
!end of description

!breakdown
0+ = Very good. Young person is well above average in intelligence, seen as 'gifted'.<br>
0 = Good. Young person is above average in intelligence, seen as 'bright', learns easily.<br>
1 = Average. Young person has average-range intellectual abilities.<br>
2 = Significant difficulties. Young person has below-average intellectual abilities, 'slow', struggles to learn.<br>
3 = Major difficulties. Has cognitive disabilities (not learning difficulty alone).<br>
4 = Severe difficulties.  Cognitive disability is apparent to anyone who meets the young person.
!end of breakdown
!description
Includes irrational fears and phobias, general anxiety, worries, and panic-like symptoms, repeatedly asking questions and seeking reassurance, or restless, agitated behaviour if clearly associated with anxiety.  These will often be provoked by new situations or people in milder forms, or more pervasive fears and inhibitions at higher levels of severity.
!end of description

!breakdown
0+ = A strength.  Recognised as someone who can remain calm under pressure, and yet mindful of risks.<br>
0 = No problem. Anxiety is transient and appropriate to the situation.<br>
1 = Mild. Often anxious, reluctant to try new things, but in familiar surroundings is comfortable; may worry or ruminate more than is typical.<br>
2 = Moderate. Often anxious such that s/he is inhibited and refuses to engage or try new activities, sometimes is anxious or inhibited even in familiar settings; worries, fears, or panic attacks restrict some activities.<br>
3 = Severe. Anxiety often interferes with functioning at school, home, or with peers, and is noticed with concern by teachers or other observers; e.g. anxiety and phobias lead to very limited activities outside of school, in spite of interest and desire to participate.<br>
4 = Very severe. Anxiety pervades daily functioning and interferes with normal tasks of development; e.g. refuses to go to school because of separation or social anxiety, frequent major panic attacks, etc.
!end of breakdown
!Intervention
As the educational assessment becomes completed there is an increased capacity to tailor the academic/vocational element of the programme more specifically to meet the needs of the young person. 

There is an [[Education-Vocation Intervention phase - Example timetable and Flowchart]].

This may involve more public exam work or support for course work. Alternatively, it may become clear that more sophisticated teaching delivery is required in relation to a YP's specific learning difficulty. This may entail intensive literacy or numeracy input.

Equally, as the social assessment information becomes available, the individual and family targets and objectives will become clearer and the programme can be adjusted accordingly.

The basic structure of the sample timetable above will remain the same but with an increasing emphasis on making the necessary connections with the young person's future placement after leaving the Education/Vocational Centre. This may involve meetings with the school, further education college or work experience placement professionals. The Connexions Personal Advisers will be particularly useful in helping to facilitate this transition as they have the responsibility for working with young people to help them negotiate any of these moves.

The young person should reduce attendance at the Education/Vocational Centre to 3 sessions per week at some stage during the second phase. This is to support their reintegration back to school or their transition into college or work experience placement whilst they are still part of the Education/Vocational Centre programme and available to get the most support from it.
An unconferencer posed the challenging question "Do you mentalize at home?". This led to a conversation about the extent to which is it possible to sign up to ideas about the importance and helpfulness of efforts to maintain a mentalizing stance in one's work but not carry forward this philosophy in to one's personal life. This thinking about personal self opened up conversations about mentalizing that were rather different to those we often have. Participants shared their experiences of failures of mentalizing in conflict with loved ones, and of how the emotions involved in intimate relationships make inevitable such failures. The idea was put forward that a couple that does not ever argue might be in [[Pretend mode]], in failing to acknowledge and address differences and difficulties. There was acknowledgement of how much more //comfortable// non-mentalizing positions can be at times, leading us to avoid mentalized positions even when we have become aware that is likely that we are in a non-mentalizing frame of mind:
*Sometimes we just want to be RIGHT, so certainty, or [[Psychic equivalence]] is the ideal position
*Sometimes we don't want to acknowledge things: [[Pretend mode]] works nicely
*Sometimes [[Teleological thinking]] is easiest and quickest (at least in the short term!)


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!description
Obsessional ideas are recurrent, persistent thoughts, impulses, or images that enter the mind despite the person's efforts to exclude them, often recognized by the person as unrealistic. Compulsive behaviours are repetitive and purposeful behaviours associated with a subjective sense that they must be carried out, e.g. checking, washing.
!end of description

!breakdown
0 = No problem. No obsessive or compulsive symptoms, can tolerate changes in routine without anxiety.<br>
1 = Mild. Adherence to routines or habits, with some anxiety or anger when interfered with e.g. perfectionistic regarding homework and spends extra time each night checking and double-checking.<br>
2 = Moderate. Routines and fixed ideas impact functioning and cause conflict or require major adaptation by caregivers, e.g. family must rearrange schedule to accommodate hour-long showers twice a day, preoccupation with intrusive thoughts causes daily distress.<br>
3 = Severe. Obsessions or compulsions dominate daily functioning and interfere with social and cognitive development, e.g. compulsive counting/checking interferes with schoolwork, pervasive preoccupation with cleanliness leads  to isolation and restriction of activities.<br>
4 = Very severe. Incapacitated by rituals or compulsions, e.g. refuses to leave home because of fears of contamination, cannot speak or move because of indecision
!end of breakdown
!description
Recurrent trauma-related thoughts, images, feelings, or behaviours that have a highly charged, frightening, or overwhelming quality, are associated with emotional arousal, and which enter the person's mind in a manner that is beyond voluntary control. Includes intrusive memories, nightmares, flashbacks, reenactments. Excludes depressive ideation, obsessional ideas, or ideation associated with specific phobias.
!end of description

!breakdown
0 = No problem. No evidence of problem with post-traumatic intrusive experiences.<br>
1 = Mild. Thoughts, images, behaviours, or feelings that are transitory, voluntarily controlled, limited in intensity and do not interfere with normal functioning e.g. is reminded of an abuser by current stepfather, but maintains a distant yet congenial relationship.<br>
2 = Moderate. Thoughts, images, behaviours, or feelings that are intense and cause significant distress and disruption in functioning, but can be voluntarily contained e.g. young person listens to music for hours to block out intrusive ideation.<br>
3 = Severe. Thoughts, images, behaviours or feelings that are intense, easily triggered, cannot be voluntarily contained, and cause severe distress and major disruption in social and academic functioning, e.g. a boy has flashbacks to a traumatic beating when attending school, so is repeatedly truant and avoids school.<br>
4 = Very severe. Thoughts, images, behaviours, or feelings that are overwhelming and pervasive, causing intense personal distress and dominating daily functioning, e.g. after a rape, a girl panics whenever she sees a man, jumps at any sound, and so withdraws to her home, where she hides in her room and suffers intense anxiety.
!end of breakdown
!description
The extent to which the young person can focus on a task for appropriate periods of time without distraction or interruption of concentrated effort, without one-to-one supervision or other individual attention.  Rate typical behaviour, not lapses in attention due to fatigue or situation-specific factors.
!end of description

!breakdown
0+ = A noticeable strength.  Parents and teachers comment on powers of concentration and capacity to remain on task, even during undesired but necessary activities.<br>
0 = No problem.  Able to attend and concentrate on tasks for age-appropriate timespans - including tasks that are not immediately rewarding.<br>
1 = Mild. At times able to attend and persist at task for 45 minutes, but often (at least daily) is distracted, even from an activity s/he enjoys, unable to finish what s/he starts, or struggles to attend to tasks that are  frustrating or require rote practice.<br>
2 = Moderate. Is rarely able to attend to a task for more than 30 minutes, other than activities such as TV or video games, teacher notes distractibility at school, cannot persist with frustrating or boring tasks.<br>
3 = Severe. Unable to attend to most activities for more than 15 minutes without some interruption or distraction, even those s/he enjoys; distractibility interferes with acquiring skills and information in school.<br>
4 = Very severe. Unable to focus on any task or activity for more than a few minutes, constantly distracted, severe problems with learning at school or completing other sorts of work.
!end of breakdown
!description
General level of response to frustration, disappointment, criticisms, or provocation. Includes irritability associated with manic states.
!end of description

!breakdown
0+ = A strength.  Recognised by others as having a particularly even, placid temperament (without being passive, or timid.)<br>
0 = No problem. No unusual level of irritability; may respond irritably when tired, but generally even-tempered.<br>
1 = Mild. Responds more intensely than most, often seems crabby or irritable in response to mild frustration or disappointment.<br>
2 = Moderate. Often responds out of proportion to frustration or disappointment, yelling or crying; other people see the young person as hot-tempered or unpredictable.<br>
3 = Severe. Has major outbursts (e.g. yelling, crying, threatening) frequently, even to minor frustrations; these can significantly interfere with peer, family, and school functioning<br>
4 = Very severe. Has outbursts several times a day, and seems constantly angry or explosive; others avoid the young persons and may be afraid of his or her temper.
!end of breakdown
!description
Difficulties with sleep and arousal, including insomnia (difficulty initiating sleep), excessive daytime sleepiness, nightmares, night terrors, sleep apnoea, sleepwalking, and narcolepsy.  Rated on the basis of how much distress and functional disturbance is associated with the problem, regardless of whether sleep is the primary concern. 
!end of description

!breakdown
0 = No problem. May sometimes wake during the night, but sleeps again without difficulty, no persistent problems.<br>
1 = Mild. For example, consistent difficulty in going to sleep (up to 1 hr.), nightmares, or night waking causing daytime fatigue.<br>
2 = Moderate. Major difficulties that disrupt functioning, e.g. complains consistently of initial insomnia of more than an hour's duration; sleeping excessively during the day, sleepwalking that causes family disruption OR reversed sleep-wake cycle.<br>
3 = Severe. For example, nightly difficulties sleeping that leave them exhausted during the day and interfere with personal and/or family functioning, sleeping excessively during the day, narcolepsy symptoms interfere with school or social functioning, mania causes person to sleep only 3 hours per night.<br>
4 = Very severe. Nightly difficulties that constitute an acute risk to safety or development, e.g.  agitated sleepwalking or night terrors that lead to aggressive or uncontrollable behaviour, young person in psychotic break does not sleep for several days.
!end of breakdown
!description
Depression may be manifest in sadness, tearfulness, irritability, lethargy, boredom, etc.; one of the principal factors being an inability to take pleasure in normally pleasurable things.  Lack of activity or withdrawal associated with negative symptoms of psychosis are not rated unless there is clear evidence of dysphoric mood.
!end of description

!breakdown
0 = No problem. Is sad in response to normal stressors, appropriate range of affect.<br>
1 = Mild. Often sad, bored, or irritable, may cry often, is noticed by others as appearing sad, but also has periods of happiness and can engage in normal activities with pleasure.<br>
2 = Moderate. Seems sad, bored, or irritable much of the time, does not engage in normally enjoyable activities.<br>
3 = Severe. Appears sad, bored, irritable, or withdrawn almost all the time, cannot persist in normal activities, does not seem to derive pleasure from anything, may express morbid or suicidal ideation.<br>
4 = Very severe. Sad, tearful, or withdrawn almost all the time, is inactive and disengaged, cannot be cheered up by any intervention; sleep, appetite, and activity level may be affected; persistent morbid or  suicidal ideation.
!end of breakdown
!description
Includes purposeful and self-injurious behaviour; excludes suicidal behaviour, or unclearly motivated behaviours which can or do result in injury.  Ambiguous behaviours (e.g. punching a wall) may be considered self-injurious if repeated after causing pain or injury.  Self-tattooing/piercing are considered self-harm, but professional tattooing or piercing are not.
!end of description

!breakdown
0 = No problems - no self-injurious behaviours reported.<br>
1 = Mild. Habits such as nail-biting or skin-picking lead to mildly disfiguring or painful conditions.<br>
2 = Moderate. For example, self-tattooing or mild self-cutting; punches fist into wall or window.<br>
3 = Severe. Repeated self-cutting; self-injury that requires medical attention; burning self.<br>
4 = Very severe. Self-injury is repeated and severe so that health or bodily integrity is threatened (e.g. cutting leads to infection and severe scarring).
!end of breakdown
!description
Includes all forms of eating disorders, whether restricting calories, binge eating with or without purging, pica etc.  Increase or decrease in caloric intake as a result of depression or other problem is rated under Self Care (06). Includes not eating for reasons associated with delusional states e.g. belief that food is poisoned.
!end of description

!breakdown
0 = No problem. Normal eating habits for age.<br>
1 = Mild. Some concern with eating habits; e.g. restriction of eating to a few foods, chronic overeating in overweight person.<br>
2 = Moderate. Extreme restriction of type or quantity of food, or dramatic overeating (e.g. food must be locked up).<br>
3 = Severe. Food restriction or consumption constitutes a serious health problem e.g. over or under-weight so that physician recommends intervention, beyond dieting for overweight; binging and purging.<br>
4 = Very severe. Eating habits constitute an immediate threat to health, e.g. acute anorexia nervosa, purging from bulimia causes acute medical problems.
!end of breakdown
!description
Use of alcohol or illicit drugs (not cigarettes) without parental approval; culturally sanctioned use such as sips of parents' wine are not rated; in a restricted environment such as in young person unit or correctional facility, severity should be based on observations of attitude and interest expressed and apparent intentions regarding abstinence/treatment.
!end of description

!breakdown
0 = No problem. No use of alcohol or drugs, or only occasional (e.g. once a month) social use of alcohol.<br>
1 = Mild. Occasional use of alcohol or drugs, but with no adverse consequences or regular intoxication; while hospitalised or restricted, denies any problem with substance abuse and intends to continue social use.<br>
2 = Moderate. Use of alcohol or drugs to the point of intoxication at least once a week; while hospitalised or restricted, struggles with cravings, mixed motivation to abstain.<br>
3 = Severe. Frequent (more than twice a week) intoxication; substance use affects relationships, school, and/or work functioning; if hospitalised or restricted, craves substances, talks or thinks repeatedly about use, no plan to abstain.<br>
4 = Very severe. Substance use daily, in spite of adverse effects; while hospitalised or restricted, persistent cravings and attempts to obtain substances.<br>
!end of breakdown
!description
Suicidality is rated on the basis of both behaviour and ideation.  There must be clear evidence of intention to cause self-harm to rate behaviour as a suicide attempt; accidental self-injury is not rated.  Also, do not include injury or illness as a consequence of other symptomatic behaviour such as substance abuse or eating disorder, unless specific suicidal intent is expressed.  Use the Risk Assessment and Care Plan if this scores >1
!end of description

!breakdown
0 = No problem - no suicidal thoughts, plans or intentions.<br>
1 = Mild. Reports suicidal ideation, or persistent hopelessness.<br>
2 = Moderate. Talks about persistent suicidal ideation, with some thought about a method or plan.<br>
3 = Severe. Suicidal gestures e.g. taking 5 pills, cutting wrists superficially and/or significant preparations toward a suicide attempt.<br>
4 = Very severe. Suicide attempt or potentially lethal gesture, e.g. takes bottle of Prozac, or clear preparations for a serious suicide attempt that are interrupted against the young person's will.
!end of breakdown
The group thought about biological, neurodevelopmental and social factors impacting states of mind in adolescents:

*Neurodevelopment - mentalizing capacity is fragile, fight or flight is strong
*Importance of transition: am I an adult yet? does this society view me as an adult? Loss of childhood? Mismatch between expectations and responsibilities and level of freedom/agency - mixed messages given
*Tendency to view young people as //bad// not //sad//
*Development of sexuality and implicit message that this is bad
*Uncertainty around multiple changes occurring, changing expectations
*Importance of understanding individual differences
*Difficulties and differences in help seeking and response to offers of "help"
*Do all adult workers understand these issues?
*Exams, decisions, stress!

!Background to Referring Crisis
Sixteen year old Darren was referred to the team by his family and friends, who had become extremely anxious and frightened by his abnormal behaviour during the past six hours. 

He was a member of the local youth theatre and was performing in a production they were putting on at a local theatre. He had turned up for the show late and clearly under the influence of cannabis and alcohol. He was in an agitated state but insisted that he was all right to go on. Very quickly it became clear that he was not fit to continue as he was standing on the stage staring blankly around him disrupting the whole performance. He resisted attempts to persuade him to leave and had to be physically carried off. He did not calm down and had to be restrained when he started to bang his head repeatedly against the dressing room wall. He said he could hear voices telling him to kill himself. His family was called but neither his mother nor father was willing to come. However, his younger brother turned up to take him home. It took the two youth theatre leaders, one of Darren's friends and his brother to chaperone him back to his house. When his condition continued to deteriorate into the night the KW was called.
 
Because Darren was so agitated and a danger to himself and threatening violence particularly to his brother, in consultation with the psychiatrist the Keyworker decided to medicate him.
!Education Liaison - 
During the next three days whilst the KW was doing intense work with Darren and his family in the home, the Education/Vocational Centre teacher/therapist contacted the SENCO of his school. She found out that Darren had a long history of disaffection and truancy since his transfer from primary school. However when he was at school he had been very good at drama and music and was said to be a talented drummer. He had poor relationships with most of the school staff but was well liked by one drama teacher who had encouraged him to join the youth theatre. He was in the middle of his GCSE final year but was way behind in virtually all of his course work and was in danger of not being entered for any of his exams. He was said to have no real friends at school and was described as a loner and a bit of an "oddball". In contrast, the SENCO said that Darren's younger brother was a high achiever, sporty and popular. The SENCO had only met Darren's mother but had been alarmed by her highly critical manner of talking about him.

On the fourth day, the KW felt confident enough that Darren's condition had stabilised sufficiently for him to be brought to the Education/Vocational Centre.

!Education/Vocational Centre Attendance: Phase One
(See [[1. Educational-Vocational Engagement and Assessment]])
During the first two-week assessment period the following key observations were gathered:
*Educational Assessment
Darren was initially very reluctant to participate in any areas of the educational programme. However once he did start to engage it was possible to carry out a reading test which showed that he had a reading age of 9.5. This clearly showed why he would have difficulties accessing the secondary school curriculum. Further testing showed that he had some word recognition difficulties consistent with a mild form of dyslexia. His numeracy skills were average for his age. He talked about his liking for drama but mainly focused on his ambition to be a professional drummer.
*Social Assessment
At first he would only stay in the Education/Vocational Centre if the KW promised to stay with him. He would not join in any activities at all for the first three days but stayed on the fringes covertly observing what was going on. He was surly but not aggressive in his manner towards the staff. He kept his hood up during this phase.
In the break periods he was gradually encouraged to talk by one of the other young people in the group. After day four he slowly started to participate in the education programme. Once his hood came down it became increasingly easy to sustain a conversation with him for short periods.

He could not be taught in a group with anyone else because he would "wind up" others to the point that violence would either happen or be threatened.
After initial reluctance he would agree to be taught one-to-one and would be relatively co-operative. He would quickly become discouraged if he could not be successful with a piece of work straight away and would frequently tear something up if it was less than perfect in his eyes.
*Family Assessment 
The KW persuaded Darren's mother to attend some of the multi family group meetings. She was consistently critical of him and blamed him for all the trouble that he had caused the family. Darren became totally withdrawn and silent during these meetings. His younger brother came to one meeting. He was also critical of Darren and complained about how embarrassed he felt about having an older brother who showed him up at school.
In the individual family meetings which were attended by all the family including Darren's father, it appeared that Darren's breakdown or illness had had the effect of bringing together what had formerly been a fairly disconnected family. Harshness, criticism and mutual blame characterised the family communication patterns.
*Individual Assessment
Darren engaged well with his individual therapy and talked about his feelings of being a failure and about his anger towards everybody in his family. He said that he had felt suicidal in the past but currently had no such thoughts. He said that he wanted to get his life together and make a career for himself as a drummer.
!Education/Vocational Centre Attendance: Phase Two
(See [[2. Educational-Vocational Intervention and Transition]])

A literacy programme was devised to specifically help Darren with his reading difficulties.

Through connections with the school SENCO curriculum relevant to his GCSE subjects was brought to the Education/Vocational Centre for Darren to do. He was helped to organise himself so that he would be able to take four of the GCSEs that it was still possible for him to enter. The SENCO also arranged for him to slowly reintegrate into the school first of all via the drama lessons but with a plan to increase as his confidence and self esteem improved.

In the [[MultiFamilyWork]] meetings other members of the group started to challenge Darren's mother about the amount of criticism that she aimed in his direction. She began to talk about her feelings of guilt and frustration and how she had felt unable to help Darren. She had always known he had more problems with his schoolwork than his brother but hadn't been able to get anybody to offer any help.
 
She and Darren created targets for each other; significantly, she would try to be less critical and he would try to stop winding up his brother.

In YP group meetings the others in the programme were able to see behind Darren's "loner presentation" and were able to help him to face up to his avoidance behaviour as well as supporting him in his feelings of anger about his family's lack of understanding and support.

Peer group relationships around the Education/Vocational Centre improved significantly as Darren reduced his winding up behaviour towards others.

The family meetings also focused on the negative ways that everybody related to each other. Cross-generational patterns were relevant for both Darren's mother and father. Strains in the marital relationship were discussed in separate couple sessions. Darren and his brother were able to resolve some of their jealousies and rivalries to a limited extent.

In his individual sessions Darren switched between more pragmatic work in relation to his fears about drug and alcohol misuse and deeper issues related to his feelings of hopelessness and inadequacy.

Through links with the youth theatre leaders, Darren was encouraged to take up drumming lessons with a local musician.

At the end of the three months he had returned to school part time, was not misusing alcohol or cannabis and reported that he had not heard any voices since soon after the initial crisis.
!description
A style of opposition, noncompliance, and/or refusal to follow directives from authority figures (parents, teachers, social workers, police, etc); some degree of defiance is normally expected, and behaviour should be rated as problematic only if it deviates from age and cultural norms.
!end of description

!breakdown
0 = No problem. Occasional non-compliance, but usually responds to requests when limits and rules are clear.<br>
1 = Mild. Often ignores or argues with adult requests, but will usually comply after repeated demands and limits.<br>
2 = Moderate. Ignores or refuses to comply with adult requests often (e.g. half the time);often requires threats of punishment and ultimatums to comply.<br>
3 = Severe. Most of the time that requests or demands are made refuses and engages in a battle of wills; defiance is present in more than one setting or relationship.<br>
4 = Very severe. Most interactions with adults are characterized by opposition, defiance, and conflict, leading to major behavioural, academic, and social problems, and interfering with social and cognitive development.
!end of breakdown
!description
Refers to deliberate destruction of the young person's own or other people's property, whether in rage episodes or not, such as graffiti, breaking windows, throwing things, etc.
!end of description

!breakdown
0 = No problems - no destruction of property in any reports.<br>
1 = Mild . Occasional mild destruction of property e.g. throws own possessions when angry, draws on walls.<br>
2 = Moderate. Significant destructive behaviour either affecting many of his/her own possessions or deliberately breaking others' possessions more than once e.g. punches holes in wall, rips books.<br>
3 = Severe. Major repeated destructive behaviour e.g. rips up clothes, breaks parents' possessions.<br>
4 = Very severe. Destructive behaviour that has serious consequences for the family or community e.g. fire setting that causes property damage, repeated out of control rages where young person smashes and throws objects.
!end of breakdown
!description
Aggressive and/or sadistic behaviour that could or does result in harm to other people or animals; socially or culturally sanctioned forms of aggression (e.g. hunting, killing insects) are not considered, unless they are conducted in an unusually sadistic manner (e.g. taking pleasure in pulling the wings off butterflies).  Use the Risk Assessment and Care Plan if this scores >1.
!end of description

!breakdown
0 = No problem - has not precipitated any physical conflict with others.<br>
1 = Mild  Gets into physical fights with others more frequently than is typical for his/her peer group.<br>
2 = Moderate. Aggressive or belligerent frequently (several times per week), or shows severe aggression, so that injury is likely, or shows overt physical aggression toward an adult, or cruelty to animals that does not result in major injury but is intentional.<br>
3 = Severe. Repeatedly so aggressive that others are injured (e.g. bloody nose, black eye), cannot be contained by normal limits and structures, is seen as a danger to others, or has intentionally seriously injured or  killed an  animal.<br>
4 = Very severe. Has seriously injured another person (e.g. broken bones, required medical attention) and continues to be out of control so that further incidents are likely; or, repeated deliberate killing of animals; or sadistic behaviour in which overtly enjoys causing  pain.
!end of breakdown
!description
Rate preoccupations, anxieties and behaviours that cause distress, conflict, or risk to the young person or others.  These may include acting out, such as promiscuity, abuse, or exhibitionism, or inhibitions, such as obsessive worrying about sexual matters or anxieties that inhibit social interactions.  Gender identity issues are not rated here unless accompanied by problematic sexual anxieties or behaviours.  Use the Risk Assessment and Care Plan if this scores >1
!end of description

!breakdown
0 = No problems - no concerns reported from young person or others.<br>
1 = Mild. Disturbing worries or doubts regarding sexual issues, repeated inappropriate sexual comments.<br>
2 = Moderate. Sexual issues cause significant distress and/or social problems, for example, anxieties or obsessions with sexuality interfere with social relationships, public masturbation, inappropriate sex play with peers.<br>
3 = Severe. Sexual behaviour which creates social or physical risks, e.g. promiscuous unprotected sex, exhibitionism.<br>
4 = Very severe. Extremely inappropriate sexual behaviour, such as rape, molestation with coercion.
!end of breakdown
!description
Presence of psychotic symptoms, such as Delusions (firmly held false beliefs held without objective evidence, often impossible or highly improbable.  Delusions are not affected by rational argument or evidence to the contrary, and are not a conventional belief in the context of the person's social or cultural background) or Hallucinations (any experience of objectively unrealistic perceptions, such as hearing, seeing, hallucinations of touch or smelling things that others do not, when NOT under the influence of intoxicating substances. Rate descriptively only, not based on presumed cause. Rate flashbacks only if they are experienced as real, rather than as intense memory.)
!end of description

!breakdown
0 = No problems involving psychotic symptoms. Distortions and misperceptions just before or after sleep that are not persistent or repeatedly disturbing are counted as normal.<br>
1 = Mild. Circumscribed delusions that do not affect daily behaviour, e.g. believes that dead grandmother is actually alive, in spite of having attended the funeral and many attempts to convince otherwise. Repeatedly distorts perceptions in ways that cause or fuel anxiety, e.g. sees frightening figures at dusk, interprets sounds as voices.<br>
2 = Moderate. Delusional beliefs affect behaviour, but impact is confined to a specific arena  e.g. believes she may contract syphilis from eating utensils, and will  only use disposable tableware. Persistently claims to hear or see things others cannot, e.g. flashbacks to traumatic experiences, but does not react or respond to hallucinations.<br>
3 = Severe. Delusional beliefs play a major role in daily behaviour, influencing behaviour, attitudes, and communication e.g. believes is the son of God and talks about this constantly to peers and adults.  Can be observed to be responding to apparent hallucinations, which interfere with normal functioning.<br>
4 = Very severe. Behaviour dominated by response to delusional beliefs, e.g. cannot leave own room for fear of persecution by enemies.  Vivid apparent hallucinations that cause distress, or issue destructive commands (e.g. suicidal or homicidal).
!end of breakdown
!description
Mood which is unusually 'high', 'giddy', manic, unrealistically happy, out of proportion to real events. Irritability associated with manic states is rated separately.
!end of description

!breakdown
0 = No problem. Normal range of mood; may be giddy/silly at times, but settles down age-appropriately in a serious situation.<br>
1 = Mild. Often silly or giddy, and has trouble settling down in serious setting.<br>
2 = Moderate. Seems markedly 'high', unrealistically optimistic, hard to focus on realistic plans and goals; this interferes with functioning in some areas.<br>
3 = Severe. Elated mood clearly interferes with functioning (e.g. stays up late at night working on projects and cannot stop, makes grandiose plans).<br>
4 = Very severe. Elated mood dominates behaviour and severely disrupts judgment and functioning (e.g. wildly excessive ideas and plans, racing thoughts, promiscuity, dramatic overspending, does not sleep for several days).
!end of breakdown
!description
The capacity the young person has to show sensitive recognition of other people's changing mental states and the effect these have upon their actions, or to reflect thoughtfully upon affective states of their own. When present, the young person demonstrates 'mind-mindedness', but when absent there may be callous, unemotional traits or an incapacity to tolerate frustration and affective states without resorting to defensive or displacement activities.
!end of description

!breakdown
0 = No problem. Shows mentalizing capacity appropriate to age - generally reflective, sensitive and tolerates frustrations - it is normal for mentalizing capacity to diminish at times of high affect or conflict.<br>
1 = Mild. Occasional lapses in capacity, when young person 'misreads' people in ways that stand out, but can generally 'correct' such errors.<br>
2 = Moderate. Frequently misreads people, or appears to react without sensitivity to the people around him/her.<br>
3 = Severe. Major difficulty in empathising with people, frequently overwhelmed by situations, struggles to reflect on what makes people act the way they do, or to manage emotional states without "acting out", etc.<br>
4 = Very severe. May appear callous or unemotional, assume that own thoughts actually represent reality rather than representations of reality, frequently acts-out, chronic failure of confiding relationships.<br>
!end of breakdown
!description
The extent to which the young person demonstrates an age-appropriate awareness and understanding of his/her problems/difficulties.
!end of description

!breakdown
0+ = Good. Fully acknowledges presence and extent of problems/difficulties, actively seeks insight and uses it constructively to overcome difficulties.<br>
0 = No problem. Generally acknowledges difficulties/problems.<br>
1 = Mild difficulties. Able to acknowledge problems/difficulties but not to full extent. <br>
2 = Significant difficulties. Marked difficulty acknowledging presence of problems/difficulties, minimises extent. <br>
3 = Major difficulties. Disputes/actively minimises presence of problem/difficulties. <br>
4 = Very severe. Completely unable to acknowledge presence of problem/difficulties.
!end of breakdown
!description
The extent to which the young person is successfully engaged in the development and carrying out of his or her treatment and care.
!end of description

!breakdown
0 = Good. Fully involved in assessment, planning and implementation of care. Works towards realistic personal goals; co-operative with procedures and assessments.<br>
1 = Mild. With support involved in assessment, planning and implementation of care at a level appropriate to age, but some reluctance/resistance to comply with care plan.  Co-operative in most but not all areas. <br>
2 = Moderate. Significant difficulties in engaging with treatment plan and/or formulating realistic age-appropriate goals. <br>
3 = Severe. Refusal to engage or passive compliance with many aspects of care. Cannot agree realistic age-appropriate goals.<br>
4 = Very severe. Will not comply with most aspects of treatment/care plan.  Refuses to/unable to engage in age-appropriate discussion of goals.
!end of breakdown
!description
The length of time the young person has experienced significant behavioural or emotional problems (not limited to the presenting problem)
!end of description

!breakdown
0 = No significant problems.<br>
1 = Problems present for less than one month.<br>
2 = Problems present for one month to six months.<br>
3 = Problems present for six months to four years.<br>
4 = Problems present for more than four years.
!end of breakdown
A conversation about AMBIT-influenced approaches to working with young people who offend. Some keys thoughts emerging from this conversation:

*Remembering to "peel the banana" - What you see (the offending behaviour) is just the skin but what's underneath?
**how did young person get into this situation? What created the context where this behaviour made sense?
***remembering importance of trauma
**offender as victim
**grooming
**repeating experiences of being "let down" - a cycle: feeling let down -> offending -> response to offending -> feeling let down
*Encouraging young people to mz the victim? But, //first//, self
*mentalizing and gangs
**gangs as anxiety-infused systems
**risk of "us and them" thinking leading to dis-integration
**identifying the key figures in the system with whom to hold [[Connecting Conversations]]
**systemic interventions, helping gangs to make sense of - and navigate - helping services
**good ability to develop epistemic trust
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
!description
The extent to which the major problems the young person presents are evident in multiple settings or domains of functioning e.g. family, education, psychological, physical, social-environmental.
!end of description

!breakdown
0 = No significant problems.<br>
1 =Occasional problems, confined to one setting or domain of functioning e.g. argues with parents about once a week, or anxious at school exams.<br>
2 =Regular problems in one setting or domain e.g. behaviour problems at home with parents and caretakers, but not at school, or conflicts at school and over homework at home, but not in other areas at home, or aggressive outbursts occur in the household of one parent, but not the other.<br>
3 =Problems are present in more than one setting/domain e.g. anxiety affects schoolwork and relationships with peers, defiance is present at home and school, young person is defiant with mother and anxious at school.<br>
4 =Problems are present in all or almost all settings and domains e.g. failing in school, depressed at home, isolated with peers.
!end of breakdown
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
Participants offered some favourite definitions of mentalizing:
*Seeing situations from another person's perspective
*understanding BEHAVIOUR - and the function of it - that of others and of ourselves
*seeing life through someone else's eyes - in order to understand behaviour

Then, participants shared some language they use to promote mentalizing in others:
*"What might it be like for your mum seeing you like this?"
*"If you were a fly on the wall/an alien/an outsider what you think/say about this?"
*Mirroring
*Modelling mentalizing - sharing our thoughts, sharing the experiences of others, pair work (modelling mentalizing conversations in the room), canine work

Thoughts on how to create the conditions for a young person to get their mentalizing going:
*change environment
*Wait until affect lowered before attempting. Time out. Choose your moments - you might want to have the conversation now, but it is going to be better in the long run to wait until a time when the young person is in a mental state 
*Change subject - to lower affect (have a contract in advance about managing this. Agreement about use of humour)
*sensitive attunement - giving the experience of being mentalized -> epistemic trust


!What's here, and what's elsewhere?
!!!This page covers:

* 1. Creating new pages
* 2. Editing existing content
* 3. Adding tags 
* 4. Adding links
* 5. Sharing your work

!!!Elsewhere:

* For a more ''basic guide'' see the [[User Guide]].
* For ''more detailed information'' about using the wiki-manuals that the [[Anna Freud National Centre for Children and Families]] use, including navigation and more complicated editing tasks (adding videos, recorded sound, formatting text to create headings, italics, bullet pint lists, etc, etc, etc), see the separate [[GUIDE FOR ANNA FREUD MANUALS|https://manuals.annafreud.org/guide/]].  

!!Help:
If you get into any difficulties with the manual or just have a question about the manual, or can give us feedback (we LOVE feedback positive or negative) please contact ambit@annafreud.org

!!''1. Creating a New Page''
 Once you are logged in, create a new page by clicking the + sign to the right of the homepage.  The new page will open in its 'editing view', with boxes where you can add text for the ''title'' (by default it is titled "New Tiddler" because in this software pages are known as "Tiddlers"... don't ask!), [[Tags]], and ''content'' (which can be simple text, or can include pictures, videos, sound recordings):

[img[AddNewPagePic.jpg]]                                                                


!!''2. Edit an Existing Page''
Find the page you wish to edit, click the //‘pen icon’// and the page will open in the same format as when you create a new page. 

[img[Edit 2.JPG]]
 

!!''3. Adding Tags''
[img[Edit 4.JPG]]

!!''4. Adding Links''
When editing or creating a new page, highlight a word or phrase that you wish to link, then click the ‘//link icon//’ (chain link) and search for the topic/page you wish to link this to. When selected, this will create a link from the chosen word or phrase to the relevant page.

[img[Edit 5.JPG]]

!! 5. Sharing your work (or any interesting content) with colleagues
{{ht.JPG}}

Create an instant address link ("URL") that you can email or text to colleagues - that will open a copy of the manual with specific chosen page(s) pre-opened.

* Get the page(s) you want to share opened in your manual.
* Use the crazy looking hashtag just above the search engine to copy the URL of all the current pages you have open to your clipboard.
{{URL.JPG}}
* Open your text or email programme, and 'paste' the URL address in, press send and share the link with your colleagues.
* This function means that you can direct your colleagues to specific pages, so if you wanted to share the page that was created at the last team meeting for everyone to review, or something that came up in supervision , etc, you can link them directly to that single page.
* ''This function effectively turns the whole manual into a big filing cabinet of individual shareable worksheets!''


-----
!!!Useful Links
* ''Basic guide'' to navigating/usage - [[User Guide]]
* ''More detailed guide'' (external link) for more detailed editing tips (formatting text, adding videos, pictures, PDFs, sound, etc): [[Anna Freud Manuals General Guide|https://manuals.annafreud.org/guide]])
* ''Advice to enthusiastic manualizers'' about [[Fitting what you ADD into what is ALREADY THERE in your manual]] (not reinventing too many wheels, or duplicating content)
This is a common example of a [[Training Challenge]] (a less off-putting term for 'homework') set in a [[Cognitive Behavioural]] approach.

''THE PURPOSE OF DIARY KEEPING IN CBT''
Sometimes diary keeping is carried out without being clear what the purpose of diary keeping is. As an approach CBT is concerned with trying to enable the young person to make changes in their daily life and is less focussed on changes that take place in the therapy itself. Diary keeping is a method of trying to connect the therapy sessions with real events in the young person's life. One of the ways that the young person's life is kept at a distance from the therapy is by the young person providng vague, general statements about themselves and the events of their week. For example atypical enquiry can go as follows. 'How are you?' 'Okay'. 'How has your week been? 'Okay'. 'Been out much?' 'A bit' 'Had any good days?' 'Not sure'. etc Such general evaluative statemetns are of little value in CBT. It can be similar when the statements are negative e.g 'How has your week been?' 'Shit'. The purpose of diary keeping is rarely to obtain a comprehensive picture of the whole week's events but more to locate one specific event that can then be explored in more detail as a way of getting these general statements.  

Most young people find keeping a diary record of what happens during the week very hard to do. Do not be discouraged by this but be extremely practical about how to encourage young person to begin to keep very simple records of what has happened in between sessions. 

''Start with a simple frequency diary''. This simply asks the young person to notice whether a certain thing happneded on a particular day. For example, having a row with a parent. Getting the young person to notice if this happened each day. In practice, at the following session, the young person may turn up without any record etc and you may need to go through the week asking for each day. What may be very helpful is to get interested in the days that NO ROWS took place.

Nowadays, young people can ''use mobile phones'' or other IT equipment to keep records of things. For some young people I have suggested they write a quick text message to themselves as a reminder of something that happened. There may be circumstances that it is appropriate to have an arrangement for the young person to text the therapist as a record keeping task. This can be excellent but needs to be set up with very clear task boundaries so that young people do not expect a therapist response to all such messages.  

if you have suggested a diary task, it is ''CRUCIAL'' that you are very interested in what the young person has done around this at the following session. If you minimise or forget, you model the very behaviour which you are trying to change. 

If the young person is able to do some frequency diary work, it may be possible to move on to doing more complex diary work using an ABC format (see below). This allows for a close analysis of the possible [[Reinforcement]] of particular behvaiours, and the design of new [[Contingencies]] that might help to //reduce// the reinforcement of undesired behaviours, and //increase// the reinforcement of desired behaviours. The purpose of this is twofold. Firstly, it may provide some ideas about how negative behaviours are being encouraged by their consequences. Secondly, it may help the young person to see 'patterns of interactions' rather than just being dominated by own feelings and thoughts.  

*Ask the young person to keep a diary sheet, either simply recording daily drug/alcohol consumption (or any other behaviour that is targetted, such as self-injury) or, preferably, (as it gathers more information to work with) recording ''__A, B, C__'';

!A = Antecedents
What came ''just before'' the target behaviour (e.g. smoking the joint/the aggressive outburst/etc) - //"Where were you? Who else was there? What were you thinking? What do you remember feeling?/etc."// (It is easy to see that thinking about these things is getting close to [[Mentalizing]].)


!B = Behaviours
What ''actually happened''? (e.g. smoked 1, 2, 3 joints...)


!C = Consequences
What happened ''afterwards?''  Think of short term effects (fun? paranoia? fights? Police?) and longer term effects (parental arguments, trouble at school...) - see [[Weighing Pros and Cons]] for more ideas on this.
Attention Deficit Hyperactivity Disorder

This is a neurodevelopmental disorder - the common core features of ADHD are:

*Attention problems (distractibility, difficulty staying on task)
*Impulsivity (the opposite of looking before you leap)
*Hyperactivity (high levels of physical energy and movement - "like a motor always on the go")

!Comorbidities
ADHD is associated with a wide range of other difficulties (co-morbidities), including:
* [[Conduct problems]]
* Educational under-achievement
* Disorganisation
* Low self esteem
* [[SubstanceUseDisorder]]
* Family dysfunction

In adolescence (as opposed to younger childhood) it is not uncommon that the main difficulties expienced are related less to the "core deficits" (Attention, Activity, Impulse control) and more to the "satellite problems" that arise as co-morbidities.  

!Treatment

Prescribing medication is the mainstay of treatment at earlier ages, alongside work with the family, school, and young person to help manage behaviours and associated mood problems.   Treatment may take the form of ''controlled drugs'' such as methylphenidate (a "Stimulant" drug, that seems to preferentially stimulate the frontal area of the brain, boosting the "executive" part of the brain that controls decision-making, and reduces impulsivity.  This treatment may be difficult at older ages.  This is particularly so if it is those co-morbidities that are now the main problem, and in general starting treatment late is much less effective than starting it earlier in the life course, with a view to helping establish good peer and family relations, improved school performance, and better self esteem.  

If [[SubstanceUseDisorder]] is a problem this makes use of the "stimulant" medications such as methylphenidate even more difficult, because of perceived risks of misuse of this medication (slow release preparations do reduce this risk, and there are non-stimulant alternatives, but these are still often insufficient to impact on other patterned behaviours that have begun to become ingrained.)

There are well researched and evidenced protocols for managing ADHD, in the UK these are provided in the  [[NICE ADHD Guidelines]]
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
[[Anna Freud National Centre for Children and Families]]
!!''Purpose''
Explain what the AIM is, and how to use it.

!!''What is it?''
AMBIT AIM stands for ''AMBIT Adolescent Integrative Measure''.

The questions in the AIM have been adapted by DickonBevington and [[Peter Fuggle]] from the Hampstead Child Adaptation Measure (H-CAMA), which was originally authored by PeterFonagy and MaryTarget.

The AIM is a multilevel/multidimensional assessment, taking in psychiatric symptoms, social ecology, relationship networks/qualities, and resiliencies.  It is available for use in this TiddlyManual for [[AMBIT]], and is part of what the AMBIT team recommends as a [[Multi-Domain Assessment]].

It can be used independently of AMBIT (it is currently one of the measures in use for the large IMPACT study of adolescent depression.)  

!!''How to use it''
The form where you can complete the AIM is at [[AIM form]].

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When you are gathering the information required to complete the AIM, you will find the areas covered by the AIM all listed under:  [[Topics covered by the AIM - a checklist]] .

Individual items are scored and each can be labelled as one of a small number (less than 6) of [[Key Problems]].  The assessment is designed to be completed by a practitioner, and can be completed over a period of time (2 weeks) in view of the extent of the areas that it covers.

There are numerical measures for each item, ranging from 0+ (a positive strength), through 0 (no problem), and up to 4 (very severe problem).  Each item has its own descriptions of the levels of severity to help in scoring.

Each item also offers the opportunity to label it as one of a small number (say 6 or less) of [[Key Problems]], which is a helpful way to focus on the most pressing problems in a complex situation.

The version applied in a TiddlyManual has particular interactive properties with manualized content, which generates [[AIM suggested interventions]], according to the results of the assessment.

You can complete only part of an AIM (just a handful of items, or even just one item) and "suggested interventions" will still be generated.  Good if you want a prompt without going into details around the complexity of a case.

!!''What next?''
*[[AIM form]] - This is where you can check boxes to record your assessment - what you type is ''NOT uploaded to the internet'', but at the end of the assessment you can click a button ("Export AIM" under the heading "AIM results") that creates a report that you can then file or export to a local database.
*[[AIM suggested interventions]] - These are found at the end of the [[AIM form]] in the AIM Results section.  Once completed, the AIM questionnaire finds and ranks suggested [[Specific interventions]], according to the needs defined in assessment profile given in the [[AIM form]], and related to the available evidence base.
*[[Topics covered by the AIM - a checklist]] - A short checklist of the major topics covered - print it out as a prompt to ensure you cover the right areas as you gather the NARRATIVE ACCOUNT of the history of the problems in your [[Multi-Domain Assessment]].
Below is the AIM form paper version, which you can download from the manual. Please [[Contact us]] for information on scoring. 

 [[here|https://docs.google.com/open?id=0B5h_CVBdhJPYck41Y2p5d0g0N3c]]:
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! Using the AIM cards for Active Planning



<center>{{AIM cards pic1.jpg}}</center>


The AIM cards are an example of applying the [[Active Planning]] triangle in practice.They are used to ''sensitively attune'' to the clients' perspectives, to ''broadcast our intentions'' as the worker, and to begin developing a focus or structure for work together. The AIM cards can be used as a [[ Goal Based Outcome measure|Goals-based outcome measures]] to develop and measure specific goals based on what matters most to the client.

>//This is an example of a page that has been ''cloned and customised'' from the original work by the ''AMASS team in Islington'' - to whom we are immensely grateful.//






*This video produced by the AMASS team in Islington (@ambit-amass) shows an example of how the cards can be used in a session with a client:

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The AMASS Team have developed a framework for using the AIM cards. Their suggested steps and learning points are set out below. Here we also highlight examples of the ''active planning triangle'' with the intention of showing how active planning may look in practice. 

''Please note this framework can be adapted according to the client and service context''.

''When to use the AIM cards''

The AIM cards are usually used fairly early on in the contact with the client, as part of efforts to build a relationship. It is usually helpful that the client has met the worker at least once before using the cards. Exactly when they're used will vary according to the degree to which the worker thinks that the client would find it ok to share a bit about how things are with someone who they don't know/yet trust and the extent to which they are actively help-seeking.

It can be helpful to hold in mind that using the cards can help build [[Epistemic Trust]], if the worker takes care to reflect back what they are learning about the clients' perspective from completing the cards ''(senisitive attunement)''


Similarly, a client does not have to be actively or explicitly help-seeking in order for the cards to be used. In fact, it can be more helpful for the worker not to assume any help-seeking on the part of the client when using the cards, instead holding in mind that their first priority is to understand how life is currently from the clients' perspective ''(sensitive attunement'') 

''1. Introducing the cards''-
the worker should explain to the client what the cards are and their purpose. This is an example ''[[Broadcasting Intentions]]''.

>//I've bought some cards along that I do with lots of young people when I'm trying to get to know them. These cards have got different topics on that relate to different areas of a young person’s life//

>// I'd like to try to understand a bit how life is for you at the moment, to see if there's anything I could be helpful with - how does that sound?//


>//If you're not sure, you can take a look at the cards and then decide if you'd like me to bring them again another time - that's totally fine too
''(sensitive attunement)''//

''2. Agree how to look through the cards'' - Would they prefer to read through the cards themselves? or if they would like them to be read out by the worker? Remind them they can always ask for help with reading and can ask you questions if there are any that they are not sure about.

''Agree on how to divide up the cards - as a first step, usually 3 piles:''

*Things that are difficult/a problem

*Things that are going well/are strengths, and

*It doesn't apply to me


''3. Client sorts through the cards''-
allow the client to take the lead.
The worker should try to notice how actively the client looks to involve the worker in the process, and attune to this. The worker should hold in mind that using the cards is about understanding the clients' ideas about their life ''(sensitive attunement)'' rather than the worker seeking to influence these.  

Quite often, some extra piles can develop (i.e. sometimes a problem; not sure etc).

Pay attention to how much the client seems able to tolerate naming something as a difficulty – some people will describe thngs in a high impact way “Really hard for me”; others will only be able to acknowledge something being difficult, but with minimal impact (i.e. sometimes a problem). Either way, we consider anything that is labelled as a bit of a difficulty as something that constitutes a “problem” and we don't talk it up or down in terms of severity or frequency - go with the clients' current description ''(sensitive attunement'').

Similarly, notice how easy the client finds it to identify strengths and attune to their level of comfort with this.

Check in on how they found the process of sorting and if it would be ok for you to ask a bit more about some of the cards.

''4.Exploring the strengths pile''-
start with the strengths – explore each of these in detail. The purpose is to show interest and build a bit of an understanding about areas of life that are going well.


It can be helpful to offer some summaries back about what you feel you are learning about them, their skills, strengths and abilities as you look through this pile ''(sensitive attunment)''.

In time, it can be helpful to support the client to think about how their strengths might help with some of the areas they are finding more difficult. Time spent focusing on strengths may also help them to feel comfortable in the session and potentially more open to move onto exploring aspects of their life that might feel more difficult.

''5. Exploring the difficulties pile''-
lay out the difficulties cards on the table. Ask them if they would be ok with talking you through why they chose these cards as difficulties. If so, ask where they would like to start.

Again, attune to how much exploration the client can tolerate, so that they are not feeling pressured into talking about things that are too uncomfortable or difficult ''(sensitive attunement)''.

Comment on the process in a sensitive manner - i.e. let them know how well they are doing about thinking about something that’s difficult; notice if they are finding it hard; check if they are ok to continue.

Follow the clients' lead in terms of how much they wish to share about these cards at this stage. Using the cards can help us learn how able the client is to think about themselves and their situation and how much they feel willing/able/ready to accept some help with these matters ''(sensitive attunment).''


''6. Exploring how the cards fit together''- it can be helpful to explore whether the client feels that there are any links between the cards that they have chosen. 

Ask them to arrange the cards around to reflect this – for example, difficulties at school or with family might go together with a series of other cards.

Let the client take the lead in this. Usually, this process results in the cards being sorted into a smaller number of groups, around particular themes (e.g. how things are at home or at school or with friends, for example). The worker can ask questions to gain an understanding of why the client feels that certain cards go together, supporting them in the process of trying to make some sense of how these areas of difficulty might fit together and be influencing each other.



''7. Explore whether there is anything that the client might want help with''-
 it is important that workers do not assume that a client wants to have help (from them) just because they have identified something as an area of difficulty.

With this in mind, it can be helpful for the worker to:

Ask the client whether there are any of the difficulty cards that they would like to see looking a bit different. Are there any areas that they would make a change to if they could? If they identify some, check in about whether its something that they think you could be useful for by meeting together. Which cards would be their priority to focus on (usually 2-4 cards is realistic).

Here is a point where we may ''broadcast intentions''

>// I’d really like to be helpful if I can, so if there were any of the cards here that you feel you would like some help with, then I would be happy to try to help if I can//

Attune to the degree to which the client seems comfortable with the idea of being in need – it may be more appropriate to position them as the expert.

>// You’ve got a lot of strengths/things you’re good at; maybe we can figure out a way that those could help with the things that are feeling more tricky at the moment//

''8.Contract what help might look like and where to start''-
think with the client about how to turn these cards into goals, decide which they would like to start with and think about how you might begin to work on these cards together ''(making a plan!)''.

!!Using AIM cards to measure outcomes:



*The client can rate the severity of the problem indicated on the card (or cards) that they feel are most important to change or to focus on. They are able to rate how much this affects them at the moment, using the numbers on the cards. This can then be used as a [[Goals-based outcome measure|Goals-based outcome measures]] and tracked over the course of the work together. This is a helpful way of checking 'how are things now?' in relation to what matters most to the client in comparison with the beginning of the work together.  If the clients' rating is not changing, or getting worse this is also really important, as it can open conversations about why this might be, what might need to change for the ratings to move from x to x. Ratings can be plotted on a graph showing progress or change over time. This can also be shared and reflected on with the client. 

*At the end of the intervention the AIM card session can be repeated and the ratings of the chosen cards can be compared from the pre-intervention AIM card session. 







 
!What does this license apply to?

This license applies to all written material relating to the [[AIM]] questionnaire which remains the copyright of the [[Authors of the AIM]].  

!!!!If you're reading this in the AIM's ''__//own website//__''...

(E.g. in @ambit-aim or at the address {{{http://ambit-aim.tiddlyspace.com/}}}) ...then it applies to everything except the technical material about @tiddlywiki and @tiddlyspace which is licensed separately (and more openly, see at the bottom of the page.)  

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Complicated, but simpler than it sounds...

!Released under license:

<html><a rel="license" href="http://creativecommons.org/licenses/by-nc-sa/3.0/"><img alt="Creative Commons License" style="border-width:0" src="http://i.creativecommons.org/l/by-nc-sa/3.0/88x31.png" /></a><br /><span xmlns:dct="http://purl.org/dc/terms/" href="http://purl.org/dc/dcmitype/InteractiveResource" property="dct:title" rel="dct:type">AMBIT AIM - Adolescent Integrative Measure</span> by <a xmlns:cc="http://creativecommons.org/ns#" href="http://ambit-aim.tiddlyspace.com" property="cc:attributionName" rel="cc:attributionURL">Schneider, Fonagy, Target, Bevington, Fuggle</a> is licensed under a <a rel="license" href="http://creativecommons.org/licenses/by-nc-sa/3.0/">Creative Commons Attribution-NonCommercial-ShareAlike 3.0 Unported License</a>.<br />Permissions beyond the scope of this license may be available at <a xmlns:cc="http://creativecommons.org/ns#" href="http://annafreud.org" rel="cc:morePermissions">http://annafreud.org</a></html>.

!Summary of terms:

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!@@color(red):Software licensed separately@@

The software in which the AIM is recorded ([[TiddlyWiki]] and [[TiddlySpace]]) is a freely available 'Open Source' development, licensed separately under slightly different (more open) terms.  We gratefully acknowledge that its modification for this manual has been kindly supported in a non-commercial open-source collaboration by its inventor Jeremy Ruston and his colleagues (particularly Jonathon Lister) at [[BT Osmosoft|http://www.osmosoft.com/]].
Change this number below (keep "limit:") to alter the allowed maximum number of selected Key Problems on the AIM form.

limit:6
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DTM4IDAgb2JqDTw8L0RlY29kZVBhcm1zPDwvQ29sdW1ucyA1L1ByZWRpY3RvciAxMj4+L0ZpbHRlci9GbGF0ZURlY29kZS9JRFs8N0YyQzExMDc4OEREQjAxMDE0NTc2M0EyRDc4Q0FCOEY+PEMwQzA5NkVBMURFQTI1NDk4NjJBMUI0QjBBNDdFODY5Pl0vSW5mbyA0MiAwIFIvTGVuZ3RoIDExNy9Sb290IDQ0IDAgUi9TaXplIDQzL1R5cGUvWFJlZi9XWzEgMyAxXT4+c3RyZWFtDQpo3mJiAAEmRsa/rAxMQNYVIMnIHQ1iM4LYDFy7kdh2SOxTYPZVEMn5Ccy+BiI5liLYXAUINvdvBJtHB4ldDrYXwnZF0vsUSc0FJHMEEWze3Qi9XBOQ3LARLHsdLPIdTP4F+vGfcSxYPQMjgmT8BxBgAH3/H34NCmVuZHN0cmVhbQ1lbmRvYmoNc3RhcnR4cmVmDQoxMTYNCiUlRU9GDQo=
!Introduction
Many of the young people AMBIT is designed for have high levels of [[Complexity]] and [[Comorbidities]].  It can be difficult to decide [[which intervention|WhichInterventionWhen]] to use, when, and the AMBIT [[AIM]] assessment can help you in this task by analysing your results and generating suggested interventions in the form of ranked lists, which provide direct [[Links]] to the manualized interventions.

!How does it work?

At the end of the [[AIM form]] you will see a final page titled ''AIM Results''.  At the bottom of that page you will see the ''Suggested Interventions'' section.

The AIM questionnaire collects the severity scores you have entered across the 40 items in the questionnaire for your client, and then uses quite simple algorithms to rank potentially useful (evidence-based) interventions for the problems you have identified with your client.  These algorithms are explained below.

The fact that //''different lists''// of suggested interventions are generated is in itself designed to communicate to the KeyWorker that, because the lives and difficulties of young people we work with a generally marked by COMPLEXITY, ''there is NOT a simple mechanical relationship between "problem //a//" and "intervention //x//"''

Thus the KeyWorker is encouraged to use these lists as an additional layer of 'mentalized' oversight on a case; one that offers a more or less objective //perspective// on the options open to him or her, or to discuss them in [[supervision|SupervisoryStructures]]  The lists should be used to monitor whether or not what is being delivered is broadly in line with other thinking, and to stimulate questions if there is wide variance between what is suggested and what is actually being offered:

>''//"Am I offering my 'favourite' interventions, rather than the ones most suited to the needs of this person at this time and place?"//''  

See also WhichInterventionWhen for other advice on how to sequence what to do, or [[I'm stuck: what next?]] if you are at a more general impasse.

!How does it rank interventions?

In order to make it quite clear that this is not a "check-box" exercise, and that there must be flexibility for the worker in deciding what to do, there are different ways to sort these suggestions, depending on whether you want to look at addressing the whole spread of a young person's difficulties (''GLOBAL ranking''), or to focus on the most severe ones first (''FOCAL ranking''), and whether you want to limit your attention just to the [[KeyProblems]]. 

* ''GLOBAL RANKING'' - each suggested intervention is ranked according to //how many different problems// (that is, AIM items scoring greater than 2) the young person has //which that particular intervention has evidence for being effective in treating//. This is good for selecting interventions that will COVER THE WIDER SET OF PROBLEMS AND THEIR CAUSES, in particular for finding approaches that might address some of the [[Comorbidities]] that frequently act as //maintaining factors// for the young person's difficulties.

* ''FOCAL RANKING'' - each suggested intervention is ranked in order of how SEVERE the set of problems it has evidence for being effective in treating are (their averaged AIM scores). This is good for FOCUSING THE MOST EFFECTIVE INTERVENTIONS ON HELPING WITH THE MOST SEVERE PROBLEMS.

* ''LIMIT'', as the title suggests, this limits the suggested interventions that are ranked in both of the above sorting algorithms //only to those relevant for items identified as KEY PROBLEMS//.
!Welcome to the AIM
This is an interactive assessment (your results generate relevant links to material in the manual), that can be filled in on your computer and then the results can be exported and saved.

!!Learn
There are instructions below, or watch videos.  See [[AIM]] for more description.

A short rather low-fi clip demonstrating the AIM questionnaire in the AMBIT manual:
<html><object width="480" height="360"><param name="movie" value="//www.youtube.com/v/Tmpd98rXznE?hl=en_US&amp;version=3&amp;rel=0"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="//www.youtube.com/v/Tmpd98rXznE?hl=en_US&amp;version=3&amp;rel=0" type="application/x-shockwave-flash" width="480" height="360" allowscriptaccess="always" allowfullscreen="true"></embed></object></html>  
This video, from an AMBIT Train the Trainer training, describes the [[AIM Cards]] first (a self-report version), but discusses the AMBIT AIM and demonstrates it from 8min:45sec:
<html><iframe width="640" height="360" src="//www.youtube.com/embed/aqgImbhoyOE" frameborder="0" allowfullscreen></iframe></html>


!!Confidentiality
''ALTHOUGH THE ASSESSMENT IS CONDUCTED IN YOUR WEB BROWSER, YOUR ANSWERS TO THE AIM QUESTIONS DO NOT LEAVE YOUR LOCAL COMPUTER'' (this is because the whole website is effectively downloaded and runs from within your local computer when you open the site.)

|bgcolor(pink):''As additional (non-mandatory) precautions (a) You may wish to check that you are NOT in the "Edit mode" (see explanation of how to do this this [[here|Edit mode]]) and (b) Do NOT use an identifiable NAME for the Unique ID''|

A 'paper' version of the AIM is also available to download [[Here|https://docs.google.com/Doc?docid=0AZh_CVBdhJPYZDZoMmdiNF80OTRnaHIzdDdnNA&hl=en_GB]].  

You can see [[Topics covered by the AIM - a checklist]] to help guide the assessment interview.
!What to do:
!! Please fill in these details:
|Unique ID (//not// name): |<<option txtAIM_ID>> |
|Date of assessment: |<<option txtAIM_date>> |
|Name of assessor: |<<option txtAIM_assessor>> |
#The PRACTITIONER SCORES this questionnaire, not the young person, though it can be done collaboratively.  (''NOTE:'' A self-report version presented as playing cards ([[AIM Cards]]) for use by a young person and their keyworker is under development.)
##During the initial assessment, score all 40 items.
##You may need to go back to the young person to gather more information.
##Aim to complete this within one week of first contact.
#"KEY PROBLEMS": These are limited to a maximum of SIX - this may require careful consideration.  
##Key problems are those that appear to be the most important TARGETS for intervention.
##They can act as your [[Goals-based outcome measures]].  
##These are things that the young person and family should help you identify.  Ultimately it is the practitioner's decision (a young person with psychosis may not agree that this is the case, for instance - which does not mean that treating this is not an important treatment goal to measure your outcomes against.)
#ONCE COMPLETED:
##At the end of this form (see "AIM Results") there are instructions on how to:
###Export the results to a database
###List and rank [[AIM suggested interventions]] according to the results of the specific AIM assessment.  These are useful, in addition to your SupervisoryStructures, to help you develop your [[Care Plan]], or as a problem/solution-focused pathway into the manual.  This function only works if your AIM is embedded in a treatment manual, not if you are accessing the AIM site as a separate resource. 
#Use for OUTCOMES
##When you start a specific intervention directed at a specific problem, use the relevant item(s) on the AIM to measure progress with the problem(s).
##When you end a complete treatment episode, re-score the KEY PROBLEMS to act as [[Goals-based outcome measures]].
Well done! You have completed the AIM, now...

!!1. Save and date this set of AIM results
Clicking on the "Export AIM" button, just below.  There are instructions on how to [[Get AIM data into a spreadsheet]]:

<<exportAIM>>

!!2. Sort and rank suggested interventions 
If you are using the AIM embedded within a treatment manual (such as AMBIT) then at the bottom of this page you will find the [[AIM suggested interventions]] function, which helps you to sort and rank suggested interventions in different ways, relating directly to your client's AIM scores.  This works if you complete and ENTIRE AIM assessment, or even if you only answer a handful of questions (or just one!) so it is a good way to get prompts for //what interventions does this young person need// rather than //"what interventions do I like doing"//.  If you are using the AIM as a standalone assessment (outside of it being embedded in a treatment TiddlyManual), then this is not available.

Many of the young people AMBIT is designed for have high levels of [[Complexity]] and [[Comorbidities]].  The AMBIT [[AIM]] assessment can help you sort and rank potentially useful interventions for problems identified.  See also WhichInterventionWhen for other advice on how to sequence what to do, or [[I'm stuck: what next?]] if you are at a more general impasse.

!!!NOT a mechanical "tick box" operation!
There are different ways to sort these suggestions, depending on whether you want to look at the whole spread of a young person's difficulties (''GLOBAL ranking''), or to focus on the most severe ones (''FOCAL ranking''), and whether you want to limit your attention just to the [[KeyProblems]].  There is more explanation of this at [[AIM suggested interventions]]. 

<<AIMResults tag:'AIM' type:'weighted'>>
You have selected more than six key problems, which is not allowed. Please go back and remove some if you want this to be a key problem.
/*{{{*/
var $ = jQuery;
config.macros.AIMForm = {
	categories: null,
	$activeItem: null,
	parseItemTitleRegex: new RegExp('(\\d\\d) (.*) - (.*)'),
	parseItemTitle: function(item) {
		// item.title is like "04 Young person daily life - Other talents and abilities"
		var regex = config.macros.AIMForm.parseItemTitleRegex,
			matches = regex.exec(item),
			tiddlerTitle = matches ? matches[0] : null,
			number = matches ? matches[1] : null,
			category = matches ? matches[2] : null,
			label = matches ? matches[3] : null,
			itemData = {
				tiddlerTitle: tiddlerTitle,
				number: number,
				category: category,
				label: label
			};
			if(!tiddlerTitle) {
  			return false;
			}
			return itemData;
	},
	loadItems: function(tag) {
		var items = store.getTaggedTiddlers(tag),
			aimIntro = store.getTaggedTiddlers('AIM-intro')[0],
			aimResults = store.getTaggedTiddlers('AIM-results')[0],
			$aimForm = $('#aimForm'),
			$aimMenu = $aimForm.children('ul'),
			htmlToAdd = ['<li class="category"><a href="#">'+aimIntro.title+'</a></li>\n'],
			itemData,
			category,
			categories = config.macros.AIMForm.categories;
		if(!categories) {
			categories = {};
			$.each(items, function(i, item) {
				itemData = config.macros.AIMForm.parseItemTitle(item.title);
				if(!itemData) {
  				return true; // ignore this item
				}
				category = itemData.category;
				if(!categories[category]) {
					categories[category] = [];
				}
				categories[category].push(itemData);
			});
			config.macros.AIMForm.categories = categories;
		}
		$.each(categories, function(category, categoryItems) {
			categoryItems.done = true;
			$.each(categoryItems, function(j, item) {
				if(!item.value) {
					delete categoryItems.done;
				}
			});
		});
		$.each(categories, function(category, categoryItems) {
			var categoryClass = categoryItems.done ? ' class="category done"' : ' class="category"';
			htmlToAdd.push('<li'+categoryClass+'><a href="#">'+category+'</a>\n<ul>');
			$.each(categoryItems, function(i, item) {
				var itemClass = item.value ? (item.isKeyProblem ? ' class="done keyProblem"' : ' class="done"') : "";
				htmlToAdd.push('<li'+itemClass+'><a href="#">'+item.label+'</a></li>');
			});
			htmlToAdd.push('</ul>\n</li>');
		});
		htmlToAdd.push('<li><a href="#">'+aimResults.title+'</a></li>'),
		$aimMenu.html(htmlToAdd.join('\n'));
	},
	displayItem: function(tiddler, item) {
		var heading = item.number+" - "+item.label,
			description = store.getTiddlerText(tiddler.title+"##description"),
			breakdown = store.getTiddlerText(tiddler.title+"##breakdown"),
			bits = breakdown.split("<br>\n"),
			bitsRegex = new RegExp(/(\d\+?)/),
			content = wikifyStatic('!'+heading+"\n",null,tiddler) +
				"<p>" + wikifyStatic(description,null,tiddler) + 
				"</p>\n",
			breakdownPieces = [],
			existingValue = item.value,
			isKeyProblem = item.isKeyProblem,
			$item;
		// add key problem checkbox
		breakdownPieces.push('<div class="choice">\n' +
			'<input type="checkbox" value="yes" name="key_problem" class="choice" id="key_problem" />\n' +
			'<label id="key_problem_label" for="key_problem"><strong>Is this a key problem?</strong></label>\n' +
			'</div>');
		$.each(bits, function(i, bit) {
			var matches = bitsRegex.exec(bit),
				value = matches && matches[1];
			if(value) {
				breakdownPieces.push('<div class="choice">\n' +
					'<input type="radio" value="'+value+'" name="question" class="choice" id="'+value+'" />\n' +
					'<label for="'+value+'">'+wikifyStatic(bit,null,tiddler)+'</label>\n' +
					'</div>');
			}
		});
		content += breakdownPieces.join('\n');
		$item = $('#aimForm div.question div.item');
		$item.find('div.error').remove();
		$item.html(content);
		if(existingValue) {
			$item.find('input[value="'+existingValue+'"]').attr('checked','checked');
		}
		if(isKeyProblem) {
			$item.find('input[type=checkbox]').attr('checked','checked');
		}
		$item.find('input[type=checkbox]').change(function(e) {
			var plugin = config.macros.AIMForm,
				keyProblemCount = plugin.keyProblemCount || 0,
				$choiceBox = $(this).parent();
			$choiceBox.prev('div.error').remove();
			if(!$('#aimForm').find('div.item input[type=radio]:checked').length) {
				$('<div class="error">Please choose an option first</div>').insertBefore($choiceBox);
				this.checked = false;
				return true; // don't pay attention if there is no item selected
			}
			if(this.checked) {
				if(keyProblemCount>=6) { // this allows six to be selected
					$('<div class="error">'+store.getRecursiveTiddlerText('AIMFormKeyProblemErrorMessage', 'too many key problems selected', 0)+'</div>').insertBefore($choiceBox);
					this.checked = false;
				} else {
					plugin.keyProblemCount = ++keyProblemCount;
					// make the item active
					config.macros.AIMForm.$activeItem.addClass("keyProblem");
				}
			} else {
				plugin.keyProblemCount = --keyProblemCount;
				// make the item inactive
				config.macros.AIMForm.$activeItem.removeClass("keyProblem");
			}
		});
	},
	closeItem: function($activeItem) {
		if(!$activeItem || $activeItem.hasClass('category')) {
			return false;
		}
		var $openItem = $('#aimForm').find('div.item'),
			$selected = $openItem.find('input[type=radio]:checked'),
			value = $selected.val(),
			isKeyProblem = !!$openItem.find('input[type=checkbox]:checked').length,
			$uncheckedItems,
			item = config.macros.AIMForm.getItemFromElement($activeItem);
		if(value && item) {
			$activeItem.addClass("done");
			$uncheckedItems = $activeItem.siblings().filter(function() {
				return !$(this).hasClass("done");
			});
			if($uncheckedItems.length===0) {
				$activeItem.parent().parent().addClass("done");
			}
			item.value = value;
			item.isKeyProblem = isKeyProblem;
			// setOption("AIM_"+item.tiddlerTitle,value); - Do this if I want to save between sessions in cookies
		}
	},
	getItemFromElement: function($item) {
		var categories = config.macros.AIMForm.categories,
			category = $item.parent().parent().children('a').text(),
			items = categories[category],
			label = $item.children('a').text(),
			matchingItem;
		if(items) {		
			$.each(items, function(i, item) {
				if(item.label===label) {
					matchingItem = item;
					return false;
				}
			});
		}
		return matchingItem;
	},
	getAllItems: function() {
		var items = {};
		$.each(config.macros.AIMForm.categories, function(i, category) {
			$.each(category, function(j, item) {
				items[item.tiddlerTitle] = item;
			});
		});
		return items;
	},
	addBehaviour: function() {
		var $container = $('#aimForm'),
			$navArrows = $container.find('.navigation').find('a'),
			$categories = $container.children('ul').children('li'),
			$items = $categories.children('ul').children('li'),
			plugin = config.macros.AIMForm,
			$itemHolder = $container.find('div.question'),
			clickedPrev,
			openAimItem = function($item) {
				var item = config.macros.AIMForm.getItemFromElement($item),
					tiddler = store.getTiddler(item.tiddlerTitle);
				config.macros.AIMForm.displayItem(tiddler,item);
			},
			findToOpen = function(selector) {
				var move = $(selector).hasClass('next') ? 'next' : 'prev',
					$toOpen = plugin.$activeItem[move](),
					$newCategory;
				if($toOpen.length) {
					return $toOpen;
				} else {
					if(plugin.$activeItem.hasClass('category')) {
						$newCategory = plugin.$activeItem[move]();
					} else {
						$newCategory = plugin.$activeItem.parent().parent()[move](); // assumes a li inside a ul inside a li
					}
					if($newCategory.length) {
						return $newCategory;
					}
				}
			},
			toggleNavArrows = function() {
				$navArrows.each(function(i, arrow) {
					if(!findToOpen(arrow)) {
						$(arrow).css('visibility','hidden');
					} else {
						$(arrow).css('visibility','visible');
					}
				});
			};
	
		$navArrows.click(function() {
			if(!plugin.$activeItem) {
				return false;
			}
			var $toOpen = findToOpen(this);
			if($toOpen.length) {
				$toOpen.click();
			}
			return false;
		});
	
		$categories.click(function(e) {
			var openLast = false,
				$items = $(this).children('ul').children('li'),
				clickIndex = openLast ? $items.length-1 : 0,
				title,
				tiddler,
				content,
				$nextButton,
				$place = $('#aimForm div.question div.item');
			if($items.length) {
				$(this)
					.addClass('active')
					.children('ul')
					.show()
					.end()
					.siblings()
					.removeClass('active')
					.children('ul')
					.hide();
				$items.eq(clickIndex).click();
			} else {
				// it has no children, so it's probably the intro or results
				config.macros.AIMForm.closeItem(plugin.$activeItem);
				title = $(this).find('a').text();
				tiddler = store.getTiddler(title);
				plugin.$activeItem = $(this).addClass('active');
				plugin.$activeItem
					.siblings()
					.removeClass('active');
				/*content = wikifyStatic('!~'+tiddler.title+"\n",null,tiddler) +
					"<p>" + wikifyStatic(tiddler.text,null,tiddler) + 
					"</p>\n";*/
				//$('#aimForm div.question div.item').html(content);
				wikify('!~'+tiddler.title+"\n",$place.empty().get(0));
				wikify(tiddler.text, $place.get(0));
				/*if($('#aimForm input[option]').length) {
					$('#aimForm input[option]').change(function(e) {
						config.macros.option.genericOnChange.apply(this,arguments);
					});
				}*/
				toggleNavArrows();
			}
			return false;
		});
		
		$items.click(function(e) {
			config.macros.AIMForm.closeItem(plugin.$activeItem);
			plugin.$activeItem = $(this).addClass('active');
			plugin.$activeItem
				.siblings()
				.removeClass('active');
			openAimItem(plugin.$activeItem);
			toggleNavArrows();
			return false;
		});
		$categories.eq(0).click();
	},
	handler: function(place,macroName,params) {
		var template = params[0],
			tag = params[1];
		$(place).append(store.getTiddler(template).text);
		config.macros.AIMForm.loadItems(tag);
		config.macros.AIMForm.addBehaviour();
	}
};


/* Add a custom type of option that doesn't store a cookie */
config.macros.option.privateOnChange = function(e) {
	// based on config.macros.option.genericOnChange
	var opt = this.getAttribute('option');
	if(opt) {
		var optType = opt.substr(0,3);
		var handler = config.macros.option.types[optType];
		if(handler.elementType && handler.valueField)
			config.macros.option.propagateOptionPrivate(opt,handler.valueField,this[handler.valueField],handler.elementType,this);
	}
	return true;
};
config.macros.option.propagateOptionPrivate = function(opt,valueField,value,elementType,elem) {
	// based on config.macros.option.propagateOption
	config.options[opt] = value;
	// saveOption(opt); // don't do this in this function!
	var t,nodes = document.getElementsByTagName(elementType);
	for(t=0; t<nodes.length; t++) {
		var optNode = nodes[t].getAttribute('option');
		if(opt == optNode && nodes[t]!=elem)
			nodes[t][valueField] = value;
	}
};
config.macros.option.types.pri = {
	elementType: 'input',
	valueField: 'value',
	eventName: 'onchange',
	className: 'txtOptionInput',
	create: config.macros.option.genericCreate,
	onChange: config.macros.option.privateOnChange
};
/*}}}*/
<!--{{{-->
<div id="aimForm">
	<div class="navigation left">
		<a class="previous button">Prev<span></span></a>
		<a class="next button">Next<span></span></a>
	</div>
	<ul class="AIMmenu">
	</ul>
	<div class="question">
		<div class="item"></div>
		<div class="navigation">
			<a class="next button">Next<span></span></a>
		</div>
	</div>
</div>
<!--}}}-->
/*{{{*/

/* =========================================== AIM Form */

#aimForm {
	background-color: #f4f4f4;
	position: relative;
	left: -160px;
	width: 694px;
	padding: 0px;
	font-family: 'PT Sans Caption', lucida sans, helvetica, arial, serif;
	font-size: 0.8em;
	line-height: 1.5em;
	overflow: hidden;
	position: relative;
}

#aimForm p, #aimForm ul {
	font-size: 1em;
}

#aimForm ul.AIMmenu a {
	border-bottom: none;
}

#aimForm ul.AIMmenu {
	margin:40px 0px 0px 0px;
	padding: 0px;
	font-weight: bold;
	width: 150px;
	float: left;
}

#aimForm ul.AIMmenu li ul {
	font-weight: normal;
	float: none;
	line-height: 1.3em;
	width: 145px;
	margin: 0px;
	padding: 5px 0px 10px 5px;
	border-left: 2px #e4e4e4 solid;
	border-bottom: 2px #e4e4e4 solid;
}

#aimForm ul.AIMmenu li {
	list-style: none;
	list-style-image: none;
}

#aimForm ul.AIMmenu li a {
	display: block;
	zoom: 1;
	padding: 3px 0px 3px 10px;
}

#aimForm ul.AIMmenu li.active a {
	background-color: #e4e4e4;
}

#aimForm ul.AIMmenu li ul {
	display: none;
}

#aimForm ul.AIMmenu li.active ul {
	display: block;
}

#aimForm ul.AIMmenu li.active ul a {
	background-color: transparent;
}

#aimForm ul.AIMmenu li ul li.active a {
	font-weight: bold;
}

#aimForm ul.AIMmenu li.done a {
	color:#3ABB00;
}

#aimForm .question {
	float: left;
	width: 464px;
	padding: 0px 60px 20px 20px;
	background-color: #e4e4e4;
}

#aimForm h3 {
	float: none;
	width: auto;
	text-align: left;
	padding: 0px;
	font-weight: normal;
	margin: 15px 0 20px;
	font-size: 1.4em;
}

#aimForm h4 {
	margin-left: 0px;
	font-weight: normal;
	margin-bottom: 20px;
	font-size: 1.2em;
	letter-spacing: 0.02em;
}

#aimForm .navigation {
	width: 150px;
	position: absolute;
	left: 10px;
	top: 15px;
	overflow: hidden;
}

#aimForm .question .navigation {
	position: relative;
	float: left;
	margin-bottom: 20px;
}

#aimForm .question input[type=radio], #aimForm .question input[type=checkbox] {
	float: left;
	width: 30px;
	clear:both;
}

#aimForm .question label {
	margin-bottom: 20px;
	float: left;
	width: 400px;
}

#aimForm .navigation a {
	background-color: #949494;
	display: block;
	position: relative;
	padding: 3px;
	/*width: 40px;*/
	width: auto;
	height: 10px;
	font-weight: bold;
	border: none;
	color: white;
	line-height: 11px;		
	cursor: pointer;
	float: left;
	margin-left: 10px;
}

#aimForm a.export {
	background-color: #949494;
	display: block;
	position: relative;
	padding: 3px;
	height: 10px;
	font-weight: bold;
	border: none;
	color: white;
	line-height: 11px;		
	cursor: pointer;
	float: left;
	margin-left: 0px;
	-moz-border-radius: 3px 0px 0px 3px;
	border-radius: 3px 0px 0px 3px;
}

#aimForm a.export span {
	position: absolute;
	top: 0px;
	width: 0px;
	height: 0px;
	display: block;
	line-height:0em;
	border-top: #e4e4e4 solid 8px;
	border-bottom: #e4e4e4 solid 8px;
	border-left: #949494 solid 8px;
	right: -8px;
}

#aimForm .navigation a.next {
	-moz-border-radius: 3px 0px 0px 3px;
	border-radius: 3px 0px 0px 3px;
	width: 36px;
}

#aimForm .navigation a.previous {
	-moz-border-radius: 0px 3px 3px 0px;
	border-radius: 0px 3px 3px 0px;
	text-align: right;
	padding-right: 4px;
	width: 36px;
}

#aimForm .navigation a span {
	position: absolute;
	top: 0px;
	width: 0px;
	height: 0px;
	display: block;
	line-height:0em;
	border-top: #f4f4f4 solid 8px;
	border-bottom: #f4f4f4 solid 8px;
}

#aimForm .navigation a.next span {
	border-left: #949494 solid 8px;
	right: -8px;
}

#aimForm .navigation a.previous span {
	border-right: #949494 solid 8px;
	left: -8px;
}

#aimForm .question .navigation a span {
	border-top: #e4e4e4 solid 8px;
	border-bottom: #e4e4e4 solid 8px;
}

#aimForm .question .navigation {
	top: 0px;
}

#aimForm .navigation a:hover {
	background-color: #333;
}

#aimForm .navigation a:hover span{
	border-left-color: #333;
	border-right-color: #333;
}

#aimForm .question ul {
	padding-left: 0px;
}

#aimForm .question ul li {
	margin-top: 5px;
}
#aimForm .question ul li ul {
	font-style: italic;
	font-size: 0.9em;
}
#aimForm .question ul li ul li {
	list-style-type: circle;
}

#AIMResults ul li ul {
	display: none; /* so it can be revealed */
}

#AIMResultsContainer .choice {
	clear: both;
}

/*}}}*/
= [[AMBIT Local Facilitators]]
----
!!''What does AMBIT mean?''

*''__AMBIT__''  ///ˈæmbɪt/// 

**''Noun.''

***a. Scope or extent

***b. Limits, boundary, or circumference

***c. ''A sphere of action, expression, or influence''</center>
*''__Etymology:__'' 
**16th Century: from Latin //ambitus// a going round, from //ambīre// to go round, from //ambi-// + //īre// to go 

!!''AMBIT as a way of working?''
The word AMBIT itself is preferred as opposed to its use as an acronym A.M.B.I.T. (''@@color(red):A@@daptive @@color(red):M@@entalization-@@color(red):B@@ased @@color(red):I@@ntegrative @@color(red):T@@reatment'')

!!''From A.M.B.I.T. to AMBIT to //"ambit-"//''
Best of all, refer to ''ambit-'': this is the prefix that starts the address to the many local versions of the online wiki [[manuals|Manualization]].  There is little of ambit- without the //local expertise// that adopts, adapts and helps itself to shape the onwards development through its own contribution of [[Outcomes]] from the work.

!!''Introductory material on AMBIT:''
1. See [[AMBIT: an overview]], or learn about [[Mentalization]] and how this can act as an [[Integrative]] framework for work in a multi-modal, multi-agency context. 

2. [[Core Features of AMBIT]] goes into more detail

3. The [[AMBIT Wheel]] provides a good reminder.

!!''Past versions...'' 
As this model of practice has developed over the past years it has been through various name changes - since 2001 it has been known as both [[IMP]] and [[M-BIO]], and originally AMBIT stood for ''Adolescent'' Mentalization Based Integrative Treatment, rather than ''Adaptive'', which was adopted when significant numbers of teams began working with clients outside the originally targeted adolescent age range.
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