Early_Learner_Template_Clicker5
about
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Title and Picture here
{cell.HTMLText}
{cell.Text}
{cell.Text}
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next
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What Am I?
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Match
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Spelling
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Paint
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Choose
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go back
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What would you like to do?
What would you like to do?
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Match
Picture to Picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Match Picture and Word
{cell.HTMLText}
{cell.Text}
{cell.Text}
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stop.
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Choose a level to get started.
What would you like to do?
{cell.HTMLText}
{cell.Text}
{cell.Text}
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All
{cell.HTMLText}
You picked the spell word activity
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Most
{cell.HTMLText}
You picked the spell word activity
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Some
{cell.HTMLText}
You picked the spell word activity
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stop.
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Picture to Picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Picture and Word
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Picture to Word
{cell.HTMLText}
{cell.Text}
{cell.Text}
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stop.
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Listen & Find
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Yes/No Test
{cell.HTMLText}
You picked the yes, no. test. Good Luck.
You picked the True False test. Good Luck.
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Multiple Choice Test
{cell.HTMLText}
You picked the multiple choice test. Good Luck.
You picked the multiple choice test. Good Luck.
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Tests
{cell.HTMLText}
Choose one of the writing activities
Choose one of the writing activities
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Choose a level to get started.
What would you like to do?
{cell.HTMLText}
{cell.Text}
{cell.Text}
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All
{cell.HTMLText}
You picked the spell word activity
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Most
{cell.HTMLText}
You picked the spell word activity
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Some
{cell.HTMLText}
You picked the spell word activity
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stop.
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stop.
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickdisablecheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.22995"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 102%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center> </P>
<P align=center><FONT class=c5speakingrange face=SassoonCRInfant>One sentence.</FONT></P></BODY></HTML>
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answer
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distractor 1
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distractor 2
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distractor
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answer
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distractor
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distractor
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answer
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distractor
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answer
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distractor
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distractor
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distractor
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distractor
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answer
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Correct Picture
you are right. Great guess.
you are right. you picked the . Great guess.
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Distractor Picture
guess again.
guess again.
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Distractor Picture
guess again.
guess again.
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close
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Distractor Picture
guess again
guess again
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Distractor Picture
guess again.
guess again.
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Correct Picture
Great work. You guessed right.
Great work. You guessed right.
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close
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Distractor Picture
guess again.
guess again
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Correct Picture
Way to go. You guessed the right one.
Way to go. You guessed the right one.
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Distractor Picture
guess again.
guess again
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close
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Distractor Picture
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Correct Picture
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Distractor Picture
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Correct Picture
Way to go. You guessed the right one.
Way to go. You guessed the right one.
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Distractor Picture
guess again.
guess again.
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Distractor Picture
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Distractor Picture
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Distractor Picture
guess again
guess again
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Correct Picture
Way to go. You guessed the right one.
Way to go. You guessed the right one.
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close
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Name of Activity
{cell.HTMLText}
{cell.Text}
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18852"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 93%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: #000080; FONT-SIZE: 18pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P style="MARGIN: 0cm 0cm 0pt" class=MsoNormal><SPAN style="FONT-FAMILY: SassoonCRInfant, Arial; COLOR: navy; FONT-SIZE: 18pt"><FONT class=c5speakingrange>This Clicker Grid Set is a unit of activities <FONT class=c5speakingrange>designed </FONT>to support Early Learners who are learning about </FONT></SPAN><O:P></O:P></P>
<P><SPAN style="FONT-FAMILY: SassoonCRInfant, Arial; COLOR: navy; FONT-SIZE: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-US; mso-bidi-font-family: 'Times New Roman'; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA"></SPAN> </P>
<P><SPAN style="FONT-FAMILY: SassoonCRInfant, Arial; COLOR: navy; FONT-SIZE: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: EN-US; mso-bidi-font-family: 'Times New Roman'; mso-ansi-language: EN-GB; mso-bidi-language: AR-SA">These activities support the BC Ministry of Education Prescribed Learning Outcomes for - <FONT color=#ff0000>Grade and Subject here</FONT></SPAN></P>
<P><SPAN style="TEXT-TRANSFORM: uppercase"><STRONG><FONT color=#003366 size=4></FONT></STRONG></SPAN> </P>
<P>- List one or more PLOs</P>
<P> </P>
<P> </P></BODY></HTML>
add
{cell.HTMLText}
{cell.Text}
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scrambled
{cell.HTMLText}
{cell.Text}
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letters
{cell.HTMLText}
{cell.Text}
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in
{cell.HTMLText}
{cell.Text}
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cells
{cell.HTMLText}
{cell.Text}
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appropriate
{cell.HTMLText}
{cell.Text}
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if
{cell.HTMLText}
{cell.Text}
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letters
{cell.HTMLText}
{cell.Text}
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extra
{cell.HTMLText}
{cell.Text}
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enter
{cell.HTMLText}
{cell.Text}
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{null}
close
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enter spelling word as hint here
listen
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{null}
close
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enter spelling word as hint here
listen
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{null}
close
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enter spelling word as hint here
listen
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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click on the picture.
correct image and word here
{cell.HTMLText}
this is the .
{cell.Text}
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close
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click on the picture.
correct word
{cell.Text}
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close
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click on a picture to choose it.
correct image and word here
{cell.HTMLText}
yes, this is the .
{cell.Text}
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close
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distractor image and word here
no, you chose the , try again.
{cell.Text}
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distractor image and word here
no, you chose the , try again.
{cell.Text}
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correct image and word here
{cell.HTMLText}
yes, this is the .
{cell.Text}
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close
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Insert Picture
guess again.
guess again
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Insert Picture
Way to go. You guessed the right one.
Way to go. You guessed the right one.
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Insert Picture
guess again.
guess again
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close
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Title
{cell.Text}
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General Image Here
Use the general tab in cell properties to add the name of artist/photo if copyright protected.
{cell.Text}
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next page
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back to start
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{Cells.Cell1.text}{Textboxes.Textbox1.text}
listen
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go back
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Choose image to support text.
{cell.Text}
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{Textboxes.Textbox1.text}
listen
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next page
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stop.
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18828"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 127%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center><FONT size=6><FONT face=Arial><FONT color=#000000></FONT></FONT></FONT> </P>
<P align=center><FONT size=6><FONT face=Arial><FONT color=#000000><FONT class=c5speakingrange>One sentence.</FONT></P></FONT></FONT></FONT></BODY></HTML>
go back
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Choose image to support text.
{cell.Text}
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{Textboxes.Textbox1.text}
listen
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stop.
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<HTML><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18828"></HEAD>
<BODY style="LINE-HEIGHT: normal; FONT-STYLE: normal; ZOOM: 127%; FONT-FAMILY: Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P align=center><FONT size=6><FONT face=Arial><FONT color=#000000></FONT></FONT></FONT> </P>
<P align=center><FONT size=6><FONT face=Arial><FONT color=#000000><FONT class=c5speakingrange>One sentence.</FONT></P></FONT></FONT></FONT></BODY></HTML>
image here
{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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.
{cell.HTMLText}
period
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next
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stop.
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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.
{cell.HTMLText}
period
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next
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stop.
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{cell.Text}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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.
{cell.HTMLText}
period
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next
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stop.
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open paint pop up
Draw a line from a picture to a matching picture.
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Match the pictures
{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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next
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Match the pictures with the words
{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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next
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open paint pop up
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Use the Cell Properties box (Ctrl+Click on Cell) to insert image to be labeled.
{cell.HTMLText}
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Name of Picture
{cell.Text}
{cell.Text}
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next
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Use the Cell Properties box (Ctrl+Click on Cell) to insert image and word
{cell.Text}
{cell.Text}
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{cell.Text}
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Use the Cell Properties box (Ctrl+Click on Cell) to insert image and word
{cell.Text}
{cell.Text}
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Use the Cell Properties box (Ctrl+Click on Cell) to insert image and word
{cell.Text}
{cell.Text}
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{cell.Text}
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Use the Cell Properties box (Ctrl+Click on Cell) to insert image and word
{cell.Text}
{cell.Text}
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go back
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{cell.HTMLText}
{cell.Text}
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{cell.Text}
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Use the Cell Properties box (Ctrl+Click on Cell) to insert image to be labeled.
{cell.HTMLText}
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{cell.Text}
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next
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image and word
{cell.Text}
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{cell.Text}
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image and word
{cell.Text}
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image and word
{cell.Text}
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go back
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{cell.HTMLText}
{cell.Text}
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{cell.Text}
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image and word
{cell.Text}
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Name of Labeled Object
{cell.Text}
{cell.Text}
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{cell.HTMLText}
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Name the parts
of the plant.
{cell.Text}
{cell.Text}
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click
{cell.Text}
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{cell.Text}
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click
{cell.Text}
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{cell.Text}
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click
{cell.Text}
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go back
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{cell.Text}
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click
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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Choose
{cell.HTMLText}
{cell.Text}
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Listen and Find
{cell.HTMLText}
{cell.Text}
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Match
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Match Word & Picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Read
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Stamp
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Write
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Label
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Guess
{cell.HTMLText}
{cell.Text}
{cell.Text}
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Count
{cell.HTMLText}
{cell.Text}
{cell.Text}
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What would you like to do?
{cell.HTMLText}
{cell.Text}
{cell.Text}
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back to start
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Hidden Picture
{cell.HTMLText}
{cell.Text}
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Test
{cell.HTMLText}
{cell.Text}
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This is a . Find the matching .
{cell.HTMLText}
{cell.Text}
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distractor picture here
{cell.HTMLText}
No, this is a . It does not match. Try again.
{cell.Text}
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Use Cell Properties to insert picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
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matching picture here
{cell.HTMLText}
Hooray. You found the matching
{cell.Text}
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stop.
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This is a . Find the matching .
{cell.HTMLText}
{cell.Text}
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correct picture here
{cell.HTMLText}
Yes. This is a . It matches.
{cell.Text}
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Use Cell Properties to insert picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
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distractor picture here
{cell.HTMLText}
No, this is a . It does not match. try again.
{cell.Text}
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stop.
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This is the word . Find the other .
{cell.HTMLText}
{cell.Text}
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matching picture/word here
{cell.HTMLText}
yes. you found the word .
{cell.Text}
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distractor picture/word here
{cell.HTMLText}
No this is the word . Try again.
{cell.Text}
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Use Cell Properties to insert picture and word
{cell.HTMLText}
{cell.Text}
{cell.Text}
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stop.
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This is the word . Find the other word .
{cell.HTMLText}
{cell.Text}
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Use Cell Properties to insert distractor picture and word
{cell.HTMLText}
No, you found the word . Try again.
{cell.Text}
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Use Cell Properties to insert correct picture and word
{cell.HTMLText}
Yes, you found the word .
{cell.Text}
|
stop.
|
Use Cell Properties to insert picture and word
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
This is . Find the word .
{cell.HTMLText}
{cell.Text}
|
correct word
{cell.HTMLText}
yes, you found the word .
{cell.Text}
|
distractor word
{cell.HTMLText}
No, this is the word . Try again.
{cell.Text}
|
Use Cell Properties to insert correct picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
stop.
|
This is . Find the word.
{cell.HTMLText}
{cell.Text}
|
distractor word
{cell.HTMLText}
No, you found the word . Try again.
{cell.Text}
|
correct word
{cell.HTMLText}
yes. you found the word
{cell.Text}
|
Use Cell Properties to insert correct picture
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
stop.
|
Use the grid properties box, sound & video tab to type in or record in the word. Add the word to the listen cell.
correct word
{cell.HTMLText}
yes, you found the word .
{cell.Text}
|
distractor word
{cell.HTMLText}
No, this is the word . Try again.
{cell.Text}
|
stop.
|
{Cells.Cell56.soundleft}
listen
|
Use the grid properties box, sound & video tab to type in or record in the word. Add the word to the listen cell.
correct word
{cell.HTMLText}
Yes. This is the word .
{cell.Text}
|
distractor word
{cell.HTMLText}
No, this the word . try again.
{cell.Text}
|
stop.
|
{Cells.Cell56.soundleft}
listen
|
word to spell+picture support if needed
Spell xxxx
{cell.Text}
|
{cell.HTMLText}
next
|
one letter from spelling word
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
stop.
|
go back
|
word to spell/picture on left
Spell the word xxxxxx
{cell.Text}
|
go back
|
{cell.HTMLText}
next
|
one letter from spelling word
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
incorrect letter
{cell.HTMLText}
|
one letter from spelling word
{cell.HTMLText}
|
incorrect letter
{cell.HTMLText}
|
stop.
|
one letter from spelling word
{cell.HTMLText}
|
Can you spell xxxxxx?
I can spell
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
next
|
stop.
|
Guess what it is. It is...
Guess what it is.
{cell.Text}
|
{cell.Text}
|
next page
|
open paint pop up
Use the eraser to find the hidden picture.
|
stop.
|
about
|
Can you guess what I am?
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
Write a clue about the person, place or thing.
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
What am I?
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
Write a clue about the person, place or thing.
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
Write a clue about the person, place or thing.
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
next
|
stop.
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
picture 1 and word
{cell.HTMLText}
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
{cell.Text}
|
{cell.Text}
|
|
|
|
|
|
|
|
|
picture 3 and word
{cell.HTMLText}
{cell.Text}
|
picture 8 and word
{cell.HTMLText}
{cell.Text}
|
picture 4 and word
{cell.HTMLText}
{cell.Text}
|
picture 6 and word
{cell.HTMLText}
{cell.Text}
|
picture 5 and word
{cell.HTMLText}
{cell.Text}
|
picture 9 and word
{cell.HTMLText}
{cell.Text}
|
picture 7 and word
{cell.HTMLText}
{cell.Text}
|
picture 2 and word
{cell.HTMLText}
{cell.Text}
|
stop.
|
|
|
My
{cell.Text}
{cell.Text}
|
|
next page
|
leaf
{cell.HTMLText}
leaf
leaf
|
flower
{cell.HTMLText}
flower
flower
|
roots
{cell.HTMLText}
roots
roots
|
leaf
{cell.HTMLText}
leaf
leaf
|
stem
{cell.HTMLText}
stem
stem
|
go back
|
insert picture in Clicker Paint details (Ctrl+Right Click on ClickerPaint button)
Also, add stamps and choose paint tools.
{cell.Text}
|
go back
|
{Textboxes.Textbox3.text}{Textboxes.Textbox2.text}{Textboxes.Textbox4.text}{Textboxes.Textbox5.text}
listen
|
next page
|
paint
{cell.Text}
|
<HTML dir=ltr><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18828"></HEAD>
<BODY style="LINE-HEIGHT: normal; BACKGROUND-COLOR: #ccffcc; FONT-STYLE: normal; ZOOM: 74%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange>Type information here.</FONT></P>
<P> </P></BODY></HTML>
<HTML dir=ltr><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18828"></HEAD>
<BODY style="LINE-HEIGHT: normal; BACKGROUND-COLOR: #ccffcc; FONT-STYLE: normal; ZOOM: 74%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange>Type information here.</FONT></P></BODY></HTML>
<HTML dir=ltr><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18828"></HEAD>
<BODY style="LINE-HEIGHT: normal; BACKGROUND-COLOR: #ccffcc; FONT-STYLE: normal; ZOOM: 74%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange>Type information here.</FONT></P></BODY></HTML>
<HTML dir=ltr><HEAD>
<STYLE>P {
MARGIN-TOP: 0px; MARGIN-BOTTOM: 0px
}
.crickcheckastype {
BACKGROUND-IMAGE: url(res://squiggle.dll/gif/squiggle.gif); BACKGROUND-REPEAT: repeat-x; BACKGROUND-POSITION: 50% bottom
}
.speechhighlight {
COLOR: red
}
.speechhighlight FONT {
COLOR: red
}
</STYLE>
<META name=GENERATOR content="MSHTML 8.00.6001.18828"></HEAD>
<BODY style="LINE-HEIGHT: normal; BACKGROUND-COLOR: #ccffcc; FONT-STYLE: normal; ZOOM: 74%; FONT-FAMILY: SassoonCRInfant, Arial; COLOR: black; FONT-SIZE: 24pt; FONT-WEIGHT: normal" contentEditable=false bottomMargin=0 leftMargin=12 rightMargin=12 topMargin=0>
<P><FONT class=c5speakingrange>Type information here.</FONT></P></BODY></HTML>
{cell.HTMLText}
next
|
go back
|
Yes
{cell.HTMLText}
{cell.Text}
|
No
{cell.HTMLText}
{cell.Text}
|
[delete last]
delete
|
{Cells.Cell4.soundleft}
listen
|
1. Type question 1 here. Add picture.
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.Text}
|
Click here first.
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
{Cells.Cell55.text}
listen
|
{Cells.Cell69.text}
listen
|
{Cells.Cell70.text}
listen
|
go back
|
{cell.HTMLText}
next
|
go back
|
{Cells.Cell4.soundleft}
listen
|
1. Type question 1 here. Add picture.
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
Click here first.
{cell.Text}
{cell.Text}
|
{cell.Text}
|
[delete last]
delete
|
|
distractor picture here
|
|
matching picture here
|
|
|
matching
|
|
distractor
|
|
|
distractor
|
picture
|
matching
|
|
|
matching
|
picture
|
distractor
|
|
|
distractor
|
picture
|
matching
|
|
|
matching
|
picture
|
distractor
|
|
|
distractor
|
picture
|
matching
|
|
|
matching
|
picture
|
distractor
|
|
|
distractor
|
picture
|
matching
|
|
|
matching
|
picture
|
distractor
|
|
|
matching picture/word here
|
distractor picture/word here
|
|
|
|
distractor
|
matching
|
|
Use Cell Properties to insert picture and word
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
|
|
matching
|
distractor
|
|
|
|
distractor
|
matching
|
|
|
|
matching
|
distractor
|
|
|
|
distractor
|
matching
|
|
|
|
matching
|
distractor
|
|
|
|
distractor
|
matching
|
|
|
|
|
distractor word
|
|
|
|
distractor
|
correct
|
picture
|
|
|
correct
|
distractor
|
picture
|
|
|
distractor
|
correct
|
picture
|
|
|
correct
|
distractor
|
picture
|
|
|
distractor
|
correct
|
picture
|
|
|
correct
|
distractor
|
picture
|
|
|
distractor
|
correct
|
picture
|
|
{cell.HTMLText}
|
|
|
|
|
|
|
eye
|
|
|
stop.
|
|
Name of Labeled Object
{cell.Text}
{cell.Text}
|
Use the Cell Properties box (Ctrl+Click on Cell) to insert image to be labeled.
{cell.HTMLText}
|
|
|
|
|
|
|
|
|
|
|
stop.
|
Name of Labeled Object
{cell.Text}
{cell.Text}
|
Use the Cell Properties box (Ctrl+Click on Cell) to insert image to be labeled.
|
|
|
|
|
|
|
|
|
|
Name of Labeled Object
{cell.Text}
{cell.Text}
|
stop.
|
|
|
stop.
|
|
|
|
|
|
|
|
stop.
|
|
|
|
|
|
|
|
stop.
|
|
|
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|
|
|
|
stop.
|
|
|
|
|
|
|
|
stop.
|
|
|
|
|
|
|
|
{cell.Text}
{cell.Text}
|
|
next page
|
stop.
|
open paint pop up
|
re-cord
|
Use clicker paint to colour the pictures. Use the microphone to talk about your pictures.
about
|
{Cells.Cell3.soundleft}
listen
|
go back
|
next page
|
paint
{cell.Text}
|
stop.
|
{cell.Text}
{cell.Text}
|
re-cord
|
open paint pop up
|
{Cells.Cell3.soundleft}
listen
|
|
go back
|
paint
{cell.Text}
|
stop.
|
re-cord
|
|
{cell.Text}
{cell.Text}
|
open paint pop up
|
next
|
{Cells.Cell3.soundleft}
listen
|
go back
|
paint
{cell.Text}
|
stop.
|
re-cord
|
|
{cell.Text}
{cell.Text}
|
{Cells.Cell3.soundleft}
listen
|
|
|
1
|
|
|
|
|
|
|
|
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|
|
|
|
|
|
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|
|
2
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
3
|
|
|
|
|
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
|
|
|
|
|
|
4
|
|
|
|
|
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
|
|
|
|
5
|
|
|
|
|
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
|
|
6
|
|
|
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
|
|
7
|
|
|
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
8
|
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
|
9
|
|
{fcea54ab-fc22-4e45-9bfc-9d0195528836}
|
|
|
|
correct
|
no, there is more than 1, try again.
one
|
no, there are more than 2, try again.
two
|
no, there are more than 3, try again.
three
|
no, there are more than 4, try again.
four
|
yes, there are 5 .
five
|
distractor
|
distractor
|
correct
|
correct
|
distractor
|
distractor
|
correct
|
correct
|
How many... ? (change auditory prompter in grid properties "speak or play this" for how many ... do you see)
|
stop.
|
distractor
|
correct
|
correct
|
no, there is more than 1, try again.
one
|
no, there are more than 2, try again.
two
|
yes, there are 3 .
three
|
no, there are fewer than 4, try again.
four
|
no, there are fewer than 5, try again.
five
|
distractor
|
correct
|
stop.
|
How many... ?
|
stop.
|
correct
|
no, there is more than 1, try again.
five
|
yes, there are 2 .
two
|
no, there are fewer than 3, try again.
five
|
no, there are fewer than 4, try again.
five
|
no, there are fewer than 5, try again.
five
|
incorrect
|
correct
|
incorrect
|
incorrect
|
How many... ?
|
stop.
|
How many... ?
|
incorrect
|
yes, there is one .
one
|
no, there are fewer than 2, try again.
two
|
no, there are fewer than 3, try again.
three
|
no, there are fewer than 4, try again.
four
|
no, there are fewer than 5, try again.
five
|
correct
|
incorrect
|
stop.
|
incorrect
|
correct
no, there are more than 3, try again.
|
incorrect
|
incorrect
|
no, there is more than 1, try again.
one
|
no, there are more than 2, try again.
two
|
no, there are more than 3, try again.
three
|
yes, there are 4.
four
|
no, there are fewer than 5, try again.
five
|
correct
|
incorrect
|
correct
|
correct
|
How many... ?
|
stop.
|
|
|
|
|
|
|
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|
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|
next
|
back to start
|
enter clue here
|
|
|
|
|
|
enter clue here
|
|
|
|
|
|
enter clue here
|
|
|
|
|
|
|
What am I?
|
|
|
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
|
|
What am I?
|
|
|
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
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|
|
|
|
|
|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
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|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
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|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
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|
{cell.HTMLText}
{cell.Text}
{cell.Text}
|
|
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|
|
2. Type question 2 here. Add picture.
|
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|
3. Type question 3 here. Add picture.
|
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|
4. Type question 4 here. Add picture.
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|
5. Type question 5 here. Add picture.
|
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|
6. Type question 6 here. Add picture.
|
|
|
back to start
|
print document
|
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|
2. Type question 2 here. Add picture.
|
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|
3. Type question 3 here. Add picture.
|
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4. Type question 4 here. Add picture.
|
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|
5. Type question 5 here. Add picture.
|
|
|
|
back to start
|
print document
|
|
|
|
|
|
|
|
|
|
6. Type question 6 here. Add picture.
|
|
|
[delete last]
delete
|
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back to start
|
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back to start
|
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back to start
|
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back to start
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open paint pop up
Draw a line from a picture to a matching picture.
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Match the pictures
{cell.HTMLText}
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{cell.HTMLText}
{cell.Text}
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Match the pictures with the words
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{cell.HTMLText}
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stop.
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