I _Am_Poem
The “I Am Poem” activity uses a repetitive phrase and describes the writer/author. This type of poem is a great way for the teacher to get to know his/her students at the beginning of the school year and for the students to learn about their classmates. It supports the Ministry of Education Learning Outcomes for English Language Arts (Writing and Representing) Grade 3: - write a variety of texts in prose and verse (e.g., journals, stories, memoirs, personal letters, poems) that include: a main idea and supporting details; connected and sequenced details; correct spelling and use of grammar; a range of word choices to reflect intended meaning.
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I am a Poem
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{null}
##INFORMATION##
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<html>
<head>
<style type="text/css">
<!--
body { text-decoration: none; font-weight: normal; font-style: normal; font-family: Sassoon CR; font-size: 18pt }
runp { margin-bottom: 0pt; margin-top: 0pt; font-style: italic; margin-left: 0pt; font-family: Sassoon CR; text-align: left; margin-right: 0pt; font-size: 10pt; color: black }
p { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
ul { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
ol { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
.crick_heading_3 { font-weight: bold; margin-top: 12px; font-family: Sassoon CR; font-size: 24pt }
.crick_heading_2 { font-weight: bold; margin-top: 12px; font-style: italic; font-family: Sassoon CR; font-size: 26pt }
li { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
.crick_heading_1 { font-weight: bold; margin-top: 12px; font-family: Sassoon CR; font-size: 28pt }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
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qg7zvPCcPx8=
-->
</head>
<body>
<p style=" text-align: center; margin-top: 0;">
<font size="46pt"><span style=" font-size: 46pt;">I Am Poem<a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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<html>
<head>
<style type="text/css">
<!--
body { text-decoration: none; font-weight: normal; font-style: normal; font-family: Sassoon CR; font-size: 18pt }
runp { margin-bottom: 0pt; margin-top: 0pt; font-style: italic; margin-left: 0pt; font-family: Sassoon CR; text-align: left; margin-right: 0pt; font-size: 10pt; color: black }
p { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
ul { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
ol { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
.crick_heading_3 { font-weight: bold; margin-top: 12px; font-family: Sassoon CR; font-size: 24pt }
.crick_heading_2 { font-weight: bold; margin-top: 12px; font-style: italic; font-family: Sassoon CR; font-size: 26pt }
li { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
.crick_heading_1 { font-weight: bold; margin-top: 12px; font-family: Sassoon CR; font-size: 28pt }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
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qg7zvPCcPx8=
-->
</head>
<body>
<p style=" text-align: center; margin-top: 0;">
<font size="24pt"><span style=" font-size: 24pt;">by:  <a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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Click on the blank cell to add a picture to your poem. You can use the webcam to take a photo of yourself or draw a picture using Clicker Paint.
{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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<html>
<head>
<style type="text/css">
<!--
body { text-decoration: none; font-weight: normal; font-style: normal; font-family: Sassoon CR; font-size: 24pt }
runp { margin-bottom: 0pt; margin-top: 0pt; font-style: italic; margin-left: 0pt; font-family: Times New Roman; text-align: left; margin-right: 0pt; font-size: 10pt; color: black }
p { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
ul { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
ol { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
.crick_heading_3 { font-weight: bold; margin-top: 12px; font-family: Times New Roman; font-size: 24pt }
.crick_heading_2 { font-weight: bold; margin-top: 12px; font-style: italic; font-family: Arial; font-size: 26pt }
li { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
.crick_heading_1 { font-weight: bold; margin-top: 12px; font-family: Arial; font-size: 28pt }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL
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6qfMdRTRMpDHIXc1qhnpBUQNmF0pfhp/PKcW9Fu6/6HMYhHEM5fQZTd06kevRBMDrmUYWRZreeVM
qg7zvPCcPx8=
-->
</head>
<body>
<p style=" margin-top: 0;">
<span style=" font-family: Sassoon CR;"><font face="Sassoon CR">I am
(two special characteristics about you) ________and ______________<a class="eol_guard"> </a>
</font></span> </p>
<p style=" margin-top: 0;">
<span style=" font-family: Sassoon CR;"><font face="Sassoon CR">I wonder
__________________
</font></span> </p>
<p style=" margin-top: 0;">
<span style=" font-family: Sassoon CR;"><font face="Sassoon CR">I see
______________________
</font></span> </p>
<p style=" margin-top: 0;">
<span style=" font-family: Sassoon CR;"><font face="Sassoon CR">I want
____________________
</font></span> </p>
<p style=" margin-top: 0;">
<span style=" font-family: Sassoon CR;"><font face="Sassoon CR">I am
(the first line of the poem restated) ___________________
</font></span> </p>
<p style=" margin-top: 0;">
<span style=" font-family: Sassoon CR;"><font face="Sassoon CR"><a class="eol_guard"> </a>
</font></span> </p>
</body>
</html>
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{cell.HTMLText}
{cell.Text}
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Instructions: Delete the blank line after the words and type a word(s) in the space to complete the phrase about yourself on the "I Am Poem". Click on the blank cell. You have three ways to illustrate the “I Am Poem”. You can add a picture of yourself by using the webcam, insert a picture or draw a picture using Clicker Paint. Have fun!!!
{cell.HTMLText}
{cell.Text}
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<html>
<head>
<style type="text/css">
<!--
body { text-decoration: none; font-weight: normal; font-style: normal; font-family: Sassoon CR; font-size: 24pt }
runp { margin-bottom: 0pt; margin-top: 0pt; font-style: italic; margin-left: 0pt; font-family: Times New Roman; text-align: left; margin-right: 0pt; font-size: 10pt; color: black }
p { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
ul { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
ol { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
.crick_heading_3 { font-weight: bold; margin-top: 12px; font-family: Times New Roman; font-size: 24pt }
.crick_heading_2 { font-weight: bold; margin-top: 12px; font-style: italic; font-family: Arial; font-size: 26pt }
li { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
.crick_heading_1 { font-weight: bold; margin-top: 12px; font-family: Arial; font-size: 28pt }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
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qg7zvPCcPx8=
-->
</head>
<body>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I
pretend ___________________<a class="eol_guard"> </a>
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I feel
_______________________<a class="eol_guard"> </a>
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I
touch_____________________
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I worry
_____________________
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I cry
______________________
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I am
(the first line of the poem restated) ___________________<a class="eol_guard"> </a>
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;"><a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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Instructions: Delete the blank line after the words and type a word(s) in the space to complete the phrase about yourself on the "I Am Poem". Click on the blank cell. You have three ways to illustrate the “I Am Poem”. You can add a picture of yourself by using the webcam, insert a picture or draw a picture using Clicker Paint. Have fun!!!
{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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<html>
<head>
<style type="text/css">
<!--
body { text-decoration: none; font-weight: normal; font-style: normal; font-family: Sassoon CR; font-size: 24pt }
runp { margin-bottom: 0pt; margin-top: 0pt; font-style: italic; margin-left: 0pt; font-family: Times New Roman; text-align: left; margin-right: 0pt; font-size: 10pt; color: black }
p { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
ul { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
ol { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 25pt; margin-right: 0pt }
.crick_heading_3 { font-weight: bold; margin-top: 12px; font-family: Times New Roman; font-size: 24pt }
.crick_heading_2 { font-weight: bold; margin-top: 12px; font-style: italic; font-family: Arial; font-size: 26pt }
li { margin-bottom: 0pt; margin-top: 0pt; line-height: 100%; margin-left: 0pt; text-align: left; margin-right: 0pt; color: black }
.crick_heading_1 { font-weight: bold; margin-top: 12px; font-family: Arial; font-size: 28pt }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL
I1GacN+WcDYllyjUOWMwqWYYWRY0e/hTvxn1sbmSKVjCINueciBd9VCwUR4fgxtoIE95K+dPuwLv
6qfMdRTRMpDHIXc1qhnpBUQNmF0pfhp/PKcW9Fu6/6HMYhHEM5fQZTd06kevRBMDrmUYWRZreeVM
qg7zvPCcPx8=
-->
</head>
<body>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I
understand ______________<a class="eol_guard"> </a>
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I say
__________________<a class="eol_guard"> </a>
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I dream
__________________
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I try
___________________
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;">I am
(the first line of the poem restated) ___________________<a class="eol_guard"> </a>
</span></font> </p>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;"><a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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Instructions: Delete the blank line after the words and type a word(s) in the space to complete the phrase about yourself on the "I Am Poem". Click on the blank cell. You have three ways to illustrate the “I Am Poem”. You can add a picture of yourself by using the webcam, insert a picture or draw a picture using Clicker Paint. Have fun!!!
{cell.HTMLText}
{cell.Text}
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{cell.HTMLText}
{cell.Text}
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{null}
##PRINT##
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{null}
##HOME##
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{cell.HTMLText}
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{cell.HTMLText}
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{null}
##NEXT##
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{cell.HTMLText}
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<html>
<head>
<style type="text/css">
<!--
body { font-family: Sassoon CR; text-decoration: none; font-size: 18pt; font-weight: normal; font-style: normal }
runp { font-family: Sassoon CR; margin-right: 0pt; margin-bottom: 0pt; font-size: 10pt; color: black; margin-top: 0pt; margin-left: 0pt; font-style: italic; text-align: left }
p { margin-right: 0pt; margin-bottom: 0pt; color: black; margin-top: 0pt; margin-left: 0pt; line-height: 100%; text-align: left }
ul { margin-right: 0pt; margin-bottom: 0pt; margin-top: 0pt; margin-left: 25pt; line-height: 100% }
ol { margin-right: 0pt; margin-bottom: 0pt; margin-top: 0pt; margin-left: 25pt; line-height: 100% }
.crick_heading_3 { font-family: Sassoon CR; font-size: 24pt; margin-top: 12px; font-weight: bold }
.crick_heading_2 { font-family: Sassoon CR; font-size: 26pt; margin-top: 12px; font-weight: bold; font-style: italic }
li { margin-right: 0pt; margin-bottom: 0pt; color: black; margin-top: 0pt; margin-left: 0pt; line-height: 100%; text-align: left }
.crick_heading_1 { font-family: Sassoon CR; font-size: 28pt; margin-top: 12px; font-weight: bold }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
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qg7zvPCcPx8=
-->
</head>
<body>
<p style=" text-align: center; margin-top: 0;">
<font size="46pt"><span style=" font-size: 46pt;"><a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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{null}
##LISTEN##
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<html>
<head>
<style type="text/css">
<!--
body { font-family: Sassoon CR; text-decoration: none; font-size: 18pt; font-weight: normal; font-style: normal }
runp { font-family: Sassoon CR; margin-right: 0pt; margin-bottom: 0pt; font-size: 10pt; color: black; margin-top: 0pt; margin-left: 0pt; font-style: italic; text-align: left }
p { margin-right: 0pt; margin-bottom: 0pt; color: black; margin-top: 0pt; margin-left: 0pt; line-height: 100%; text-align: left }
ul { margin-right: 0pt; margin-bottom: 0pt; margin-top: 0pt; margin-left: 25pt; line-height: 100% }
ol { margin-right: 0pt; margin-bottom: 0pt; margin-top: 0pt; margin-left: 25pt; line-height: 100% }
.crick_heading_3 { font-family: Sassoon CR; font-size: 24pt; margin-top: 12px; font-weight: bold }
.crick_heading_2 { font-family: Sassoon CR; font-size: 26pt; margin-top: 12px; font-weight: bold; font-style: italic }
li { margin-right: 0pt; margin-bottom: 0pt; color: black; margin-top: 0pt; margin-left: 0pt; line-height: 100%; text-align: left }
.crick_heading_1 { font-family: Sassoon CR; font-size: 28pt; margin-top: 12px; font-weight: bold }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
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qg7zvPCcPx8=
-->
</head>
<body>
<p style=" text-align: center; margin-top: 0;">
<font size="24pt"><span style=" font-size: 24pt;"><a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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{null}
{Textboxes.Textbox_1.text}{Textboxes.Textbox_2.text}
##LISTEN##
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{cell.HTMLText}
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{cell.HTMLText}
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{null}
##GO_BACK##
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{null}
##NEXT##
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{null}
{Textboxes.Textbox_2.text}
##LISTEN##
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{null}
##LISTEN##
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<html>
<head>
<style type="text/css">
<!--
body { font-size: 24pt; font-weight: normal; text-decoration: none; font-style: normal; font-family: Sassoon CR }
runp { font-size: 10pt; text-align: left; color: black; margin-left: 0pt; font-style: italic; font-family: Times New Roman; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt }
p { text-align: left; color: black; margin-left: 0pt; line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt }
ul { margin-left: 25pt; line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt }
ol { margin-left: 25pt; line-height: 100%; margin-right: 0pt; margin-top: 0pt; margin-bottom: 0pt }
.crick_heading_3 { font-size: 24pt; font-weight: bold; font-family: Times New Roman; margin-top: 12px }
.crick_heading_2 { font-size: 26pt; font-weight: bold; font-style: italic; margin-top: 12px; font-family: Arial }
li { text-align: left; color: black; margin-left: 0pt; line-height: 100%; margin-top: 0pt; margin-right: 0pt; margin-bottom: 0pt }
.crick_heading_1 { font-size: 28pt; font-weight: bold; font-family: Arial; margin-top: 12px }
-->
</style>
<!-- _DOCUMENT_PROPERTIES_BLOCK_
PpSHeCk77EevQwNSzVIzYQR0K7dGtAjurPCXKxzdV/+5OH05ulGpUQRZwgN+Pk95K/lM+FS/9OmL
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qg7zvPCcPx8=
-->
</head>
<body>
<p style=" margin-top: 0;">
<font face="Sassoon CR"><span style=" font-family: Sassoon CR;"><a class="eol_guard"> </a>
</span></font> </p>
</body>
</html>
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{cell.HTMLText}
{cell.Text}
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{null}
##CLOSE##
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{cell.HTMLText}
{cell.Text}
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[delete last]
##DELETE##
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{null}
##CLOSE##
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##CLOSE##
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{cell.HTMLText}
{cell.Text}
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
iVBORw0KGgoAAAANSUhEUgAAAEIAAABlCAYAAAD5/TVmAAAABGdBTUEAAK/INwWK6QAAABl0RVh0U29mdHdhcmUAQWRvYmUgSW1hZ2VSZWFkeXHJZTwAAACQSURBVHja7NABDQAACAOga//ON4cbRGDahmQViBAhQoQIESJEiBAhQoQIESJEiBAhQoQIESJEiBAhQoQIESJEiBAhQgQiRIgQIUKECBEiRIgQIUKECBEiRIgQIUKECBEiRIgQIUKECBEiRIgQIQIRIkSIECFChAgRIkSIECFChAgRIkSIECFChAgRIp46AQYAJEsDxyOf+lsAAAAASUVORK5CYII=
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