tag:blogger.com,1999:blog-40044043536942058522024-03-12T18:52:49.957-07:00Handmade FunAnonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.comBlogger421125tag:blogger.com,1999:blog-4004404353694205852.post-60207365828833373902015-02-23T10:34:00.001-08:002015-02-23T10:34:50.648-08:00Handmade Fun: Fun new card to try<a href="http://quwikcards.blogspot.com/2015/02/fun-new-card-to-try.html?spref=bl">Handmade Fun: Fun new card to try</a>: Peek-a-Boo Card by Norma Lee From Spiltcoast stampers twitter A sliding panel reveals a hidden message or image when this ca...Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-91882807617949967012015-02-23T10:33:00.002-08:002015-02-23T10:33:34.156-08:00Fun new card to try<div style="float: left; width: 475px;">
<h1>
Peek-a-Boo Card </h1>
<h6>
by Norma Lee</h6>
From Spiltcoast stampers</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/peekaboocard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/peekaboocard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/peekaboocard/#" id="button_share_twitter" jquery161017103189722563578="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/peekaboocard/" href="https://twitter.com/share?text=Peek-a-Boo Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
A sliding panel reveals a hidden message or image when this card is
opened.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="225" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_-_Supplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list"><b>
</b>
<li><b>Plain cardstock </b><b>
</b>
<li><b>Patterned paper</b> <b>
</b>
<li><b>Scor-Pal </b>or other scoring tool <b>
</b>
<li><b>Oval/circle die</b>, no wider than 2 3/8", to create the windows
(Spellbinders Petite Ovals Small used here) <b>
</b>
<li><b>Label or other shape die</b>, slightly larger than the oval/circle die, to
create the frame around the window (Spellbinder Labels Twenty-Eight used here)
<b>
</b>
<li><b>Die cutting machine </b><b>
</b>
<li><b>Removable tape</b> <b>
</b>
<li><b>Craft glue</b> <b>
</b>
<li><b>Other supplies as needed</b> to finish card (e.g. images, sentiments,
embellishments) </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Cut out 3 pieces of plain <b>cardstock</b>: <br />5 1/2" x 8 1/4"<br />5 1/2" x 8
1/2" <br />5 1/2" x 5 3/4"</div>
<div class="step-img">
<img height="225" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_1_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Cut out 3 pieces of <b>patterned paper: </b><br />5 3/8" x 5 3/8"<br />two at 5
3/8" x 4 1/8"</div>
<div class="step-img">
<img height="225" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_1_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Place the 5 1/2" x 8 1/4" plain cardstock on the <b>scoring board</b>. Score
at 2 3/4" and mountain fold along the score line.</div>
<div class="step-img">
<img height="206" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_2.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Adhere the 5 3/8" x 5 3/8"<b> patterned paper</b> to the cardstock as shown.
This is for the card front. Set aside.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Place the 5 1/2" x 8 1/2" plain cardstock on the scoring board. Score midway
at 4 1/4" and valley fold along the score line.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_4.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
<b>Adhere </b>the two pieces of 5 3/8" x 4 1/8" patterned paper to the
cardstock as shown. The is for the inner card. Set aside.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_5.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Place the 5 1/2" x 5 3/4" plain cardstock on the scoring board. Score at 5
1/2" and fold along the score line. This is for the card back. Set
aside.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_6.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Take the card front and turn it upside down. Place the <b>oval die</b>, with
the blade side down, midway between the top and bottom, with the cutting blade
flush against the edge of the folded panel. Secure with removable tape as
shown.</div>
<div class="step-img">
<img height="199" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_7_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Unfold the paper and run through the <b>die-cutting machine</b> to create a
window (Window #1).</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_7_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Remove the oval die cut, but leave the die in place.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_8.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Take the inner card and place it back-to-back with the card front, aligning
the edges.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_9_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Trace the inside edge of the oval die lightly with a pencil as
shown.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_9_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 10 </h3>
Remove the oval die from the card front and place it precisely around the
pencil-drawn oval on the inner card. Secure in place with removable
tape.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_10.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 11 </h3>
Keeping the inner card folded, run it through the die-cutting
machine.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_11.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 12 </h3>
Open the inner card. There should be a window (Window #2) at the left-hand
side and a groove from the oval die on the right-hand side.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_12.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 13 </h3>
Fit the die into the groove, and secure it with removable tape.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_13_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Run it through the die-cutting machine to create Window #3.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_13_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 14 </h3>
Refold the inner card. Apply <b>glue </b>to the back of the panel that has
Window #2 as shown.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_14.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 15 </h3>
Adhere the card front to the inner card, aligning Window #1 to Window #2, as
shown.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_15.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 16 </h3>
Take the card back, and apply glue to the 1/4" flap.</div>
<div class="step-img">
<img height="201" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_16_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Adhere to the back of the inner card that has Window #3.</div>
<div class="step-img">
<img height="225" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_16_C.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 17 </h3>
Create a frame for each window, by die cutting a shape that's slightly larger
than your oval window, then die cutting the same size window within the
shape.</div>
<div class="step-img">
<img height="199" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_17_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 18 </h3>
Apply glue to the back of the frame and adhere around window. Do this for all
three windows.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_18_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 19 <span style="font-size: 11px; font-style: normal;">(Optional)</span>
</h3>
Option 1 - for images/sentiments die cut with the same oval die used for the
windows: <br />Apply glue to their backs and slip them through the windows, one to
be adhered to the card back and another to be adhered to the sliding panel.
<br />Skip to Step 23.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_19_Option_1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Option 2 - for images/sentiments die cut with a different die than the oval
die used for the windows:<br />Take the image/sentiment for the card front and
insert from behind the window as shown. Arrange it in place. </div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_19_Option_2.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 20 </h3>
Open the card to where the image is on the card back and trace the outline
around the image lightly with a pencil.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_20.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 21 </h3>
Apply glue to the back of the image and and adhere to the card back, using
the sketched outline as a guide.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_21_B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 22 </h3>
Repeat steps 19 - 21 with the second image/sentiment, this time using the
sliding panel attached to the card front.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/companies/Peek-A-Boo_Card_Step_22_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 23 </h3>
Decorate the card with additional sentiments, embellishments, etc., as
desired.</div>
<div class="step-img">
<img height="199" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_Step_23_A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 24 </h3>
Complete the card.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_-_Finished_Card_A300.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
The finished card measures 5 1/2" square.</div>
<div class="step-img">
<img height="225" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Peek-A-Boo_Card_-_Finished_Card_B300.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/MAuaJ3D6TIk" width="560"></iframe></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-92027929581093237772015-02-08T13:43:00.000-08:002015-02-08T13:43:18.165-08:00Fun and cute <div style="float: left; width: 475px;">
<h1>
Two Pocket Treat Holder </h1>
<h6>
by Becky Roberts </h6>
From Split Coast Stampers</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/twopockettreatholder/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/twopockettreatholder/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/twopockettreatholder/#" id="button_share_twitter" jquery161014553821399028521="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/twopockettreatholder/" href="https://twitter.com/share?text=Two Pocket Treat Holder" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a> <span id="twitter_span" style="display: none;"></span>
<br />
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Fold cardstock into a double-sided treat pouch.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketsupplies.JPG" height="200" kasperskylab_antibanner="on" width="300" /> </div>
<div class="step-text">
<ul class="supply-list"><b>
</b>
<li><b>Cardstock</b> (Stampin’ Up! Best Day Ever Designer Series Paper used here)
<b>
</b>
<li><b>Scoring tool</b> <b>
</b>
<li><b>Circle or oval punch/die</b> <b>
</b>
<li><b>Corner rounder </b>(optional) <b>
</b>
<li><b>Other supplies as needed </b>to complete the project (Stampin’ Up! products
used here: Calypso Coral & Whisper White cardstock, Petal Potpourri stamp
set, Early Espresso ink, Stampin’ Write Markers in Crushed Curry & Sahara
Sand, Flower Medallion Punch, Bow Builder Punch, 1/2 Circle, 7/8 Scalloped
Circle, Mini Glue Dots, Stampin’ Dimensionals; Peppermint Patty candy)
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Cut <b>paper </b>to 6" x 6". Fold in half from corner to corner to create a
triangle.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep1.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
Place folded edge against the top of the <b>score board</b> and score down at
2 3/4" and 5 5/8".</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep1b.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Align the folded edge on the left side of the board and score at
1/2".</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep2.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Unfold the paper. Fold the right and left sides in towards the
center.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep3.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
Fold in half.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep3b.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Fold each half back on the score lines created in step 2.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep4.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
A small W is created in the center.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep4b.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 <span style="font-size: 11px; font-style: normal;">(Optional)</span>
</h3>
Round the top point with a <b>corner rounder</b> if desired.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep5.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
<b>Punch or die cut</b> a small oval for a handle.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketstep5b.jpg" height="225" kasperskylab_antibanner="on" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Embellish and complete the project.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/twopocketfinished300.JPG" height="200" kasperskylab_antibanner="on" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/rPEDn4gjFPc" width="560"></iframe><br /></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
</h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-26760630874668589792014-12-06T11:50:00.001-08:002014-12-06T11:50:10.831-08:00How to do Masking to make a card<div style="float: left; width: 475px;">
<h1>
Falling Snow Scene </h1>
From Spilt Coast Stampers<br />
<h6>
by Heather Telford</h6>
</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/fallingsnowscene/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/fallingsnowscene/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/fallingsnowscene/#" id="button_share_twitter" jquery16102971226242204961="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/fallingsnowscene/" href="https://twitter.com/share?text=Falling Snow Scene" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Use inks, masks and masking fluid to create a snowy scene.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="212" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4851_Falling_snow_materials.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list"><b>
</b>
<li><b>Dye inks</b> (Memento Northern Pine, Nautical Blue and Bahama Blue used
here) or other watercoloring medium <b>
</b>
<li><b>Paint brush</b> <b>
</b>
<li><b>Watercolor paper</b> (Fabriano hot press watercolour block used here) <b>
</b>
<li><b><a href="http://www.amazon.com/Kemper-1198-Spatter-Brush/dp/B001DUT0S4/ref=as_sl_pc_ss_til?tag=splitcoaststa-20&linkCode=w01&linkId=DIUXL4J5ATWJRPRA&creativeASIN=B001DUT0S4">Splatter
brush</a></b> or old toothbrush <b>
</b>
<li><b>Masking fluid</b> <b>
</b>
<li><b>Mister bottle</b> filled with water <b>
</b>
<li><b>Painter's tape</b> <b>
</b>
<li><b>Tree stamps</b> in varying sizes (Penny Black “Prancers” transparent stamp
set used here) <b>
</b>
<li><b>Other supplies as needed</b> to complete the project (Penny Black “Hello
Winter” transparent stamp set) </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Splatter <b>masking fluid</b> over <b>watercolor paper</b> with a <b>splatter
brush or tooth brush</b>. Leave to dry.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4101_Falling_snow_tutorial_step_1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Use <b>painter's tape</b> to keep the panel in place and mask edges for
stamping. Cut a hill-shaped mask and punch a circle mask from <b>Post-it
notes</b>. Position masks on watercolor paper to expose the top third of the
panel. This will be the sky area.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4102_Falling_snow_tutorial_step_2.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Ink small <b>tree stamp</b> with dark green <b>ink</b>. Spritz stamp lightly
with water and stamp twice over horizon. Ink stamp again, stamp, then spritz
paper so color will bleed.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4104_Falling_snow_tutorial_step_3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Press blue inks onto an acrylic block to use as a palette. Add water with a
<b>paint brush</b> and paint sky area. Add darker blue in areas away from the
moon.</div>
<div class="step-img">
<img height="216" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4105_Falling_snow_tutorial_step_4.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Remove masks and throw away.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4106_Falling_snow_tutorial_step_5.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Cut a new hill mask and position it halfway down the remaining white area.
Ink medium sized tree and stamp twice. Spritz paper with water and remove
mask.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4107_Falling_snow_tutorial_step_6.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Using diluted blue ink, paint a snow bank from one side of panel to the
other. Stay in line with the base of the two medium sized trees. Rinse brush and
use water to dilute and pull color from snow bank line upwards. Dab with cloth
or paper towel to soften and dry the edge of pale blue ink.</div>
<div class="step-img">
<img height="200" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4108_Falling_snow_tutorial_step_7.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Cut another Post-it note mask. Position it below previous snow bank and stamp
large tree. Spritz with water to let ink bleed. Remove mask.</div>
<div class="step-img">
<img height="209" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4109_Falling_snow_tutorial_step_8.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
To frame the scene, paint around lower borders of panel and dab with cloth to
soften the edge. When the panel is completely dry, gently rub off the masking
fluid to reveal the falling snow.</div>
<div class="step-img">
<img height="201" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4111Falling_snow_tutorial_step_9.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 10 </h3>
Trim the panel and choose a color to mat it, then add a sentiment to complete
the card.</div>
<div class="step-img">
<img height="236" kasperskylab_antibanner="on" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/_DSC4852_Falling_Snow_finished_300.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/x-uuFEwpgUo?rel=0" width="560"></iframe></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-51360018257683691142014-10-27T08:11:00.001-07:002014-10-27T08:11:55.402-07:00Felted Cardstock<div style="float: left; width: 475px;">
<h1>
</h1>
<h6>
by Lydia Fiedler</h6>
<br /><br />
From Spiltcoast Stampers.com</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/feltedcardstock/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/feltedcardstock/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/feltedcardstock/#" id="button_share_twitter" jquery161006735234272746115="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/feltedcardstock/" href="https://twitter.com/share?text=Felted Cardstock" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Use plastic wrap and a decorative napkin to create a cool
background.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedcardstockSupplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Decorative paper party napkins</b>
<li><b>Plastic Wrap</b>
<li><b>Large Pad of Newsprint</b>
<li><b>Iron</b>
<li><b>White cardstock</b>
<li><b>Stamps</b>
<li><b>Ink</b>
<li><b>Adhesive</b>
<li><b>Scissors</b>
<li><b>Embellishments</b> </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Separate printed layer of <b>napkin</b> from white layer.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedCardstockStep1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Open <b>pad of newsprint </b>to middle. <br /><br />Place <b>white cardstock</b>,
<b>plastic wrap </b>and then napkin on newsprint with printed side of napkin
facing up. <br /><br />Put two sheets of the newsprint on top of this
sandwich.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedCardstockStep2.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
With your <b>iron</b> on the highest non-steam setting, begin ironing the
sandwich, going over it evenly for a few minutes, making sure you iron the
entire area. <br /><br />Let cool.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedCardstockStep3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
While holding the napkin down with one hand, carefully remove the top two
sheets of newsprint. <br /><br />Then slide your hand under the newsprint and pop
the card up off the bottom newsprint. <br /><br />Check to be sure the napkin is
fused to the cardstock everywhere - especially at the corners. If it's not,
simply put the newsprint back down and continue ironing. You can do this as
often as necessary. </div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedCardstockStep4.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
When the cardstock is felted, simply flip it over and trim off the excess
napkin, and use the cardstock as you normally would. </div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedCardstockStep5.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Finish your card.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/FeltedCardstockStep6a.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-40756816510845802972014-10-17T14:28:00.000-07:002014-10-17T14:28:11.501-07:00Inlaid Die Cuts<br />
<div style="float: left; width: 475px;">
<h1>
</h1>
<h6>
by Dina Kowal</h6>
From Spilt coast stampers<br />
<br /><br />
<br /><br />
<br /><br />
<br /></div>
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/inlaiddiecuts/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/inlaiddiecuts/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/inlaiddiecuts/#" id="button_share_twitter" jquery16108717603713906132="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/inlaiddiecuts/" href="https://twitter.com/share?text=Inlaid Die Cuts" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<div class="content-box">
Use multiple die cut shapes to create a one-layer inlaid scene or
collage.</div>
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutssupplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Dies</b> to create a design or scene (Spellbinders dies used here)
<li><b>Die cutting machine</b>
<li><b>Cardstock</b> for card base, and scraps of cardstock or patterned paper
for die cutting
<li><b>Tape</b>
<li><b>Glue</b>
<li><b>Other supplies as needed</b> to complete the card </li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Choose <b>dies </b>to create a scene or design. <br /><br />Cut out each die
shape from coordinating <b>cardstock</b>. </div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep1.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Create a plan for your design or scene. Lay the die cut pieces on your work
surface as you would like them to appear on a finished card. For a more
intricate scene or design, overlap the pieces. <br /><br />The scene will be created
from back to front, beginning with the bottommost pieces in your arrangement.
<br /><br /><b>HINT:</b><br />Make a diagram of your scene or design and number your
die cut pieces to help remember placement. The images that will appear to be in
the background of the scene or pattern will be cut first.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep2.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Prepare a cardstock panel slightly smaller than your finished card size. Use
the die from the first cut piece to cut an opening in the card base
layer.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep3.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Place a small piece of <b>tape </b>at the edge of the die cut opening. It is
best to use strong tape rather than repositionable tape, since this will need to
hold the die cut in place after the card is assembled.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep4a.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
Replace the cut from the card base layer with the corresponding cardstock
piece cut earlier. Add more tape as needed on the back side of the panel to keep
the pieces together, especially in areas where more cuts will be
made.<br /><br /><b>NOTE:</b><br />Take care when removing the die cut piece.
Overlapping outlines may create small loose pieces that will need to be replaced
into the panel and secured with tape from the back side of the
panel.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep4b.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Position the corresponding die from the next layer onto the panel. Cut, and
remove the die cut piece.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep5a.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
Replace the cut piece with the cardstock piece cut earlier, using tape on the
back side of the panel to keep the inlaid piece in place.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep5b.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Repeat the step above for as many pieces as you have remaining, each time
filling in the opening with a die cut shape and securing with tape on the
back.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep6a.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<b>HINT:</b><br />If dies in a single layer do not overlap, more than one shape
can be cut at once to save time.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep6b.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Complete the inlaid design.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep7a.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
Apply adhesive to the entire back of the panel, making sure there is adhesive
on both sides of each cut line.<br /><br />Adhere the panel to a card
base.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutsstep7b.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Embellish and complete the card.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/inlaiddiecutscomplete300.jpg" width="300" /> </div>
</li>
</ol>
</div>
<div class="content-box">
<h2>
<br /></h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/XDpTqTi5RBg?rel=0" width="560"></iframe></div>
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-16817347624077085462014-10-13T13:14:00.002-07:002014-10-13T13:16:33.612-07:00Upright Diamond Fold Card<br />
<div style="float: left; width: 475px;">
<h1>
</h1>
<h6>
by Laura Lipe</h6>
From Split Coast Stampers</div>
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/uprightdiamondfoldcard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/uprightdiamondfoldcard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/uprightdiamondfoldcard/#" id="button_share_twitter" jquery16104362029554595803="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/uprightdiamondfoldcard/" href="https://twitter.com/share?text=Upright Diamond Fold Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<br />
<div id="fb-root">
</div>
</div>
<div class="content-box">
Create a unique folded card.</div>
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamonFoldSupplies2.jpg" height="200" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>One 6 1/4" x 11" piece of cardstock</b>, for card base
<li><b>One 6" x 3 1/4" piece of patterned paper</b> (pattern choice 1), for
inside back
<li><b>Two 6" x 1 1/4" pieces of patterned paper</b> (1 ea. pattern choice 1 and
2)
<li><b>Three 6" x 3 3/4" pieces of patterned paper</b> (pattern choice 2)
<li><b>Stamps</b>, sentiments and dies to decorate card
<li><b>Paper Cutter</b>
<li><b>Scoring tool</b>
<li><b>Pencil</b>
<li><b>Ruler</b>
<li><b>Bone folder</b>
<li><b>Die cutting machine</b>
<li><b>Adhesive</b> </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
<b>Score</b> the <b>6 1/4" x 11" piece of cardstock</b> at 4", 6" and 7 1/2"
on long edge. Fold these mountain, mountain, valley folds.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep1.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Make a pencil “tick mark” on long edge of cardstock at 2" (from left edge) at
top and bottom. Make a “tick mark” on only the left short side at 3
1/8".</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep2.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Score from the 2" tick mark at top to the 6" score on the bottom. Score from
the 6" score on the top to the 2" tick mark on the bottom. This will make an
"X". Fold both sides of the "X" as valley folds.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep3a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep3b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Prefold your score lines. Your card base should look like this.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep3c.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Cut from the 2" tick mark at the top to the 3 1/8" tick mark on the left edge
of the card. Cut from the 3 1/8" tick mark on the left edge to the 2" tick mark
at the bottom. This will make a shape like the left side of a "diamond" Now you
can fold up the card and you will have a shape like a diamond almost in the
center of the card but a bit to the left. You are ready to decorate your
card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep4a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Fold up the card and you will have a shape like a diamond almost in the
center of the card but a bit to the left. You are ready to decorate your
card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep4b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
<b>Glue</b> the<b> 6" x 3 1/4" patterend paper, (pattern choice 1)</b> to the
inside back of the card. Glue the two strips of<b> 6" x 1 1/4" patterned
paper</b> (pattern choice 1 and 2) to the inside straight area, and on the front
on the straight area.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep5a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep5b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Make tick marks on each of the <b>6" x 3 3/4' patterned papers</b> at 1 7/8"
at top and bottom and at 3" on each side. Cut all three from the 1 7/8" mark to
the 3" marks and from the 3" marks up to the 1 7/8" marks, creating 3 diamond
shapes. One of these will go on the front and one inside the
front.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep6a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep6b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
The third one you will cut in half from top to bottom, and those two pieces
will be used on the front and inside the front.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep6c.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Take those little triangles you cut off the designer paper in Step 7, and
trim 1/8" off the bottom of each one. These will be used to cover the small
triangles on the front and inside the front.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep7a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep7b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 10 </h3>
Decorate the card as desired.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFold.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/UprightDiamondFoldStep8b.jpg" height="200" width="300" /> </div>
</li>
</ol>
</div>
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/cBCxrKDqXms" width="560"></iframe><br /></div>
<div class="content-box">
</div>
<div class="content-box">
<h2>
</h2>
<br /></div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-46270419575867069402014-10-13T13:08:00.000-07:002014-10-13T13:08:02.568-07:00Stencil Reflection <div style="float: left; width: 475px;">
<h1>
Stencil Reflection </h1>
<h6>
by Dina Kowal</h6>
From Split Coast Stampers<br />
<br /></div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/stencilreflection/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/stencilreflection/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/stencilreflection/#" id="button_share_twitter" jquery16107414557112605931="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/stencilreflection/" href="https://twitter.com/share?text=Stencil Reflection" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<br />
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Use a stencil or reverse mask to create a watery reflected image.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionsupplies.jpg" height="200" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Stamps</b> (Penny Black Poppy Time used here)
<li><b>Waterproof ink</b> for stamping (Versafine Toffee Ink used here)
<li><b>Water soluble coloring medium</b> (Versamagic Chalk Inks and
Faber-Castell Albrecht Durer watercolor pencils used here)
<li><b>Coordinating stencil or die cut,</b> or paper and craft knife to cut a
reverse mask (Penny Black Sun Catcher stencil used here)
<li><b>Paper or sticky notes</b> for masking
<li><b>Watercolor paper</b>
<li><b>Paint brushes,</b> one broad flat brush and a smaller one for detail
<li><b>White acrylic paint</b> (optional)
<li><b>Other supplies</b> as needed to complete the card </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Cut <b>watercolor paper </b>to desired size. Determine the position of the
<b>rubber stamp image</b> that will be reflected in your stamped
scene.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep1a.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Mask a horizontal line using<b> sticky notes or paper</b> where the
reflection will begin, representing the surface of the water.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep1b.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Stamp the image using<b> waterproof ink</b>. A lighter ink was used in the
sample so the outline of the image was more faint. Experiment with different
looks and shades of ink to find the look you like best.<br />
<br />
<b>TIP:</b><br />
If
you want the image to reflect in the water as if it were completely above water,
stamp above the masked line. If you want it to appear to be sitting in or
dipping into the water, allow the stamp image to overlap the masked
line.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep2.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Cut a reverse mask from <b>acetate</b> or <b>text weight paper</b>, or use a
coordinating <b>stencil </b>or <b>die cut</b> as a reverse mask. <br />
<br />
(For a
complete tutorial on Reverse Masking, click <a href="http://www.splitcoaststampers.com/resources/tutorials/masking_reverse_masking/"><b>HERE</b></a>.)<br />
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep3a.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Give the stamped image a base layer of color using a <b>water soluble
medium</b>, such as chalk or dye ink, Distress inks, watercolor pencils, or
Gelatos. If desired, use the reverse mask to cover up the areas around the image
as you color. Apply color directly with an inkpad, or use a sponge, dauber or
brush.<br />
<br />
Layer color as desired for shading. Clean or dry the mask or
stencil before moving on to the next step.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep3b.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Remove the horizontal mask but keep a mental note of where it was positioned.
Flip the stencil over and position it so that it is at equal distance and
opposite angles to the stamped image in relation to the horizontal
line.<br />
<b><br />TIP:</b><br />
If the stamped image crossed the horizontal line,
find the point on the mask or stencil where the width of the opening is the
same. </div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep4.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Add color through the stencil openings to create the reflected
image.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep5.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Layer color as desired for shading.<br />
<br />
<b>NOTE:</b><br />
When adding
shading, remember that the reflection is a mirror image and angles and positions
will be opposite. For example, if you shaded toward the bottom on the stamped
image, the shading on the reflection will curve the opposite way toward the
top.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep5b.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Blend coloring using a wet <b>paint brush</b>. When blending the colors on
the stamped image, take care to stay within the outlines.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep6a.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
When blending the colors on the reflected image, use a <b>wide flat brush</b>
and brush with a side-to-side motion to simulate ripples and reflection on the
surface of the water. Don’t worry about staying in the lines. <br />
<br />
To create
an illusion of depth, pull a little color from the lower part of panel up around
the stamped image above the horizontal line. This makes it look like there is
water behind the object being reflected.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep6b.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Add deeper shading to the colored images if desired.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep7.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
On the reflection, shading can be added in horizontal strokes.<br />
<br />
Blend
from side to side as before, using a smaller brush so more detail is
left.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep7b2.png" height="199" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
For an added water effect, dilute <b>white acrylic paint</b> with water and
brush thin horizontal lines over the reflected image.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep8.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
The white paint can also be used to add highlights to the stamped
image.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectionstep8b.png" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Use the panel to complete a card or other project.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/stencilreflectioncompleted300.jpg" height="200" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/_ie3aYFE93g?rel=0" width="560"></iframe><br /></div>
<br />
<div class="content-box">
<h2>
</h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-55935781876107619292014-09-03T14:38:00.000-07:002014-09-03T14:39:13.856-07:00Something new to try colored dry embossing<div style="float: left; width: 475px;">
<h1>
Colored Dry Embossing </h1>
<h6>
by Jeanne Jachna</h6>
From Spiltcoast stampers.com</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/coloreddryembossing/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/coloreddryembossing/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/coloreddryembossing/#" id="button_share_twitter" jquery161034212313678513833="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/coloreddryembossing/" href="https://twitter.com/share?text=Colored Dry Embossing" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a> <span id="twitter_span" style="display: none;"></span>
<br />
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Learn tips for using inks to enhance dry embossed designs.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Coloreddryembossing_supplies.gif" height="200" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>White cardstock</b> or smooth watercolor paper
<li><b>Embossing folder</b> (Anna Griffin Aviary by Cuttlebug used here)
<li><b>Die cutting/ embossing machine</b>
<li><b>Coloring medium</b> (Ranger Distress Inks used here)
<li><b>Paper stumps</b> or a blender pen
<li><b>Other supplies as needed</b> to complete the card </li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Trim a piece of <b>white card stock</b> to 4.25" x 5.5" and emboss with an
<b>embossing folder</b> according to your machine's instructions.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Coloreddryembossing_step_1.gif" height="203" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Apply the flat side of the tip of a <b>paper blending stump</b> to an <b>ink
pad</b> to lift color. Begin with a lighter shade as a base coat of color, then
use a darker color to add shading and depth if desired. For fine areas (like the
stems here) use the very tip of the nib.<br />
<b><br />TIP:</b><br />
Hold the blending
stump further back to give the flat side of the tip a better angle for coloring
the raised areas.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Coloreddryembossing_step2.gif" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
To switch colors use a different paper stump or the opposite end. If you want
to use the same paper stump, sand the end down to a fresh point. (See video for
tips on cleaning and sharpening stumps.)</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Coloreddryembossing_step3.gif" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Work across the entire image until coloring is complete.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Coloreddryembossing_close.gif" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Trim the panel to fit your card base and complete the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Coloreddryembossing_300.jpg" height="200" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/3V2DYrgxPHs?rel=0" width="560"></iframe><br /></div>
<br />
<div class="content-box">
<h2>
Variations</h2>
<ol class="step-list">
<li>
<div class="step-text">
For a watercolored look, create a palette using dye inks or water-based
markers. Chalks or PanPastels can also be used. </div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/coloreddryembossing_V1.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Use a blender pen to lift and apply color to the embossed images (Stampin'
Up! Blender Pen used here).</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/coloreddryembossing_V2.jpg" height="200" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
</h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com1tag:blogger.com,1999:blog-4004404353694205852.post-55681636134840201022014-08-21T13:37:00.003-07:002014-08-21T13:39:33.614-07:00New way to make a Folded Cards<div style="float: left; width: 475px;">
<h1>
Quarter Fold Card </h1>
<h6>
by Jana O’Brien</h6>
From Split Coast Stampers.com</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/quarterfoldcard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/quarterfoldcard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/quarterfoldcard/#" id="button_share_twitter" jquery1610002954334432064276="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/quarterfoldcard/" href="https://twitter.com/share?text=Quarter Fold Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<br />
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Create a unique card with a box-top closure.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstepsupplies.JPG" height="201" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Paper trimmer</b><br />
<li><b>Scoring tool</b><br />
<li><b>Cardstock</b> (2 sheets in coordinating colors, and smaller pieces for
layering)<br />
<li><b>Glue</b><br />
<li><b>Other supplies as needed</b> to complete the
card</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
<b>Trim </b>a piece of <b>cardstock </b>to 4 1/4" x 11".<br />
<br />
This will be
the back piece of the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep1.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<b>Score</b> along the long side at 2 3/4" and 8 1/4". <br />
<br />
(Alternative:
score at 2 3/4" then turn cardstock and score at 2 3/4" from the other
end.)<br />
<br />
<b>TIP:</b> <br />
Score again slightly outside the 2 score
measurements on both pieces of cardstock for a better fit.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep1bnew.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Trim the second piece of cardstock to 5 1/2" x 8 1/2".<br />
<br />
This will be
the front piece of the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep2new.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Score along the long side at 2 1/8" x 6 3/8". <br />
<br />
(Alternative: score at
2 1/8" then turn cardstock and score at 2 1/8" from the other
end.)<br />
<b><br />TIP: </b><br />
Make this piece a lighter color so it’s easier to
stamp or write on the inside of the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep2bnew.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
<b>Adhere </b>the 2 pieces of cardstock together, lining up edges with score
lines. <br />
<br />
<b>TIP:</b><br />
Use a liquid glue to allow for adjustments in
placement.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep3.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Fold both ways at each score line. Folding toward the opposite color first
will give the panels enough room to close well without interfering with each
other.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep3b.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Fold the card closed as you would close the top of a packing box. Fold in the
left side, fold up the bottom, fold in the right side, then tuck the left corner
of the top flap underneath the left side panel.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep4.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep4b.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
The folded card should lay flat and look like this.<br />
<br />
Decorate the front
of the card as desired. The card can be horizontal or vertical.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep4b2.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
To make layers for the four quarters cut 2 pieces of cardstock to 2" X 2 1/2"
and 2 pieces of cardstock to 1 7/8" X 2 5/8". Cut a 4" x 5 1/4" panel for the
inside if desired.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep5.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Complete the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcard300.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Decorate the inside if desired - maybe tuck in some cash or a handful of
confetti!<br />
<br />
Finished card fits in a standard A2 envelope.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/quarterfoldcardstep6b.jpg" height="200" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/WpzUgrKzfOk?rel=0" width="560"></iframe><br /></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
</h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-75965164864866618392014-08-21T13:30:00.002-07:002014-08-21T13:30:32.792-07:00Something new to try with stamps<div style="float: left; width: 475px;">
<h1>
Stamp Etching </h1>
<h6>
by Lydia Fiedler</h6>
From Splitcoast Stampers.com</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/stampetching/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/stampetching/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/stampetching/#" id="button_share_twitter" jquery16106325528439784763="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/stampetching/" href="https://twitter.com/share?text=Stamp Etching" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a> <span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Use a fine-tipped black pen to give your stamped images the look of classical
etchings.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/Supply_image_003.JPG" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Open line-art stamp image</b> (Stampin' Up!'s Blended Bloom used
here)<br />
<li><b>Black marker or pen with a fine tip</b><br />
<li><b>Cardstock</b> (a smooth cardstock is
best)<br /><br /></li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Begin by stamping an <b>open line art stamp</b> in black ink on <b>smooth
white cardstock</b>.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/step1etching_right_size.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Using a <b>fine-tipped marker</b>, begin to make tapered lines within the
stamp image with a light flicking motion - lifting the pen off the paper towards
the end of your line. The line should be thinner at the end than it is where it
started.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/Step_lines.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Practice by drawing a straight line on a scrap. Put your pen down on the line
briefly and then as you draw a quick line, lift the tip of the pen up off the
paper towards the end of the line.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/Step_tip_II.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
To add a little shading, do a second, shorter group of lines at the base of
the first.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/step_shading.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Continue until your image is completely filled.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/Step_last.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
For variations on this technique, try cross-hatching...</div>
<div class="step-img">
<img height="200" src="" width="300" /> </div>
</li>
<li>
<div class="step-text">
or stippling.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/stepstippling.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Use your image on a finished project.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/step_finished_etching.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Try this technique on colored cardstock, too.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/inkling/Step_finished_blue.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/NhO6EFoiEV0?rel=0" width="560"></iframe></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-84423164900101645012014-08-08T07:34:00.002-07:002014-08-08T07:34:52.691-07:00<div style="float: left; width: 475px;">
<h1>
Pointillism </h1>
<h6>
by Allison Cope</h6>
</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/pointillism/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/pointillism/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/pointillism/#" id="button_share_twitter" jquery16109022413792943238="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/pointillism/" href="https://twitter.com/share?text=Pointillism" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Color and shade an image using tiny dots.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/00pointillismsupplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Sturdy, smooth cardstock</b><br />
<li><b>Printed digital stamp</b>, or rubber stamp image stamped with dye ink
(Power Poppy digital stamp used here)<br />
<li><b>Markers</b> (Copic alcohol markers used here; water-based markers may
also be used)</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Print a <b>digital stamp</b> image, or <b>rubber stamp</b> an image onto some
<b>smooth, sturdy cardstock</b>. <br /><br /><b>HINT:</b><br />Use a dye ink for
stamping any image you are going to color with alcohol markers. Memento brand is
recommended.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/01pointillismstep1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Gather a minimum of <b>three markers</b> to color the image with. Five Copic
colors were used in this example (lightest to darkest: Y19, Y17, YR12, Y38,
YR18) . Try using a light, medium and a dark tone of the same color.
<br /><br />Beginning with the lightest color, hold the marker straight up and down
and apply small dots to the image. For more concentrated color, apply the dots
closer together. For a lighter or highlighted area, use dots applied wider
apart. Let each layer of dots completely dry between applications so you do not
blend them together.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/02pointilismstep2.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Grab the next darkest color of marker and begin to overlap your dot
application. You can use different sizes of dots to get the desired coverage of
your image, but try to keep them fairly small.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/03pointillismstep3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Apply the third color. Begin to deepen the color of the areas that appear
shaded.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/04pointillismstep4.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Apply the fourth tone of marker. Concentrate these darker shades of color in
the areas of shade and shadow. The more dots you apply to one area, the richer
and darker the tone will appear.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/05pointillismstep5.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Apply the final and darkest color of marker. Try using a cluster of many tiny
dots to allow your lighter shades of color to show through if desired.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/06pointillismstep6.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Continue coloring using the concepts shown above.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/07pointillismstep7.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Decorate the card as desired.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/08pointillismfinalcard300.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/tDtvsNKrI8E?rel=0" width="560"></iframe></div>
<div class="content-box">
From Splitcoast stampers.com</div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-4387993025023782132014-07-30T07:36:00.001-07:002014-07-30T07:36:08.504-07:00How to Make Bendi Frame Card<div style="float: left; width: 475px;">
<h1>
Bendi Frame Card </h1>
<h6>
by Kittie Caracciolo</h6>
</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/bendiframecard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/bendiframecard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/bendiframecard/#" id="button_share_twitter" jquery16108507668998147126="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/bendiframecard/" href="https://twitter.com/share?text=Bendi Frame Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Give your card dimension and create more room for a layered scene with a
curved frame front. <br />Inspired by Bibiana's <a href="http://www.splitcoaststampers.com/resources/tutorials/bendifold/" title="Bendi Fold">Bendi
Fold</a> tutorial.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframesupplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Cardstock for card base</b>, cut to 5 3/8" x 8 1/2" and folded in half
<li><b>2 cardstock layering panels</b>, cut to 5 1/2" x 4 1/4" and 5 1/4" x 4"
<li><b>2 rectangle nesting dies</b>, 1/4" different in size. (Spellbinders
Matting Basics A and B used here)
<li><b>Die cutting machine</b> and magnetic platform (Sizzix brand used here) or
low-tack tape to keep dies in place
<li><b>Adhesive</b>
<li><b>Foam mounting tape</b>
<li><b>Dies, stamps and other accessories as needed to complete the card</b>
(used here: Impression Obsession Fir Tree stamp, Bunny & Grass Border dies;
Memory Box Small Alder tree die; Sizzix Accessory Tool Kit; Inkssentials Ink
Blending Tool; Sofft Mini Applicator; Vintage Photo, Tumbled Glass, & Peeled
Paint Distress Inks; Dark Brown & Pale Olive Copic Markers; 1/8” circle
punch, deckle scissors, hand cut cloud template, Glossy Accents, cardstock -
white, olive, pink) </li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Cut <b>card base</b> and <b>cardstock panels</b> as instructed above, and
prepare layers as desired. Here, the base panel has been stamped and die cuts
have been colored and assembled in preparation for creating a scene.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Die cut an opening in the 5 1/2" x 4 1/4" <b>cardstock </b>panel using the
largest <b>rectangle die</b>.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep2a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Repeat this step with the smaller cardstock and smaller die to create the mat
for the double matted frame.<br /><b><br />NOTE: </b><br />If you don’t have a
magnetic platform, secure the die in place with small pieces of painter's tape
or removable Post-it tape. </div>
<div class="step-img">
<img height="223" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep2b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Apply <b>adhesive </b>to the back of the largest frame.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Line up larger frame over the top of the smaller frame and attach.</div>
<div class="step-img">
<img height="194" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep3b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 <span style="font-size: 11px; font-style: normal;">(Optional)</span>
</h3>
Apply adhesive to the back of the double matted frame.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep4a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Apply grass border to the back of the frame.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep4b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Cut two thin strips of <b>mounting tape</b> 4 1/8" long.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep5a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Attach mounting tape to the back of sides of the frame.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep5b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Line up one side of the frame over the decorated and assembled card base and
secure the tape in place.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep6a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Hold the secured side of the frame and base in place. Push the other side of
the frame in to line up with the edge of the card base and secure in
place.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframestep6b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Assemble and complete the card.<br /><br /><b>NOTE:</b><br />To protect the
dimensional elements of the card, mail in a plastic box inside a padded
envelope.</div>
<div class="step-img">
<img height="219" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/bendiframefinished300.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
From Split Coast Stampers.com</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/9ty8McIWTgQ?rel=0" width="560"></iframe></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-91485839326063656972014-07-19T07:12:00.001-07:002014-07-19T07:12:55.176-07:00Something fun to try<div class="_3dp _29k">
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<span class="fcg"><br /></span></h5>
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<i class="_1y4"></i><img alt="" class="_42xb img" height="116" src="https://fbstatic-a.akamaihd.net/rsrc.php/v2/y4/r/-PAXP-deijE.gif" style="background-image: url("https://fbexternal-a.akamaihd.net/safe_image.php?d=AQAVd6sDSvL07ywv&w=116&h=116&url=http%3A%2F%2Fi1.ytimg.com%2Fvi%2FY4GP8CQjuF8%2Fmaxresdefault.jpg&cfs=1");" width="116" /></div>
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Create a bow with one strip of design paper with the WRMK Envelope Punch Board</div>
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<div class="_1y1 _3-8x fsm fwn fcg" dir="ltr" id="u_jsonp_24_m">
Hi Everyone! Create a bow with just one strip of design paper using the WRMK Envelope Punch Board. Have fun creating! Small Bow: 1" x 7 1/8" Punch at 1 1/2",...</div>
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Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-459127382029675512014-07-17T15:28:00.001-07:002014-07-17T15:28:11.163-07:00Swing Card<div id="page-wrapper">
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<h1>
Die Cut Swing Card </h1>
<h6>
by Norma Lee</h6>
</div>
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/diecutswingcard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/diecutswingcard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/diecutswingcard/#" id="button_share_twitter" jquery16109995768073346378="3" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/diecutswingcard/" href="https://twitter.com/share?text=Die Cut Swing Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
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<div class="content-box">
Create a swing card using a shape or label die.</div>
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Supplies.JPG" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Cardstock</b> cut to 8 1/4" x 5 1/2"
<li><b>Designer paper</b> cut to 8 1/4" x 5 1/2"
<li><b>A shape die template</b> (Spellbinders Labels Five used here)
<li><b>Die cutting machine</b>
<li><b>Scoring board</b>
<li><b>Removable or low-tack tape</b> (3M Scotch used here)
<li><b>Pencil, ruler and craft knife</b> (or paper trimmer)
<li><b>Adhesive</b> (craft glue used here)
<li><b>Other supplies as needed</b> to finish the card </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
On the 8 1/4" x 5 1/2" <b>cardstock</b>, lightly <b>pencil </b>2 vertical
lines at 2 5/8" and 4 1/4" (white pencil used here for better viewing). Set
cardstock aside.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_1.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
On the 8 1/4" x 5 1/2" <b>designer paper</b>, lightly pencil 2 vertical lines
at 2 3/4" and 4 1/8" and a horizontal line midway at 2 3/4".</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_2.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Center the <b>die </b>around the cross formed by the horizontal line and the
first vertical line as shown. Secure in place with 3 or 4 pieces of<b> removable
tape</b>.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_3.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Die cut the paper. DO NOT remove the tape pieces or the die itself, but
remove the die cut piece from the center leaving a window on the designer
paper.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_4.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Place the designer paper exactly on top of the cardstock, lining up the paper
edges. Secure in place with the removable tape pieces that are already
there.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_5B.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
With the die blade-side down, place the papers between the two cutting
plates. Ensuring that edge of the top cutting plate is lined up along the 2 5/8"
vertical line (drawn in Step 1 above) as shown, run the sandwich through the die
cutting machine.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_6.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Now turn the papers around 180 degrees and repeat Step 6, this time with the
edge of the top cutting pad up lined up along the 4 1/4" vertical
line.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_7.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Remove the die and tape pieces from the papers. <br /><br />Place the cardstock
upside down on the <b>scoring board</b> and score at 2 3/4" as shown, from the
paper edges to the die-cut lines only. DO NOT score in the middle
part.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_8.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Turn the cardstock right-side up and score at 4 1/8", from the paper edges to
the die-cut lines only. DO NOT score in the middle part.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_9B.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<b>Note:</b><br />If using the Scor-Pal, place the left edge of the paper at
the 1/8" mark and score at 4 1/4" as shown.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_9A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 10 </h3>
Valley-fold and mountain-fold the cardstock as shown.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_10.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 11 </h3>
To create a narrow border around the outside of the designer paper, trim off
about 1/16" from each of the four sides using a <b>craft knife</b> and a
<b>ruler</b>, or a <b>paper trimmer</b>.<br /><br /></div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_11A.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
Also trim at both sides of the vertical lines as shown.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_11B.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 12 </h3>
Glue the designer paper pieces to the cardstock. Erase all pencil lines.
<br /><br /><b>TIP:</b><br />Any sticky residue from the removable tape can also be
rubbed off with the eraser.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_12A.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
This is how the card base should look when closed.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_12B.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 13 </h3>
Adhere images and/or sentiments to both sides of the swing panel.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_13A.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img height="222" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_13B.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 14 </h3>
Embellish as desired to complete the card.</div>
<div class="step-img">
<img height="199" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_14A.JPG" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img height="199" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Swing_Card_Using_A_Shape_Die_Template_-_Step_14B.JPG" width="300" /> </div>
</li>
</ol>
</div>
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/Gocgi23HrTM?rel=0" width="560"></iframe></div>
<div class="content-box">
From Spilt coast stampers.com</div>
</div>
</div>
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</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-28313302771183577362014-07-05T18:16:00.003-07:002014-07-22T05:46:04.739-07:00Rubber Cement thinner and other tipsManufacturers secrets they don't want you to know.<br />
Maybe some of you already know this and maybe some will benefit from the posting,<br />
Un-do, the little bottle of solution that our scrapbook store used to sell for about $5 (about 1 fluid oz) is really 100%........Drum roll.......Rubber cement thinner.<br />
You can buy a quart can for about 12 bucks and have enough for you and all your cropping friends for years. The little undu bottle is refillable by removing the top. Told to me by a former employee of the manufacturer, and I've been using it for years. Cleans gummy residue off most anything without harm. You can find it at most stationery stores<br />
<strong>From Alesia Fowler</strong><br />
<strong><br /></strong><br />
<strong>Re-New Sheets</strong><br />
Here's something that you may want to redo mats with called Re-New sheets. Works on all mats. Re-puts glue back on mats with out all the mess. It comes in 5 pack.<br />
<br /><br />
<strong>Harbor Tools</strong><br />
Here's quick tip for all crafters go harbor toosl get dental picks for $2.00 and set of tweezers for $2.00.<br />
<div class="_3dp _29k">
<div>
<div class="_6a">
<div class="_6a _6b">
<h5 class="_5pbw" data-ft="{"tn":"C"}">
<div class="fwn fcg">
<span class="fwb fcg" data-ft="{"tn":";"}"><span style="font-size: small;">Saraoh Frith Fisher</span></span></div>
<div class="fwn fcg">
<span class="fwb fcg" data-ft="{"tn":";"}"><span style="font-size: small;"><br /></span></span></div>
<div class="fwn fcg">
<span class="fwb fcg" data-ft="{"tn":";"}"></span>In case you haven't heard about the silicone mat, I highly recommend it. It is under $10, & you put it under your card stock & then put your adhesive on card stock. You can run adhesive off of card stock & the adhesive doesn't adhere to silicone. Love love love it.</div>
</h5>
</div>
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<span data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.$author"><span style="color: black;"><strong>Maree Long</strong></span></span></div>
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<span data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.$author">How to label you embossing folders</span></div>
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<span data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.$author"></span><span data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.1:0"> </span><span data-ft="{"tn":"K"}" data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">1. Keep a typed list on publisher and pasted into book and when I need to up date I simply print and change over copy </span><br data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$1:0" /><span data-reactid=".3c.1:3:1:$comment10152489428290189_10152489903155189:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$2:0">2.Keep them in expander files in catagories floral, Christmas, exotic, texture, asain, wording, events etc</span></span></span></div>
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<br />
<span data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.$author"><a class="UFICommentActorName" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/hovercard.php?id=1034350175&extragetparams=%7B%22hc_location%22%3A%22ufi%22%7D" data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.$author.0" dir="ltr" href="https://www.facebook.com/robin.horasanian?fref=ufi"><strong><span style="color: black;">Robin McCusker Horasanian</span></strong></a></span><span data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:0"> </span><br />
<span data-ft="{"tn":"K"}" data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0">You can buy heat register magnets and cut to whatever size you need. To hold thin dies on with and cut. I got mine at Lowe's.</span></span></span><br />
<br />
<br />
<span data-ft="{"tn":"K"}" data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:$comment-body"><span class="UFICommentBody" data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:$comment-body.0"><span data-reactid=".1x.1:3:1:$comment10152490160830189_10152490197345189:0.0.$right.0.$left.0.0.1:$comment-body.0.$end:0:$0:0"></span></span></span><br />
<br />
<strong>Take Paint chips</strong><br />
<div class="_5pbx userContent" data-ft="{"tn":"K"}">
I have posted this information before, if you are looking for just small pieces of color card I use the paint chips from the hardware store they are great and they don't mind you taking them.....<br />
<strong>From Jennifer Pershouse</strong></div>
<div>
<div data-ft="{"tn":"H"}">
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Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-20318771809823488062014-07-05T17:42:00.001-07:002014-07-05T17:42:29.795-07:00Really fun to try glittered Stenciling<div id="Sitelogo">
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<h1>
Glittered Stenciling </h1>
<h6>
by Dina Kowal</h6>
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Stencil a glittered pattern onto cardstock or a colored image.</div>
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<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestencilingsupplies.JPG" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Plastic stencil</b>
<li><b>Paper for masking</b>
<li><b>PVA glue</b>, heavy gel medium, or another dimensional medium that dries
clear
<li><b>Craft spatula</b> or stiff, straight-edged card for scraping glue
<li><b>Glitter</b>, microbeads, mica powders, etc.
<li><b>Craft knife</b>
<li><b>Tweezers</b>
<li><b>Stamps and other embellishments</b> as needed to complete the project
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Step-by-Step</h2>
<ol class="step-list">
<li>
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<h3>
Step 1 </h3>
<b>To make your own glittered cardstock</b>, position a stencil over a
cardstock panel and tape it in place. <br /><br />Put <b>PVA glue</b> or other
dimensional medium onto a flat palette. Using a <b>plastic card</b> or other
straight-edged tool, scrape the glue through the stencil openings onto a
cardstock panel in an even layer.</div>
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<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Lift the stencil carefully to reveal the pattern.</div>
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<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step2a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Sprinkle <b>glitter </b>over the glue and allow the panel to dry
completely.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step2b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Use the finished panel to complete a project. <br /><br />In the sample, the
glittered cardstock is used as a background for a framed die cut scene (dies by
Impression Obsession, stencil by the Crafter's Workshop).</div>
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<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
<b>To apply glitter to one area of a colored image</b>, use a coordinating
stencil or die cut (if available), or create a reverse or mortise mask by
stamping the image on another piece of cardstock and cutting inside the outline
with a craft knife.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step4a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Scrape glue through the opening, then remove the mask and apply glitter.
Allow the panel to dry completely.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step4b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Use the finished panel to complete a project.<br /><br />(stamp and stencil by
Penny Black)</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step5.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
<b>To add glitter to the background of a stamped scene</b>, mask the image
first.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step6a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Lay the stencil over the masked image. Scrape glue through the
openings.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step6b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Remove the stencil and apply glitter. Allow the panel to dry
completely.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step7a.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<b>TIP:</b><br />If glue and glitter overlap the stamped lines, gently push
them aside with a craft knife before the glue dries.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step7b.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Use the finished panel to complete a project.<br /><br />(stamp image by Artful
Stamper, stencil by Tim Holtz)</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/gluestenciling_step8.jpg" width="300" /> </div>
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<h2>
From split coast stampers</h2>
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</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com1tag:blogger.com,1999:blog-4004404353694205852.post-50437904230466741892014-06-28T08:28:00.002-07:002014-06-28T08:28:26.737-07:00Free Dress Template from spilt coast stampers<img 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" />Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-46134562615929645292014-06-25T09:43:00.002-07:002014-06-25T09:43:10.356-07:00Fun card to try<div style="float: left; width: 475px;">
<h1>
Six-Fold Card </h1>
<h6>
by Monique Trappeniers</h6>
</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/sixfoldcard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/sixfoldcard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/sixfoldcard/#" id="button_share_twitter" jquery16109652732434752915="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/sixfoldcard/" href="https://twitter.com/share?text=Six-Fold Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
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<br />
<div class="content-box">
Create a special fold card out of one piece of cardstock.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardsupplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>One 8" x 12" piece of cardstock</b> for card base<br />
<li><b>Scor-Pal™</b> or other scoring tool<br />
<li><b>Paper Trimmer</b><br />
<li><b>Patterned paper and additional cardstock</b>, to decorate the card
base<br />
<li><b>Adhesive</b><br />
<li><b>Embellishments</b></li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
<b>Score</b> the <b>8" x 12" piece of cardstock</b> at 4" and 8" on the 12"
side.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep02.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Turn the cardstock 90 degrees and score the cardstock at 2" and
6".</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep03.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Place your cardstock in your <b>paper trimmer</b> with the long side on the
cutting groove. Cut off the top and bottom scored panels on the right hand
side.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep04.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Between the first and the second vertical score line you see three equally
scored squares on your cardstock.<br />Cut both outside squares diagonally in the
same direction, as indicated on the photo (one triangle is now cut away).
</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep05.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
On the first vertical score line we now make 2 cuts on the top and the
bottom.<br />This creates 2 small flaps on the left side, and it cuts away another
triangle at the bottom.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep06.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Rotate the cardstock 90 degrees left, and cut away half of the flaps created
in the previous step.<br />Your base is now ready to fold. If you wish you can
sponge all edges.<br /><br />Click <a href="http://images.splitcoaststampers.com/data/ee/images/tutorials/Diagram_sixfoldcard.pdf"><strong>HERE</strong></a>
for a Diagram that shows all the cuts and folds of this card.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep07.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Fold the two outer squares in and over. Fold the rectangle above the center
square down.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep08-A.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
Fold the triangles in.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep08-B.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Decorate your card base with extra cardstock and/or patterned
paper.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep09.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Fold your card again. <br />Cut a piece of <b>ribbon</b> and place it around
your card.<br />Take the main image (in this example some 3D mounted flowers on
pink cardstock cut with a scalloped oval Nestabilities dies), and attach it
together with the ribbon on ONE of the top triangles.<br /><br /><b>Tip :</b>
<br />Mark carefully where the adhesive should be on the back of the main image :
you don't want to glue the 2 top triangles together ! </div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep10.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 10 </h3>
Your six-fold card is finished and measures 4" x 4" when it's
closed.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep12.gif" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/sixfoldcardstep11.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/r-fPo9_tNXM?rel=0" width="560"></iframe></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
From <a href="http://www.spiltcoaststamper.com/">www.spiltcoaststamper.com</a></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-60086150996933245672014-06-21T15:38:00.004-07:002014-06-21T15:39:53.869-07:00Embossing Folder Stamping<div style="float: left; width: 475px;">
<h1>
</h1>
<h6>
by Audrie Magno-Gordon</h6>
</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/embossingfolderstamping/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/embossingfolderstamping/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/embossingfolderstamping/#" id="button_share_twitter" jquery16108560615225474625="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/embossingfolderstamping/" href="https://twitter.com/share?text=Embossing Folder Stamping" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
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<br />
<div class="content-box">
Use ink or paint on an embossing folder for a unique monoprinted
background.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingsupplies.jpg" height="200" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Watercolor paper</b>
<li><b>Water-based paints or inks</b> (Salty Ocean & Mowed Lawn Distress
Paints used here)
<li><b>Embossing folder</b> (Stampin' Up! Honeycomb used here)
<li><b>Mister bottle,</b> filled with water or pearlescent spray (Tattered
Angels Pearl Glimmer Mist used here)
<li><b>Archival or permanent ink</b> (Jet Black Stazon used here)
<li><b>Stamps</b> (Stampin' Up! Trust God Stamp Set used here)
<li><b>Cardstock and other supplies</b> to finish the card (Baja Breeze
cardstock and Spellbinders Rectangle Dies used here) </li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Cut <b>watercolor paper</b> to fit your card front.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingstep1.jpg" height="201" width="300" /> </div>
</li>
<li>
<div class="step-text">
<b>Alternative:</b><br />
Instead of precutting the panel, cut after making a
print.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/AlternativeWay2.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Open the <b>embossing folder.</b> On the side with the logo, use <b>ink or
paint daubers</b> to daub color in different areas. <br />
<br />
Use <b>glimmer mist
or water</b> to wet the embossing folder (plenty of water will help the pigment
lift and soak into the paper).<br />
<br />
<b>Note:</b><br />
A print can be taken from
either side of the folder. The design on the logo side is the 'negative', which
covers more area. The other side will print a finer outline.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingstep2.JPG" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Lay the watercolor paper into the wet paint. Don’t close the folder; just
press with your fingers here and there (try not to press evenly). <br />
<br />
Allow
a few seconds for the paint to soak into the watercolor paper.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingstep3.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Pick the watercolor paper straight up off of the folder (try not to drag it
on the surface). Allow the panel to dry completely.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingstep4.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Use a <b>stamp positioner</b> to determine good placement, then stamp a
<b>sentiment </b>in the selected location on the printed panel.
<br />
<br />
<b>Hint:</b><br />
Use Stazon to stamp the image on the clear
Stamp-a-ma-jig sheet to avoid smearing while you are working.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingstep5.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Assemble and complete the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/embossingfolderstampingstep6.jpg" height="212" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
Video!</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/xfr5FlCO8iI?ref=0" width="560"></iframe><br /></div>
<br />
<div class="content-box">
</div>
<br />
<div class="content-box">
<h2>
From <a href="http://www.splitcoaststampers.com/">www.splitcoaststampers.com</a></h2>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-660344968877090512014-06-17T14:26:00.003-07:002014-06-17T14:26:36.727-07:00Telescoping Card<div id="page-wrapper">
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<h1>
Telescoping Card </h1>
<h6>
by Beate Johns</h6>
</div>
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/telescopingcard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/telescopingcard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/telescopingcard/#" id="button_share_twitter" jquery161007382430933114181="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/telescopingcard/" href="https://twitter.com/share?text=Telescoping Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
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</div>
<div class="content-box" style="text-align: center;">
Create an expanding card with three or more cardstock shapes.</div>
<h2 class="content-box">
</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardsupplies.jpg" height="200" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><strong>Supplies</strong>
<li><strong>cardstock</strong>
<li><b>Patterned paper</b> (optional)
<li><b>Shape Dies</b> (Classic, Beaded and Jumbo Scallop Circle Nestabilities™
used here)
<li><b>Paper piercing mat and tool</b>
<li><b>Two Brads</b>
<li><b>Stamps</b>, The Greeting Farm <a christmas="" clear="" href="http://thegreetingfarm.com/clear-photopolymer-stamps/clear-christmas-clear-stamp-set.html" title="">Clear Christmas</a> used here)
<li><b>Ink</b>
<li><b>Scor-Tape™</b>, or other strong adhesive </li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
<b>Cut</b> three shapes of choice out of<b> cardstock</b> or<b> patterned
paper</b>. Cut shapes that are each slightly smaller than the one
before.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep1.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Decorate the shapes with<b> stamps</b> and, if desired, additional layers and
embellishments.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep2.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Lay out the shapes by size.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep3.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
<b>Pierce</b> a hole in the bottom of the middle shape.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep4.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Place the medium size shape with its image upside down over the largest
shape.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep5a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep5.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
Using the hole on the medium shape as a guide pierce a hole through the
bottom shape.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep6a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Connect shapes with <b>brad</b>.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep6b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Pierce hole on the lower edge of your smallest shape.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep7.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Line smallest shape up with medium one, the image of the smallest shape
should be upside down. Pierce hole into the medium shape on the opposite side of
your first brad.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep8a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Attach layers with brad.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep8b.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Your telescopic card is done.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep9a.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Telescopiccardstep9b.jpg" height="200" width="300" /> </div>
</li>
<li><div class="step-img">
<h2>
From spilt coast stampers.com</h2>
</div>
<strong>
</strong></li>
<strong>
</strong></ol>
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Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-63693298282222221762014-06-15T08:57:00.000-07:002014-06-15T08:57:34.146-07:00Never-Ending Card<div id="page-wrapper">
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<h1>
Never-Ending Card </h1>
<h6>
by Lynn Mercurio</h6>
</div>
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/neverendingcard/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/neverendingcard/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/neverendingcard/#" id="button_share_twitter" jquery16106179874873700799="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/neverendingcard/" href="https://twitter.com/share?text=Never-Ending Card" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<br />
<div id="fb-root">
</div>
</div>
<div class="content-box">
Create a four-faced interactive card for any occasion.</div>
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardsupplies.jpg" height="205" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Cardstock</b> in coordinating colors<br />
<li><b>Scoring board</b><br />
<li><b>Paper trimmer</b><br />
<li><b>Bone folder</b><br />
<li><b>White craft glue</b><br />
<li><b>Stamps and embellishments</b> to complete the
project</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
Cut 4 <b>cardstock panels</b> for the base, each 3” X 6”.<br />
<br />
Cut 8 pieces
from coordinating cardstock to decorate the large square panels, each 2 3/4” X 2
3/4”.<br />
<br />
Cut 4 pieces from coordinating cardstock to decorate the rectangle
panels, each 2 3/4” X 1 1/4”.<br />
<br />
Cut 16 pieces from coordinating cardstock
to decorate the small square panels, each 1 1/4” X 1 1/4”.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep1.jpg" height="205" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
<b>Score</b> each of the four base panels along the long edge at 1 1/2” and 4
1/2”.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep2.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Score each of the four white panels on both short edges at 1 1/2”, down to
the intersecting score line.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep3.jpg" height="206" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Align two of the base panels vertically, and two horizontally.
<br />
<b><br />Hint:</b><br />
Use a low-tack tape between the panel pairs to keep them
together.<br />
<br /></div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep4B.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
Apply <b>white glue</b> to only the four outermost squares on both panel
sets. The green tape in the photo indicates where to apply the glue.
<br />
<br />
<b>Note:</b><br />
Glue is preferred to double-sided tape, as it allows for
some wiggle room before permanent fixture.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep4A.jpg" height="199" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
Take the panels from the horizontal pair, and align them one at a time across
the vertical panels, lining up glued sections, corners and edges.<br />
<br />
Allow
glue to dry completely.<br />
<br />
<b>Tip:</b><br />
Carefully lining up the edges will
ensure that the Never-Ending Card will function without any frictional
interference. </div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep5.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Now comes the never-ending part. Turn the base so that the center line is
vertical. Gently fold back the right half at the scored vertical line and
burnish with your<b> bone folder</b> to create a sharp crease.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep7.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 8 </h3>
Fold over the left side of the base and score the vertical score line as in
Step 7.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep8.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 9 </h3>
Fold back the top part of your base back and burnish the score
line.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep9A.jpg" height="200" width="300" /><br />
<br />
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep9B.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 10 </h3>
Fold back the bottom part of the base back and burnish the score
lines.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep10.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 11 </h3>
After burnishing all score lines, the base should look like this for the
first side.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep11.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 12 </h3>
Open the card from the center opening to reveal the second side.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep12.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 13 </h3>
Open the card from the center opening to reveal the third side.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep13.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 14 </h3>
Open the card again, flipping the two larger center panels toward the back,
revealing the fourth side.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep14.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 15 </h3>
Going back to the first side of the Never-Ending Card, apply the coordinating
cardstock panels as shown.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep15.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 16 </h3>
Open the card to the second side, and adhere the panels as shown.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep16.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 17 </h3>
Open the card to the third side and adhere the panels as shown.
<br />
<br />
Notice that there are two sections left white.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep17.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 18 </h3>
Open the card to the fourth side and adhere the panels as shown.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep18.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 19 </h3>
Embellish the front of the card as desired. Keep stamped or die cut images
from extending past the coordinated cardstock panels, so that they will not
interfere with the movement of the card.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep19.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 20 </h3>
Open the card to the second side and continue decorating and
embellishing.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep20.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 21 </h3>
Open the card to the third side and continue decorating and
embellishing.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep21.jpg" height="200" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 22 </h3>
Open the card to the fourth side to finish decorating and
embellishing.<br />
<br />
The finished card size is a 6" square.</div>
<div class="step-img">
<img src="http://images.splitcoaststampers.com/data/ee/images/tutorials/Neverendingcardstep22.jpg" height="200" width="300" /> </div>
</li>
</ol>
</div>
<div class="content-box">
<h2>
From spiltcoast stampers.com</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/x7vC9VEJZck?ref=0" width="560"></iframe><br /></div>
</div>
</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-21816571246140577322014-06-15T08:46:00.000-07:002014-06-15T08:46:08.731-07:00Partial Die Cutting<div style="float: left; width: 475px;">
<h1>
Partial Die Cutting </h1>
<h6>
by Debby Hughes</h6>
</div>
<br />
<div style="float: right;">
<a href="http://www.splitcoaststampers.com/resources/tutorials/partialdiecutting/#" id="button_share_pinterest" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/partialdiecutting/#" id="button_share_facebook" rel="nofollow"></a><a href="http://www.splitcoaststampers.com/resources/tutorials/partialdiecutting/#" id="button_share_twitter" jquery17107852459255745092="1" rel="nofollow"></a><a class="twitter-share-button" data-count="none" data-via="http://www.splitcoaststampers.com/resources/tutorials/partialdiecutting/" href="https://twitter.com/share?text=Partial Die Cutting" id="twitter_action" rel="nofollow" style="display: none;" target="_blank">twitter</a>
<span id="twitter_span" style="display: none;"></span>
<div id="fb-root">
</div>
</div>
<br />
<div class="content-box">
Extend a portion of a die cut shape past the fold for a unique card or place
marker.</div>
<br />
<div class="content-box">
<h2>
Supplies</h2>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbysupplies.jpg" width="300" /> </div>
<div class="step-text">
<ul class="supply-list">
<li><b>Sturdy cardstock</b> or watercolor paper (<a href="http://www.simonsaysstamp.com/product.aspx?id=123147&c=0" title="Distress Watercolor Cardstock">Distress
Watercolor Cardstock</a> used here)
<li><b>Steel wafer die</b> (<a href="http://www.simonsaysstamp.com/product.aspx?id=120776&c=0" title="Simon Says Stamp Paulina Butterfly Die">Simon Says
Stamp Paulina Butterfly Die</a> used here)
<li><b>Die cutting machine</b>, cutting and embossing plates
<li><b>Pencil</b>
<li><b>Ruler</b>
<li><b>Scoring tool</b>
<li><b>Other supplies</b> as needed to complete the project (Spray Inks from
Hero Arts, paintbrush, calligraphy pen, silver thread, <a href="http://www.simonsaysstamp.com/product.aspx?id=60575&c=0" title="Perfect Pearls">Perfect
Pearls</a>, and <a href="http://www.simonsaysstamp.com/product.aspx?id=298515&c=0" title="Studio Calico Sequins">Studio
Calico Sequins</a> used here) </li>
</li>
</li>
</li>
</li>
</li>
</li>
</ul>
</div>
</div>
<br />
<div class="content-box">
<h2>
Step-by-Step</h2>
<ol class="step-list">
<li>
<div class="step-text">
<h3>
Step 1 </h3>
For a place card, cut <b>card base</b> to 5 1/2" x 4 1/4". Mark a
<b>pencil</b> line across the card at 2 3/4". <br /><br />For a standard-sized card,
cut base to 8 1/2" x 4 1/4". Mark a pencil line across the card at 4 1/4" and at
5 1/2".</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep1.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 2 </h3>
Place a <b>shaped die</b> so that one part of the die is above the center
pencil line and the rest is below.<br /><br />For the standard sized card, position
the die so that it does not go above the line at 5 1/2".</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep2.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 3 </h3>
Line up <b>die cutting plates</b> along the pencil line so that only the
protruding portion is cut when run through the <b>die cutting
machine</b>.</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep3.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 4 </h3>
Line up die cutting plates along the pencil line so that the rest of the die
is encased between the plates. Run through the die cutter with an <b>embossing
mat</b> to impress the die into the card.</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep4.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 5 </h3>
The card now has a die cut element, with the rest of the die impressed into
the card.</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep5.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 6 </h3>
<b>Score </b>along the pencil line, outside the die cut area. Erase pencil
markings.</div>
<div class="step-img">
<img height="201" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep6.jpg" width="300" /> </div>
</li>
<li>
<div class="step-text">
<h3>
Step 7 </h3>
Decorate the card as desired.</div>
<div class="step-img">
<img height="200" src="http://images.splitcoaststampers.com/data/ee/images/tutorials/tutorialdebbystep10.jpg" width="300" /> </div>
</li>
</ol>
</div>
<br />
<div class="content-box">
<h2>
From spiltcoast stampers.com</h2>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/N4QyPUubw2o?rel=0" width="560"></iframe></div>
<br />
<div class="content-box">
<h2>
<br /></h2>
</div>
<div class="content-box">
You've seen the tutorial, now you try it! We've got a section of the gallery
set aside for <a href="http://www.splitcoaststampers.com/gallery/showgallery.php?cat=25302">Partial Die
Cutting</a>. Try this technique, then <a href="http://www.splitcoaststampers.com/gallery/uploadphoto.php?cat=25302">upload your artwork</a> to the
gallery. Show us your creations! </div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0tag:blogger.com,1999:blog-4004404353694205852.post-64474525496211207862014-05-14T10:55:00.002-07:002014-05-14T10:55:36.669-07:00I Am Here For You<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-Cu_h3D3a4HY/U3OsLSHP8NI/AAAAAAAADi4/LbXNt6G1_cc/s1600/I+am+here+for+you1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://3.bp.blogspot.com/-Cu_h3D3a4HY/U3OsLSHP8NI/AAAAAAAADi4/LbXNt6G1_cc/s1600/I+am+here+for+you1.jpg" height="248" width="320" /></a></div>
<br />
<div align="center">
Dimensions 5.50 by 4.25</div>
<div align="center">
Cut file is card cover from <a href="http://www.birdscards.com/">www.birdscards.com</a></div>
<div align="center">
It is free down load</div>
<div align="center">
Ran yellow and white ribbon threw center</div>
<div align="center">
Liquid Pearls added</div>
<div align="center">
Light green card stock cut 5.25 by 4.00</div>
<div align="center">
Top white card stock 5.00 by 3.85</div>
<div align="center">
Used stampin up stamp set called blooming with kindness for say on card</div>
<div align="center">
Flowers from petite petal stamp set and punched them out from set stampin up</div>
<div align="center">
Made four flowers </div>
<div align="center">
</div>
<div align="center">
</div>
<div style="text-align: center;">
<br /></div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com1tag:blogger.com,1999:blog-4004404353694205852.post-41504015656805002462014-05-08T12:25:00.002-07:002014-05-08T12:25:39.093-07:00How to make magical marquee card<div class="separator" style="clear: both; text-align: center;">
<object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="https://ytimg.googleusercontent.com/vi/YtVIoK3b0_o/0.jpg" height="266" width="320"><param name="movie" value="https://youtube.googleapis.com/v/YtVIoK3b0_o&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="https://youtube.googleapis.com/v/YtVIoK3b0_o&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
<div align="center">
</div>
<div align="center">
</div>
<div align="center">
Stampin' Up! Demonstrator Jan Tinklenberg shows you how to make her special Magical Marquee card from 2009.</div>
Anonymoushttp://www.blogger.com/profile/03697541811190624966noreply@blogger.com0