Daisy Bell (Bicycle Built for Two) was a song written in 1892 and it became a huge hit immediately– kind of like Stampin’Up!’s Daisy Punch! The punch and bundle sold out almost immediately upon the release of the new catalog. I’m happy to report they are back in stock and you can now purchase them in my online store.
This card is all about texture, from the watercolor paper, embossing, double layers of the Daisy, the faux stitching on the edges, the banner and the copper trim. I love that copper trim-sleek and slim as is , or pull it out on the sides for a more lacy or netting look.
In honor of the longest day of the year, the summer solstice. Had to do something that was quick, as I thought June 21 was the day, but it can be June 20-22, depending on what time zone and what hemisphere you’re in 🙂
And the best part when making this card? A second card with hardly no extra work!
Stamp the sun rays on a piece of Whisper White cardstock measuring 5 1/4″ x 4″ using the Stamp-a-ma-jig for exact placement. Stamp the rays again on a piece of Very Vanilla cardstock cut to the same measurements and in the exact same position.
Layer the cardstock pieces on top of each other, place the “sunshine” thinlit on top and run through the Big Shot several times, cutting out the word on both pieces at the same time.
Cut the word “sunshine” out from scraps of Whisper White and Very Vanilla 4 times each. Stack and adhere the plain “sunshine” 4 high, and adhere the matching stamped “sunshine” as the top layer.
Adhere the original Whisper White cardstock with the empty word space to a Very Vanilla card base. Adhere the stacked Very Vanilla “sunshine ” over the empty word space. repeat on the other card, reversing the color layers.
Stamp the sentiment on strips of cardstock with Versamark and Peekaboo Peach ink, emboss with clear embossing powder and adhere to card front.
See the opposite color scheme card below the supply list.
Check out my latest stop motion video for step by step directions on how to make this lotus blossom. The center of the blossom holds one Hershey’s Kiss.
For the petals, cut 3 strips of designer series paper to 1 1/2″ x 2 3/4″. Cut 3 more strips the same size for the leaves. The leaves and the petals are folded the same way until the last step. Leaves are mountain folded in half, and petals are valley folded.
Other than the items pictured below, you will need floral wire, wire cutters, and a bag of Hershey’s Kisses.
2017 – 2018 Annual Catalog (click on pix above or on links below):
Remember that sneak peek from last week – the custom color glitter with Wink of Stella? Well, I went a little crazy and ended up making a set of four different cards.
The basic technique is super easy. Take a clear acrylic block, scribble on it with the Stampin’Up! Marker of your choice. Then pick up the color with a clear Wink of Stella brush and color away.
TIP 1: Once you’ve used up the color on the block, wipe off the leftovers with a baby wipe before adding more marker. If you don’t, your marker tip will get all glittery.
TIP 2: If you’re not getting much glitter, gently squeeze the middle of the pen to get the glitter flowing again.
TIP 3: Brush the Wink of Stella tip on a paper towel until the glitter runs clear after each color.
True confession time, after I had my first panel done I decided I didn’t like the light color of my flower stems. So I colored over them with a darker green and now I love them.
It’s a little hard to see in the photo, but all of the Watermelon Wonder flowers are glittery, and so is the dragonfly. Who knew it’s kinda difficult to photograph glitter!
I’ll post the rest of the cards in the set over the next few days as well as the complete supply list.
Happy Pi Day! In honor of the trillion-digit ratio of a circle’s circumference, I bring you a piece of Pi in the form of this card.
A few facts—did you know the symbol for Pi (π) was first used in 1737 by Swiss mathematician Leonard Euler? And that the value of Pi rounds up to 3.14159? The number is extremely useful when solving geometry problems with circles. The area of any circle equals πr2 where r is the radius or distance across the middle of the circle.
I have no idea what the areas of the circles are on my card, but I know that if I wanted to calculate it out, I could. Sheldon Cooper would say shame on me.
How are you celebrating this March 14? Whether it’s baking your favorite pie, ordering pizza pie, or participating in NASA’s Pi in the Sky challenge, I hope you bring out your inner math nerd today!
Supplies used today: