Problem: Article: The Developer tab is a tab in the Ribbon at the top of Excel. If it is not displayed, follow these directions in order to display it: Click File Options Customize Ribbons Find the Developer check box in the Main Tabs section and click it. Press "OK" when you are done. Select Macro. Thereafter, all recorded macros will appear in the left box. Right-click and select Rename.
Summary: Make sure the Developer tab is displayed. Add "New Group" under the Developer Tab to create a custom group for the command/button that will be created. Still in the Customize Ribbon, click on the dropdown menu to choose command. Select the desired macro for button creation (make sure the newly added group is highlighted, you will know if the macro was added when it appear in the right box under your new group). You may now customize your button. If everything is set, Click "OK"

Problem: Article: Any number of powdered seasonings can be mixed into your hardtack recipe to improve the flavor. For extra taste, try rosemary or oregano. If you like spice, try powdered cayenne pepper. You could also add more salt to the mixture. These options would all improve the extremely plain flavor of hardtack. Start with 1 tsp (5.69) of a seasoning in a small batch of hardtack and taste the end result. Add more for another batch if you decide it needs more flavor. For an experiment, mix several small batches of hardtack with a different flavors and see what you prefer. Then use that mixture for a larger batch. While white flour makes hardtack last longer, other types of flour taste much better. Sorghum flour is known for its naturally sweet flavor. Replacing white flour with sorghum with produce a better-tasting hardtack. For extra sweetness, use sorghum and honey in your hardtack recipe.
Summary: Mix in some spices for extra flavor. Substitute white flour with sorghum flour for a sweeter flavor.

Problem: Article: This method is used by computers to subtract binary numbers, since it uses a more efficient program. For a human used to ordinary decimal subtraction problems, this is probably the more difficult method to use, but could be useful to understand as a programmer. We'll use the example 101 - 11 =? For example, convert 101-11 to 101-011 so that both have three digits. 101 - 011 =? Change all the 0s to 1s and all the 1s to 0s in the second term. In our example, the second term becomes: 011 100. What we're actually doing is "taking the one's complement," or subtracting each digit in the term from one. The "switching" shortcut works in binary, since the only two possibilities result in switching the term: 1 - 0 = 1 and 1 - 1 = 0. . Once you have the "reversed" term, add one to the result. In our example, we get 100 + 1 = 101. . Use binary adding techniques to add the new term to the original term, instead of subtracting: 101 + 101 = 1010 If this does not make sense to you, review how to add binary numbers. This method should always end up with an answer one digit too long. For example, our example problem involved three-digit numbers (101 + 101), but we ended up with a four digit solution (1010). Simply cross out the first digit, and you'll have the answer to the original subtraction problem: 1010 = 10 Therefore, 101 - 011 = 10 If you don't have an extra digit, you tried to subtract a larger number from a smaller one. See the tips section for how to solve problems like that, and start again. This method is called the "two's complement" method, since the "reverse the digits" steps results in the "one's complement," and then the number 1 is added. If you'd like a more intuitive understanding of why this method works, try it in base ten: 56 - 17 Since we're using base ten, we'll take the "nine's complement" of the second term (17) by subtracting each digit from nine. 99 - 17 = 82. Change this into an addition problem: 56 + 82. If you compare this to the original problem (56 - 17), you can see that we've added 99. 56+82=138. But since our changes added 99 to the original problem, we'll need to subtract 99 from the answer. Again, we'll use a shortcut, just like in the binary method above: add 1 to the total number, then delete the digit on the left (which represents 100): 138 + 1 = 139 139 39 This is finally the solution to our original problem, 56-17.
Summary: Align the two numbers as you would in decimal subtraction. Append leading zeros if necessary to represent both numbers with the same number of digits. Switch the digits in the second term. Add one to the new second term Solve the new problem as a binary addition problem Discard the first digit. Try this method in base ten.

Problem: Article: Before wrapping in the opposite direction, press down on the yarn between the pegs with the side of the hand. This moves the loops down on the pegs and creates room to loop the yarn around each of the pegs again. There should be some resistance when pressing down on the yarn. This indicates good tension, which will result in a neat looking finished scarf. If the yarn feels loose or has already slid to the peg bottom on its own, then the pegs are not wrapped tightly enough. In this case, you may need to start over. Each peg (except for the last peg wrapped) will need to have two loops on it before working the loops off the loom. To make a second pass, bring the yarn down from the last peg wrapped and around it in the same direction as the yarn from the previous pass. Bring the yarn up to the next peg moving back towards the beginning of the loom. Keep wrapping the yarn around the pegs in the same direction as first round of loops until the last peg (the first peg wrapped on the first pass). Wrap this peg from the opposite direction. After wrapping the last peg, hold the yarn in place with fingers or wrap it around the anchor peg on this side of the loom. When each peg in the row is wrapped twice (except for last peg on upper end of the loom) begin working the bottom row of loops off the loom. Insert loom tool through the bottom loop on the last peg in lower row. Bring the loop up and over the other loop on the peg to knit it. After knitting the first loop on the lower row, repeat for the bottom loop on the upper row. Return to the lower row going back and forth to knit the loops until the end of the row. When finished working the first round of loops off the loom, only one stitch is on each of the pegs. Continue the process of wrapping the yarn around the pegs and working back and forth across rows to knit the loops. Continue until scarf is the length desired. After a few rows, knit material comes through the bottom of the loom. Measure the knitted material to determine where the scarf will end. Four rows creates 1" (2.5 cm) of knit material. For a scarf five feet long or 60" (152 cm), knit about 240 rows on the loom.
Summary:
Press down on the stitches. Wrap the yarn around the stitches again. Loop last peg in the opposite direction. Use loom tool to lift bottom loops over top loops. Repeat process to the desired length.