You can then access that list from the sidebar. You can choose a recipe and then create a grocery list from it. SousChef gives you an elegant way to create grocery lists. Of course, you can always edit the substitute into the recipe manually. However, this feature did not always work, either because the quantity was not specified or there was a variation in the ingredient such as 2% milk instead of just milk. After that, anytime those ingredients appear in a recipe, the alternate ingredients are available to choose. For example, if you always use margarine instead of butter, or soymilk instead of cow milk, you can make those substitutions in the prefs. In the Preferences pane, you can designate universal ingredient substitutes. The only automatic, one-click import, ironically, is for competitor MacGourmet ( ). pdf formats for both import and export (and, additionally. The program supports text, rich text, and text-based. Sous Chef’s interface is pleasing and easy to understand but it still has some bugs. You can also designate the metric system for ingredient measurements, which is a huge convenience for anyone who doesn’t live in the U.S. Placing images couldn’t be easier: Just drag and drop an image from a Web site or your hard drive into the recipe template’s picture well. From there, an innovative environment lets you select and tag text for sections like Ingredients, Directions, Notes, Time, Yield, Category, and more. A recipe importer lets you copy and paste an entire file into an import template. Importing recipes is intuitive, and works the same way for all sources, such as Web sites or text. Also, global variables should generally be avoided if possible.SousChef opens to reveal a pleasant interface, and if you’re familiar with Apple apps such as iTunes and Address Book, you’ll immediately respond to its visual cues. The code would become much easier to read - a code that is easier to read is also easier to debug. Some general advice: You might want to use a simple struct for storing the coordinates. I believe the code above does what you wanted. If(low high) || (a mid) || (a > a))Įlse // Neither i nor j are out of bounds and the 0 element is equal This is the code after applying the fixes above: void sort(int a, int low, int high) I used short-circuit evaluation to do this, that is, the bounds-checking statement goes before the || operator, this is important, otherwise invalid memory could be accessed! (Feel free to ask for further explanation if needed) Note that while iterating over k you need to check if i or j are out of bounds - if so, you simply copy over elements from the other slice. I recommend iterating over k, since you need to iterate over the whole target range anyway. If either i or j runs out of bounds, the rest of the other merge slice is not merged into c. The loop conditions in merge() are not right.There is no reason for a loop there - you do that through recursion Ok, I think I have identified the problems: You need to visit every point in the plane. least X takes precedence over greatest Y. So, if there are 2 points: (0,4 and 4,0) we would start with (0,4) - i.e. Also for points having the same X value, you need to visit the point with the greatest Y value before visiting the next point with the same X value. The rule for movement is that you can not move to a point with a lesser X value as compared to the X value of the point you are on. You start at the point with the least X and greatest Y value, and end at the point with the greatest X and least Y value. The sorting condition is this:: (as given in the problem) I thought that the array size is too big and that was what caused the runtime error, so I tried reducing the array size to 100 and then running the program, but it still causes a runtime error.įor now, in the code that I have posted I only wish to sort the coordinates. Void merge(int a,int low, int mid,int high) //merge sort Void sort(int a, int low, int high) //sorting the points What I plan to do is, take the input of all the points from the user and then sort them using the condition given on the x and y coordinate. In the problem, we take the coordinates in a 2D plane as an input from the user and then travel from the point with least x-coordinate and maximum y-coordinate to the maximum x-coordinate and least y-coordinate and then calculate the distance traveled.
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