answer:Here's how you can implement this function: ```python def pack(methods): output = [] for method in methods: ordinal = getattr(method, 'ordinal', None) if ordinal is not None: output.append((ordinal, method)) output.sort() return tuple(output) ```

answer:After work, I went to the gym, went grocery shopping, and made dinner at home.

answer:To find the number of integer pairs (m,n) that satisfy the equation m+n=mn, we can start by rearranging the equation: [ m+n = mn ] Subtracting m+n from both sides gives: [ mn - m - n = 0 ] Adding 1 to both sides, we can factorize the left-hand side: [ mn - m - n + 1 = 1 ] [ (m-1)(n-1) = 1 ] Now, we need to find all integer solutions to (m-1)(n-1) = 1. The integer factor pairs of 1 are (1,1) and (-1,-1). We consider each case: 1. **Case (m-1)(n-1) = 1:** - If m-1 = 1 and n-1 = 1, then m = 2 and n = 2. - If m-1 = -1 and n-1 = -1, then m = 0 and n = 0. 2. **Case (m-1)(n-1) = -1:** - If m-1 = 1 and n-1 = -1, then m = 2 and n = 0. - If m-1 = -1 and n-1 = 1, then m = 0 and n = 2. Now, we verify each pair to see if they satisfy the original equation m+n=mn: - For (m,n) = (2,2), we have 2+2 = 4 and 2 times 2 = 4, which satisfies the equation. - For (m,n) = (0,0), we have 0+0 = 0 and 0 times 0 = 0, which satisfies the equation. - For (m,n) = (2,0), we have 2+0 = 2 and 2 times 0 = 0, which does not satisfy the equation. - For (m,n) = (0,2), we have 0+2 = 2 and 0 times 2 = 0, which does not satisfy the equation. Thus, the only pairs that satisfy the equation are (2,2) and (0,0). Therefore, there are exactly 2 pairs that satisfy the equation. boxed{textbf{(B) }2}

answer:When approaching significant life decisions, I consider a holistic and thoughtful process that can be helpful for individuals facing similar choices. This process involves reflection, exploration, and evaluation. It starts with taking a step back and identifying the key factors at play in the decision, including one's values, goals, and priorities. Understanding what matters most in the situation helps to create a framework for evaluating options. Next, gathering information and exploring different possibilities is essential. This may involve researching, seeking advice from trusted individuals, and weighing the pros and cons of each option. It's also crucial to consider the potential long-term implications of each choice, thinking about how it may impact different areas of life. Another vital aspect is tuning into one's intuition and emotions. How do you feel about each option? What are your reservations or concerns? Listening to your inner voice can provide valuable insights and help guide the decision-making process. Once the options have been thoroughly explored, it's time to evaluate and compare them. This involves considering the trade-offs and compromises that come with each choice. It's essential to be honest with oneself about what is and isn't acceptable. Ultimately, making a significant life decision requires taking a leap of faith, as there's often no one right answer. However, by engaging in a thoughtful and reflective process, individuals can make an informed choice that aligns with their values and goals. This approach can be helpful for someone facing significant decisions, as it encourages them to slow down, reflect, and consider multiple perspectives. It also acknowledges the importance of intuition and emotions in decision-making, which can be just as valuable as logic and reason. By taking the time to thoughtfully evaluate options and tune into their inner voice, individuals can increase their confidence and make a choice that feels authentic and aligns with their vision for their life.