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Because the deep was spread over its surface. ![]() The earth was invisible … because being submerged under the waters which over-flowed the surface, it could not be seen, since the waters had not yet been gathered together into their own places, where God afterwards collected them, and gave them the name of seas. The formless earth was also invisible because it was submerged under a large body of water. While it could be debated whether the Hebrew term encompasses the idea of being invisible or just that the earth was barren prior to the rest of creation, Basil is working off of that text and translation.Īs nothing of all this yet existed, Scripture is right in calling the earth without form. ![]() The use of the term “invisible” instead of “empty” may indicate that Basil is using the LXX ( ἀόρατος καὶ ἀκατασκεύαστος) instead of the Hebrew text. The earth was created underwater Source: ĭuring his homily Basil explores why the earth was “invisible and without form”. 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Developers should be allowed to SSH in to a macOS machine, imagine SSH-ing in to a headless Mac mini build machine for example (I have done this myself in previous job!). Nevertheless, I think that maybe GCM could assume that macOS always has desktop capability, since it should be pretty uncommon that developers run macOS in headless mode. Linux), we use the presence of the $DISPLAY variable. We actually use GetProcessWindowStation() and GetUserObjectInformation() on Windows, and SessionGetInfo() on macOS to detect the presence of a GUI environment. Whether you see the 'web browser' option depends on the DISPLAY environment variable Īh, I see! DISPLAY isn't set for me on macOS, where I would guess that this variable is never set by default When nothing is set for credential.gitHubAuthModes we show a prompt asking the user to pick the flow that suits them. GCM is detecting this is and should be presenting all possible auth options available (interactive via browser, manually generated PAT, OAuth device code flow).Īt the risk of derailing the original topic in this thread, my question is whether I should expect that Device flow is auto-detected as a default authentication method for when nothing is set as credential.gitHubAuthModes (i.e. My next question is, why hasn't GCM auto-detected this when authorizing a git operation from, but instead it defaulted to OAuth web app flow? I would argue that the Device flow should be the default and that it's straightforward to feature-detect. That's why I was talking so much about device flow in this thread sure, you could spend time improving the HTTP redirect experience, but a much better long-term solution is to avoid the local server redirect altogether. If you'd want help with that, I'm sure we could extend the feature to your OAuth app as well: just email me at it's even a better idea to default to device flow whenever possible instead of the web application flow. ![]() ![]() This relied on a feature that's not public. Going back to the original topic: in GitHub CLI, which also used to authorize over OAuth web application flow, we've migrated from callback to in a way that's backwards-compatible, using the same OAuth app. Whether you see the 'web browser' option depends on the DISPLAY environment variableĪh, I see! DISPLAY isn't set for me on macOS, where I would guess that this variable is never set by default. 3/10/2024 0 Comments Telegram porn channels vixen![]() Here is the link to join: Kenya Hot Girls 10. The channel also shares real, Kenyan xxx videos that will keep you horny all night long. ![]() This is the ideal channel for anyone looking for some sexy Kenyan xxx girls with the finest Nairobi Raha skills. 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That being said, the "Lift" tabs are arranged in the same order as the lifts will appear on the "Recent Lifts" tab / "Personal Records" tab… and so I suggest to leave the tabs in the same order that they are by default (Don't click and drag them), if you want to keep things organized. ![]() ![]() Note that the title at the top of each "Lift" tab will also determine the title of the lift when it is shown in the "Recent Lifts" tab as well as the "Personal Records" tab. If you change the amount of weight that you are lifting throughout the workout, you can use multiple rows to track your workout (New row each time the weight increases… more on this below). If your entire workout is done with a single weight, you can track the entire workout on one row. Each row will allow you to track up to 10 sets for a given weight. These individual "Lift" tabs will allow you to track how much weight you lifted, and how many reps you did on each set. (Changing this title will change the title for the lift on other tabs as well.)įor each lift, you can track your normal workouts as well as your personal records. Notice that the title at the top of the tab in the image below, is "Dumbbell Bench Press". You can choose the type of lift that you want to assign each tab to, by renaming the "Lift" tabs (Lift 1, Lift 2, etc.), and by renaming the title at the top of the tab. Each individual lift is tracked on its own tab. You can track your workouts for up to 15 different lifts in the weightlifting template. Tracking your weightlifting workouts (Lift tabs) Only edit the pure white cells in the spreadsheet template! Grey and black cells are not meant to be edited. View the "PR" tab to view your personal records for each lift.View the "Recent Lifts" tab to see your most recent lifts, for each lift type.When you do a new workout or change the amount of weight you are lifting, record your sets on a new row.Record your personal records at the top of each "Lift" tab (If applicable).In columns G through P, enter the number of reps that you did on each set, at each given weight.Enter the total weight that you lifted in column F.Rename the tabs labeled "Lift 1" / "Lift 2" etc., and change the title at the top of each lift tab, to the name of the lift that you want to track.To use the weightlifting template, follow these steps: I highly recommend reading the detailed instructions and explanations further below. Here are the general instructions for using the template. Tracking your weightlifting workouts (Lift tabs). I think you see a littleīit of a pattern forming. So we could write thatĪs 9 times 8 times 8. Then when x is equal toģ, what's going on here? Well this is going So that's the same thing asĩ times 8 to the 1st power. And then see what theĬorresponding g of x is. And let's thinkĪbout what happens when we put in various x's To understand the inputs and outputs here. Write a recursive definition of this exact same function. So this is an explicitlyĭefined function. So we could say theĭomain of this function, or all the valid inputs X being a positive- or if x is a positive- integer. Of x is equal to 9 times 8 to the x minus 1 power. Would I be right to make these conclusions?Īlso interested to hear any feedback on the recursive formula. Explicit ones are a lot simpler and faster. It would make sense, as I can't really see the value of recursive formulas if explicit ones always work. It seems that for a formula on the given issue to work, it is necessary to refer back to the previous term, and that you can't make explicit formulas for any sequence, even if you can make a recursive one. I've been trying for over an hour now though, to convert this into an explicit one, with no luck. It seems I've managed to make a recursive one that works: I was inspired by these formulas to make an explicit and recursive formula for the remaining debt after payment per term on a mortgage, with a fixed payment per term plan. Feel free to ask any questions for further explanation. I know that is a mouthful, but it is about the best way I can explain it. So in mathematical terms this means 4 * (-0.5)^n-1 times. Since f(1) is always 4 this means you can say 4 * -0.5 (whatever your n is, minus one, and you have to multiply times 0.5 this many times. so like f(50), that means you have to multiply f(1) * -0.5 49 times. So now you should see a pattern that whatever n equals you have to multiply f(1) n-1 times -0.5 to get the answer. to get f(4) you had to multiply f(1) * -0.5 three times. to get f(3) you had to multiply f(1) * -0.5 two times. ![]() ![]() But if you notice to get f(2) you had to multiply f(1) * -0.5 one time. then you could use f(2) to work out f(3) till you got to f(50). since you know f(1)=4 because it was given to you, you can plug in the numbers. You would have to get 47, then 46, then 45 until you got all the way back to 1. This is why it is called "recursive", the answer needs you to get the answer of the previous term to get your final answer. So you would have to find f(49) So you plug it in. Well then you need to know what f(49) is. If someone were to ask you "what is f(50). |
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