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As you can see I've put all of the data I've collected into Excel table (you will have it later for easy and quick analysis). I'm not going into much detail regarding how to properly interpret the data, but here's first thing that hit me, so, I'll summarize it quickly as doesn't really matter. The first thing you find out about is the distribution of dosing over time. From the graphs it seems to be roughly a 20x increase in the amount of dosing every 100-200 days, a few days of dosing every month, and then almost completely disappear after about 200 days of dosing. So after approximately 200 day period, the person stops putting down any doses. The second thing you notice is that in the past I've used an approach to determine the most optimal dosing, and that would mean the dose should always be smallest possible amount needed to get the desired effect. that end, data here clearly shows that approach is generally not a good one; most of the time you are taking too little, even though what you are getting is better.
My next step would be to use an approach a little more advanced with less obvious limits, but I really don't have the time or tools to really test that approach. So as a compromise, we have to be reasonable, and we have to come Losartan 2 Bottles x Pills - 37.5mg Per pill up with a better understanding of the underlying mechanisms effects psychedelics in an individual. To do this, we will need some statistical analysis. I've used Clomiphene pills online SPSS, but you should definitely be using something similar.
The only variable that I used for this analysis is the time since last dose of a psychedelic. Since the duration of trip is usually pretty short, we can calculate in terms of the number days from dose of a psychedelic. Here are the values you need, where "doses" are the dosing days on average: 0-5 doses, 6-10 11-30 31-100 and 101-200 doses. This is an analysis of the percentage time person is on a particular dose. If you look at the graphs in this data set, you find that on average there will be a 20% drop in the amount of taking days every single 100-200 days.
Now, since the duration of trip has not been reported, we can't really determine what are the best dosing schedule based on the duration of trips. So we will also take the average duration since last dose, divided by the time since last dose to determine the right ratio; i.e., ratio of the amount days to day time you will have the highest chance of getting your desired effects, or the ratio to amount that you will probably never get your desired effects. And this is where the magic of statistical analysis comes in.
A quick way to do this would be look for the most common dose, which is the dose people typically take. Now, if you have a long dose duration that tends to make people feel less the next day, but it works well the first and only day, most likely dose for you is to still work the best as you go into the next months. But it's impossible to predict this and it certainly doesn't mean that there won't be any surprises from time to time. So we have take in account the length of dose duration, and how long of a dose duration you are likely to need on a given day. As I explained before in case of psychedelics, they aren't like drugs where you take a dose and everything should be fine. There are some doses that more or less optimal, depending how much you are on, and this is losartan potassium 25 mg tab price where we drug prices in canada vs usa find the relationship of dose duration and effectiveness. For example, if you have a dose duration of 2 hours, you have a 0.2% chance of experiencing any effects, if you take a dose every 10 minutes, you have a 0.2% chance of getting the same effects each time and have a higher chance to get high with the same dose time, but lower chance to feel better on a second dose. The optimal dose will vary depending on both, how long are you on the first dose, and how long you want to continue dose taking, not just on how long you are the dose first. So if, for example, you take a dose every five minutes for the first 10 minutes, that will give you a probability of 0.07 to get that high of effect, in the same day of taking dose that you did once before, that's only 0.07 * 0.2 = 0.074. So, if you take 10 days of taking the same dose every time and you get the effect on first day only, you get.
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