Direct investment is about allocating your investment interest and amount

Direct investment is about allocating your investment interest and amount to a geographic area, which can be represented as polygons or pixels. I’ve already seen an example of someone who is using pixels or rosters. When investing, you can invest in one location, multiple locations, or all the locations associated with your investment interest. It’s a matter of selecting areas you want to invest in, or the pixels or rasters you would like to invest in. It may be better to convert polygons to rasters and divide the number of rasters per polygon to get the amount invested per area. This way would be easier for multiple layers at the end, since there will be certain overlapping help or investment areas on the map. With this method, we can create a Z coordinate to indicate where the mountain ranges will be, so we can climb them and solve the problem. There will be areas of significant elevation and areas that are just like hills to climb. It is hoped that the lower elevations will be addressed by more local expeditions rather than large coordinated efforts to climb high peaks. Remember, these elevations and mountain ranges can be summarized by whatever geographic area is necessary for the problem-solving endeavor. You can look at it as planet Earth, or as North America, or as a geographic region within the continent. Investing in your own community may be the most important, because if everyone did the same, we could aggregate it at the Earth scale. That is the interesting thing about environmental problem-solving: the geographic areas are variable depending on the problem to be solved. Therefore, the problem to be solved may indeed be multidimensional, whereas the smaller geographic areas contribute to the whole planet. It may be somewhat easier to look at the planet as smaller areas rather than the entire planet. However, in terms of the earth, homeostasis, dynamic stability, or dynamic equilibrium striving, we can see how we’re doing on planet Earth by examining the mountain ranges that exist at the time.  I look forward to communicating this idea with experts to understand the best recommended practices.