A Vex can deal more damage with the same items than Azir due to their kit and abilities. Vex's abilities are designed to deal high amounts of burst damage, especially with her ultimate ability, Doom. Additionally, Vex's passive ability, Gloom, allows her to deal bonus damage based on the enemy's missing health. In contrast, Azir's damage output relies more on consistent DPS through his soldiers, which may not be as bursty as Vex's abilities. Overall, Vex's kit is more focused on dealing high burst damage, making her more effective in quickly taking down enemies compared to Azir. **

A Vex can deal more damage than Azir with the same items due to their different abilities and scaling. Vex has high base damage on her abilities and scales well with ability power, allowing her to output significant damage in team fights. Additionally, Vex's ultimate ability, Doom 'n' Gloom, can deal a large amount of burst damage to multiple targets, making her a potent threat in team fights. On the other hand, Azir relies more on consistent auto-attacks and positioning with his soldiers to deal damage, which may not always result in as much burst damage as Vex's abilities. **

Hungary can still be a good opportunity for investment due to its strategic location in Central Europe, well-developed infrastructure, and skilled workforce. The country also offers various incentives for foreign investors, such as tax breaks and grants. Additionally, Hungary has been making efforts to improve its business environment and attract foreign investment through reforms and initiatives. However, potential investors should carefully consider the economic and political risks, as well as the regulatory environment, before making any investment decisions in Hungary. **

Your trading investment strategy seems well-thought-out and disciplined. Diversifying your investments across different sectors and asset classes can help manage risk. Additionally, setting clear entry and exit points based on technical analysis is a smart approach to trading. Just remember to continuously monitor and adjust your strategy based on market conditions to optimize your returns. **

To get into investment banking or strategy consulting, one should focus on building a strong academic background, preferably in finance, economics, or business. It is also important to gain relevant work experience through internships or entry-level positions in finance or consulting firms. Networking and building connections within the industry can also be beneficial, as well as obtaining relevant certifications such as the Chartered Financial Analyst (CFA) designation for investment banking or the Certified Management Consultant (CMC) designation for strategy consulting. Finally, preparing for and excelling in the rigorous interview process for these competitive fields is crucial. **

To get into investment banking or strategy consulting, one typically needs a strong academic background, such as a degree in finance, economics, business, or a related field. Internships or work experience in relevant industries can also be beneficial. Networking is crucial in these competitive fields, so attending industry events, reaching out to professionals for informational interviews, and building relationships with recruiters can help open doors. Additionally, preparing for case interviews and demonstrating strong analytical and problem-solving skills are important for securing a position in investment banking or strategy consulting. **

To calculate the investment costs for technology, you need to consider the initial purchase price of the technology, any installation or setup costs, ongoing maintenance and support fees, and any potential training costs for employees. Additionally, you should factor in the potential return on investment (ROI) of the technology, including any cost savings or revenue generation it may enable. It's important to thoroughly research and analyze all potential costs and benefits before making a technology investment decision. **

The formula for exponential growth in an investment is given by the compound interest formula: A = P(1 + r/n)^(nt), where A is the future value of the investment, P is the principal amount invested, r is the annual interest rate (in decimal form), n is the number of times that interest is compounded per year, and t is the number of years the money is invested for. This formula takes into account the effect of compounding on the growth of the investment over time. **