The question is answered by Lucas with a spread of 2 Tarot whose meaning is: Querent, Adversary.
The High Priestess is a card of wisdom, scientific method and learning. It represents a moment of awareness and inner balance. The Applicant is in a moment of reflection in which he is evaluating his options to arrive at a wise decision. This card suggests that the person who made a good impression could play an important role in the Applicant's decision-making process.
The reversed Knight of Swords represents a time of difficulty and uncertainty. The Adversary is in a difficult period and may not be able to view things as optimistically as possible. In this case, Marco may not be able to offer the Requester luck or well-being as hoped.
From the papers it appears that Marco is unable to offer the Requester luck or well-being as hoped. However, The High Priestess suggests that his presence in the Claimant's life could play an important role in the decision-making process, providing him with useful information and inspiration. Therefore, the answer to the question is probably "No", even if it is not excluded that Marco could play an important role in the Applicant's future.
What are the future prospects for my friend Marina?
In conclusion, the two tarot cards suggest that Marina is at a critical point in her life where she will need to take the time to reflect on her options before making an important decision. You should be flexible in your thinking and your actions as you seek creative and innovative solutions to overcome your challenges. Finally, she should also remember not to get too discouraged about her current situation and seek help from family or friends when needed.
Replay Video
What do you see for the academic future of Greta, an acquaintance of mine?
In conclusion, the tarot suggests that Greta can achieve her academic goals but she will have to put in the effort and be disciplined. You have all the resources you need to overcome difficulties such as lack of motivation or emotional problems. It would be helpful for her to take the time to learn to trust herself and to remember not to get discouraged
Replay Video
What are the odds that my friend Valentina will be successful in her consulting business?
Based on the two cards, it seems like the odds of your friend Valentina being successful in her consulting business are pretty good. The Five of Swords indicates that she is making progress towards her goal, but that she will encounter obstacles along the way. The Nine of Swords suggests that with determination and willpower, she will eventually overcome problems and emerge victorious. Therefore, our answer is: Yes, your friend Valentina has a good chance of being successful in her consulting business.
Replay Video
What are my family's weaknesses?
In conclusion, the family should pay more attention to the mental health of its members, trying to resolve any internal conflicts, financial problems or emotional worries. They should focus on building more bonds between family members, improving harmony and communication within the group. Only in this way will they be able to overcome their weaknesses and move forward as a united and balanced group.
Replay Video
Do you see any significant changes in my son Riccardo's life in the coming years?
From the two cards we have examined, it seems that Riccardo is going through a moment of transition and has the possibility of taking advantage of it if he knows how to use his intellectual abilities well and surround himself with the right people. So, the answer to the question is yes: there is a good chance that in the coming years we will see some significant changes in Riccardo's life.
Replay Video
What are the main problems affecting my family?
In conclusion, it can be said that the main problems that afflict your family are mainly related to the lack of communication and the inability to find a common agreement on how to deal with them. To remedy this, it is necessary to invest time and energy in the search for shared solutions, carefully listening to the opinions of others and trying to find a meeting point between the different positions.
Replay Video
