Third Person - Intellectual: Your preferred way to solve practical problems



(NOTE: this level doesn’t fully kick into gear until the human brain is about 25 years old. Before then an individual is likely to be mostly a Feeling type, but will also have some Thinking at least starting to show up if it is going to.)



.



Are you a Feeling Type (F)?



Feeling types feel best when solving problems by seeking out experts who they trust to give them advice and lead the way. They generally feel comfortable with communities (work, school, family, politics, etc.) that have clear rules and guidelines that mesh with their own understanding of what life is supposed to be, and they want everyone to happily and comfortably fit into the community. They usually feel that those who don’t follow the rules of the community should leave. They appreciate hearing stories about history and use well known facts to choose what sort of approach is most appropriate for them to take in life.



.



Or are you a Thinking Type (T)?



Thinking types feel best when solving problems by seeking out as many different options as possible and using those to invent entirely new approaches to the problem. They generally feel comfortable with communities (work, school, family, politics, etc.) that are more open-ended, and that welcome conflict and dissent with respect, as long as everyone continues to be interested in solving shared practical problems. They like hearing stories about innovations, and new ideas in science and technology, and use novel information to choose what approach is best.







Assessment Questions:



1. When it comes to learning something, like making some kind of craft, solving a math problem, or using a recipe, do you prefer to have someone else, who you think is good at it, instruct you in the way they do it, and follow along as closely as possible (Feeling), or do you prefer to experiment with a variety of different techniques from all kinds of different individuals and then generate an entirely new way of doing it for yourself (Thinking)?



2. In group situations do you want everyone to be in agreement (Feeling), or do you want to seek out those with different opinions, even if it means that there are likely to be some heated disagreements, so that you don’t miss any important ideas (Thinking)?



3.When it comes to media you choose for pleasure, do you mostly prefer fiction or maybe biographies (Feeling), or non-fiction/documentaries (Thinking)?



.



So, in addition to being an Extravert Sensing type, which of the third dimension options seems most like how you naturally prefer to solve practical problems?



[[Extravert Sensing Feeling]] or [[Extravert Sensing Thinking]]

Third Person - Intellectual: Your preferred way to solve practical problems



(NOTE: this level doesn’t fully kick into gear until the human brain is about 25 years old. Before then an individual is likely to be mostly a Feeling type, but will also have some Thinking at least starting to show up if it is going to.)



.



Are you a Feeling Type (F)?



Feeling types feel best when solving problems by seeking out experts who they trust to give them advice and lead the way. They generally feel comfortable with communities (work, school, family, politics, etc.) that have clear rules and guidelines that mesh with their own understanding of what life is supposed to be, and they want everyone to happily and comfortably fit into the community. They usually feel that those who don’t follow the rules of the community should leave. They appreciate hearing stories about history and use well known facts to choose what sort of approach is most appropriate for them to take in life.



.



Or are you a Thinking Type (T)?



Thinking types feel best when solving problems by seeking out as many different options as possible and using those to invent entirely new approaches to the problem. They generally feel comfortable with communities (work, school, family, politics, etc.) that are more open-ended, and that welcome conflict and dissent with respect, as long as everyone continues to be interested in solving shared practical problems. They like hearing stories about innovations, and new ideas in science and technology, and use novel information to choose what approach is best.







Assessment Questions:



1. When it comes to learning something, like making some kind of craft, solving a math problem, or using a recipe, do you prefer to have someone else, who you think is good at it, instruct you in the way they do it, and follow along as closely as possible (Feeling), or do you prefer to experiment with a variety of different techniques from all kinds of different individuals and then generate an entirely new way of doing it for yourself (Thinking)?



2. In group situations do you want everyone to be in agreement (Feeling), or do you want to seek out those with different opinions, even if it means that there are likely to be some heated disagreements, so that you don’t miss any important ideas (Thinking)?



3.When it comes to media you choose for pleasure, do you mostly prefer fiction or maybe biographies (Feeling), or non-fiction/documentaries (Thinking)?



.



So, in addition to being an Extravert iNtuiting type, which of the third dimension options seems most like how you naturally prefer to solve practical problems?



[[Extravert iNtuiting Feeling]] or [[Extravert iNtuiting Thinking]]

Fourth Person - Philosophical/Spiritual: Your sense of what life, the universe, and everything is all about



(NOTE: This level probably doesn’t fully come online in the brain until around age 40 in humans. Until then, everyone is essentially a Judging type, with what we could call a sub-preference for the way they approach philosophical/spiritual/moral questions based on what they’ve been taught by their environment to believe.)



.



Are you a Judging Type (J)?



Judging types feel best when they believe that they are in control of things, and when life is predictable. They generally feel comfortable with a philosophy of life where they can decide what is right/true vs. what is wrong/false, and plan accordingly. They tend to be wary of the unknowns in life. They tend to believe that life is purposeless and/or a competitive game to be won or lost, depending on how successful one is.



.



Or are you a Perceiving Type (P)?



Perceiving types are generally happy to go with the flow of life, being appreciative of, and even excited for, the unpredictable and unknown. They generally feel comfortable with a philosophy of life where the universe has a purpose, and that purpose is for life to flourish and grow and be more and more beautiful. If life is a game to them, then it’s a collaborative one where everyone wins by being playful.







Assessment Questions:



1. Would you prefer to be known as being a good, reliable, and respectable person (Judging) or as being a weird, funny, and interesting person (Perceiving)?



2. Do you imagine that the future is likely to be more dangerous (Judging) or more awesome (Perceiving)?



3. When something doesn’t go as planned, would you prefer to start over and get it right (Judging), or would you be happy to just keep going and hope that you can use what has happened to make something even better than you expected (Perceiving)?



.



So, in addition to being an Introvert Sensing Feeling type, which of the fourth dimension options seems most like how you naturally prefer to solve practical problems?



[[Introvert Sensing Feeling Judging]]

or [[Introvert Sensing Feeling Perceiving]]

INFJ



Introvert iNtuiting Feeling Judging



Purpose in life: Improve life by understanding and repurposing things, with the goal of finding the best stuff to create healthy and happy homes, and personal spaces and items.

INTJ



Introvert iNtuiting Thinking Judging



Purpose in life: Improve life by understanding, repurposing, and analyzing things with the goal of creating high quality technology, science, and/or education resources.

Third Person - Intellectual: Your preferred way to solve practical problems



(NOTE: this level doesn’t fully kick into gear until the human brain is about 25 years old. Before then an individual is likely to be mostly a Feeling type, but will also have some Thinking at least starting to show up if it is going to.)



.



Are you a Feeling Type (F)?



Feeling types feel best when solving problems by seeking out experts who they trust to give them advice and lead the way. They generally feel comfortable with communities (work, school, family, politics, etc.) that have clear rules and guidelines that mesh with their own understanding of what life is supposed to be, and they want everyone to happily and comfortably fit into the community. They usually feel that those who don’t follow the rules of the community should leave. They appreciate hearing stories about history and use well known facts to choose what sort of approach is most appropriate for them to take in life.



.



Or are you a Thinking Type (T)?



Thinking types feel best when solving problems by seeking out as many different options as possible and using those to invent entirely new approaches to the problem. They generally feel comfortable with communities (work, school, family, politics, etc.) that are more open-ended, and that welcome conflict and dissent with respect, as long as everyone continues to be interested in solving shared practical problems. They like hearing stories about innovations, and new ideas in science and technology, and use novel information to choose what approach is best.







Assessment Questions:



1. When it comes to learning something, like making some kind of craft, solving a math problem, or using a recipe, do you prefer to have someone else, who you think is good at it, instruct you in the way they do it, and follow along as closely as possible (Feeling), or do you prefer to experiment with a variety of different techniques from all kinds of different individuals and then generate an entirely new way of doing it for yourself (Thinking)?



2. In group situations do you want everyone to be in agreement (Feeling), or do you want to seek out those with different opinions, even if it means that there are likely to be some heated disagreements, so that you don’t miss any important ideas (Thinking)?



3.When it comes to media you choose for pleasure, do you mostly prefer fiction or maybe biographies (Feeling), or non-fiction/documentaries (Thinking)?



.



So, in addition to being an Introvert Sensing type, which of the third dimension options seems most like how you naturally prefer to solve practical problems?



[[Introvert Sensing Feeling]] or [[Introvert Sensing Thinking]]

Welcome to the MBTTI Personality Assessment!



[img[EarthSpaceGameMemesmall]]



The Myers-Briggs Turtle Type Indicator is a mashup of the MBTI, modern neuroscience research, and a bit of math for good measure, made by TheWiseTurtle, aka, Turil Cronburg. Enjoy!



For each of the following four basic dimensions of human personality, please pick the preference that most seems like you at the age you are now, and at times when you are feeling reasonably healthy.



.



First Person - Physical Dimension: Your preferred way to interact with reality as a whole.



Are you an Introvert (I)?



Introversion types feel best when absorbing parts of the universe into themselves in some physical way, exploring and collecting good stuff makes them the happiest, at the most basic level.



.



Are you an Extravert (E)?



Extraversion types feel best when expressing themselves into the world in some physical way, making and doing good stuff makes them the happiest at the most basic level.



.



Assessment Questions:



1. When you think about the work and play that you most enjoy, and would be happy to spend much of your life with, do you feel most comfortable with the part of that work that is mostly focused on improving life through understanding things better (Introvert), or through moving things around in a better way (Extravert)?



2. When it comes to your energy levels for interacting with the world (once you are basically awake and feeling generally alive, on any given day) do you need to seek out some kind of inspiration or other energy boost before you can start being really productive (Introvert), or are you normally pretty much ready to make stuff happen right from the start (Extravert)?



.





So, which seems most like how you naturally prefer to interact with reality?



[[Introvert]] or [[Extravert]]



Second Person - Emotional Dimension: Your preferred way to relate to your immediate environment/individuals



.



Are you a Sensing Type (S)?



Sensing types feel best when they are able to assess the sensory/factual/in-person details of their environment and any individuals who might be there with them. They use their keen attention to the sights, sounds, smells, tastes, and textures of their surroundings to determine the state of things right here and right now, and care at least a bit about the history of the person, place, or thing in front of them: observing "what made it what it is". Sensing types can be confused about what someone else wants to do, or of how they are feeling deep inside.



.



Or are you an iNtuiting Type (N)?



INtuiting types feel best when letting their unconscious emotions guide them in connecting with their immediate environment, especially other living things, in a playful and nurturing way, and looking to collaborate in an intimate, emotionally open, way. INtuiting types look at someone and “just know” how they are feeling, and they seem to have an indescribable understanding of what their companion would like to do next, in the future. This is also what we call an empathic personality.







Assessment Questions:



1. When you encounter some new person, place, or thing in your day to day experiences, what are you likely to care about the most, the names, shapes, designs, colors, and/or numbers of things (Sensing), or how those things have the potential to change and grow into something even more fun (iNtuiting)?



2. If you've been in any romantic relationships, are you naturally more likely to want to have a life that is significantly separate from the life of your partner, allowing you both plenty of “space” for your own projects (Sensing), or are you more likely to be thrilled if your partner wants to share their whole life with you, including collaborating on shared projects as often as possible (iNtuiting)?



3. When you see a small child being boisterous, do you get more annoyed or worried about them causing a problem (Sensing), or do you get more excited and want to help them play (iNtuiting)?



.



So, in addition to being an Introvert, which of the second dimension options seems most like how you naturally prefer to interact with your immediate environment and the individual/s closest to you?



[[Introvert Sensing]] or [[Introvert iNtuiting]]



Second Person - Emotional Dimension: Your preferred way to relate to your immediate environment/individuals



.



Are you a Sensing Type (S)?



Sensing types feel best when they are able to assess the sensory/factual/in-person details of their environment and any individuals who might be there with them. They use their keen attention to the sights, sounds, smells, tastes, and textures of their surroundings to determine the state of things right here and right now, and care at least a bit about the history of the person, place, or thing in front of them: observing "what made it what it is". Sensing types can be confused about what someone else wants to do, or of how they are feeling deep inside.



.



Or are you an iNtuiting Type (N)?



INtuiting types feel best when letting their unconscious emotions guide them in connecting with their immediate environment, especially other living things, in a playful and nurturing way, and looking to collaborate in an intimate, emotionally open, way. INtuiting types look at someone and “just know” how they are feeling, and they seem to have an indescribable understanding of what their companion would like to do next, in the future. This is also what we call an empathic personality.







Assessment Questions:



1. When you encounter some new person, place, or thing in your day to day experiences, what are you likely to care about the most, the names, shapes, designs, colors, and/or numbers of things (Sensing), or how those things have the potential to change and grow into something even more fun (iNtuiting)?



2. If you've been in any romantic relationships, are you naturally more likely to want to have a life that is significantly separate from the life of your partner, allowing you both plenty of “space” for your own projects (Sensing), or are you more likely to be thrilled if your partner wants to share their whole life with you, including collaborating on shared projects as often as possible (iNtuiting)?



3. When you see a small child being boisterous, do you get more annoyed or worried about them causing a problem (Sensing), or do you get more excited and want to help them play (iNtuiting)?



.



So, in addition to being an Extravert, which of the second dimension options seems most like how you naturally prefer to interact with your immediate environment and the individual/s closest to you?



[[Extravert Sensing]] or [[Extravert iNtuiting]]



ESTJ



Extravert Sensing Thinking Judging



Purpose in life: Improve life by making and doing effective things with the goal of finding the best stuff to create healthy and happy homes, and personal spaces and items.

Fourth Person - Philosophical/Spiritual: Your sense of what life, the universe, and everything is all about



(NOTE: This level probably doesn’t fully come online in the brain until around age 40 in humans. Until then, everyone is essentially a Judging type, with what we could call a sub-preference for the way they approach philosophical/spiritual/moral questions based on what they’ve been taught by their environment to believe.)



.



Are you a Judging Type (J)?



Judging types feel best when they believe that they are in control of things, and when life is predictable. They generally feel comfortable with a philosophy of life where they can decide what is right/true vs. what is wrong/false, and plan accordingly. They tend to be wary of the unknowns in life. They tend to believe that life is purposeless and/or a competitive game to be won or lost, depending on how successful one is.



.



Or are you a Perceiving Type (P)?



Perceiving types are generally happy to go with the flow of life, being appreciative of, and even excited for, the unpredictable and unknown. They generally feel comfortable with a philosophy of life where the universe has a purpose, and that purpose is for life to flourish and grow and be more and more beautiful. If life is a game to them, then it’s a collaborative one where everyone wins by being playful.







Assessment Questions:



1. Would you prefer to be known as being a good, reliable, and respectable person (Judging) or as being a weird, funny, and interesting person (Perceiving)?



2. Do you imagine that the future is likely to be more dangerous (Judging) or more awesome (Perceiving)?



3. When something doesn’t go as planned, would you prefer to start over and get it right (Judging), or would you be happy to just keep going and hope that you can use what has happened to make something even better than you expected (Perceiving)?



.



So, in addition to being an Extravert Sensing Thinking type, which of the fourth dimension options seems most like how you naturally prefer to solve practical problems?



[[Extravert Sensing Thinking Judging]]

Or [[Extravert Sensing Thinking Perceiving]]

Fourth Person - Philosophical/Spiritual: Your sense of what life, the universe, and everything is all about



(NOTE: This level probably doesn’t fully come online in the brain until around age 40 in humans. Until then, everyone is essentially a Judging type, with what we could call a sub-preference for the way they approach philosophical/spiritual/moral questions based on what they’ve been taught by their environment to believe.)



.



Are you a Judging Type (J)?



Judging types feel best when they believe that they are in control of things, and when life is predictable. They generally feel comfortable with a philosophy of life where they can decide what is right/true vs. what is wrong/false, and plan accordingly. They tend to be wary of the unknowns in life. They tend to believe that life is purposeless and/or a competitive game to be won or lost, depending on how successful one is.



.



Or are you a Perceiving Type (P)?



Perceiving types are generally happy to go with the flow of life, being appreciative of, and even excited for, the unpredictable and unknown. They generally feel comfortable with a philosophy of life where the universe has a purpose, and that purpose is for life to flourish and grow and be more and more beautiful. If life is a game to them, then it’s a collaborative one where everyone wins by being playful.







Assessment Questions:



1. Would you prefer to be known as being a good, reliable, and respectable person (Judging) or as being a weird, funny, and interesting person (Perceiving)?



2. Do you imagine that the future is likely to be more dangerous (Judging) or more awesome (Perceiving)?



3. When something doesn’t go as planned, would you prefer to start over and get it right (Judging), or would you be happy to just keep going and hope that you can use what has happened to make something even better than you expected (Perceiving)?



.



So, in addition to being an Extravert iNtuiting Thinking type, which of the fourth dimension options seems most like how you naturally prefer to solve practical problems?



[[Extravert iNtuiting Thinking Judging]]

Or [[Extravert iNtuiting Thinking Perceiving]]

ENFP



Extravert iNtuiting Feeling Perceiving



Purpose in life: Improve life by making and doing personally meaningful and inspiring things with the goal of creating high quality technology, science, and/or education resources.

Fourth Person - Philosophical/Spiritual: Your sense of what life, the universe, and everything is all about



(NOTE: This level probably doesn’t fully come online in the brain until around age 40 in humans. Until then, everyone is essentially a Judging type, with what we could call a sub-preference for the way they approach philosophical/spiritual/moral questions based on what they’ve been taught by their environment to believe.)



.



Are you a Judging Type (J)?



Judging types feel best when they believe that they are in control of things, and when life is predictable. They generally feel comfortable with a philosophy of life where they can decide what is right/true vs. what is wrong/false, and plan accordingly. They tend to be wary of the unknowns in life. They tend to believe that life is purposeless and/or a competitive game to be won or lost, depending on how successful one is.



.



Or are you a Perceiving Type (P)?



Perceiving types are generally happy to go with the flow of life, being appreciative of, and even excited for, the unpredictable and unknown. They generally feel comfortable with a philosophy of life where the universe has a purpose, and that purpose is for life to flourish and grow and be more and more beautiful. If life is a game to them, then it’s a collaborative one where everyone wins by being playful.







Assessment Questions:



1. Would you prefer to be known as being a good, reliable, and respectable person (Judging) or as being a weird, funny, and interesting person (Perceiving)?



2. Do you imagine that the future is likely to be more dangerous (Judging) or more awesome (Perceiving)?



3. When something doesn’t go as planned, would you prefer to start over and get it right (Judging), or would you be happy to just keep going and hope that you can use what has happened to make something even better than you expected (Perceiving)?



.



So, in addition to being an Introvert Sensing Thinking type, which of the fourth dimension options seems most like how you naturally prefer to solve practical problems?



[[Introvert Sensing Thinking Judging]]

or [[Introvert Sensing Thinking Perceiving]]

The Myers-Briggs Turtle Type Indicator Assessment

TheWiseTurtle

Turil Cronburg

http://www.turil.org

Fourth Person - Philosophical/Spiritual: Your sense of what life, the universe, and everything is all about



(NOTE: This level probably doesn’t fully come online in the brain until around age 40 in humans. Until then, everyone is essentially a Judging type, with what we could call a sub-preference for the way they approach philosophical/spiritual/moral questions based on what they’ve been taught by their environment to believe.)



.



Are you a Judging Type (J)?



Judging types feel best when they believe that they are in control of things, and when life is predictable. They generally feel comfortable with a philosophy of life where they can decide what is right/true vs. what is wrong/false, and plan accordingly. They tend to be wary of the unknowns in life. They tend to believe that life is purposeless and/or a competitive game to be won or lost, depending on how successful one is.



.



Or are you a Perceiving Type (P)?



Perceiving types are generally happy to go with the flow of life, being appreciative of, and even excited for, the unpredictable and unknown. They generally feel comfortable with a philosophy of life where the universe has a purpose, and that purpose is for life to flourish and grow and be more and more beautiful. If life is a game to them, then it’s a collaborative one where everyone wins by being playful.







Assessment Questions:



1. Would you prefer to be known as being a good, reliable, and respectable person (Judging) or as being a weird, funny, and interesting person (Perceiving)?



2. Do you imagine that the future is likely to be more dangerous (Judging) or more awesome (Perceiving)?



3. When something doesn’t go as planned, would you prefer to start over and get it right (Judging), or would you be happy to just keep going and hope that you can use what has happened to make something even better than you expected (Perceiving)?



.



So, in addition to being an Introvert iNtuiting Feeling type, which of the fourth dimension options seems most like how you naturally prefer to solve practical problems?



[[Introvert iNtuiting Feeling Judging]]

or [[Introvert iNtuiting Feeling Perceiving]]

ESTP



Extravert Sensing Thinking Perceiving



Purpose in life: Improve life by making and doing effective and inspiring things with the goal of creating high quality technology, science, and/or education resources.

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