Utilitarians would be disappointed, as you did not act as a utilitarian. They believe in maximizing one's happiness or utility. Going to war would reflect your motive to bring happiness to your brother and father. This choice would produce greater net happiness than not going to war. Why did you choose not to go to war on behalf of your brother?\n\n[[next|war-nation pride]]
Virtue ethics is a theory that looks for the good will being a part of someone's character. Virtue which is the highest good can be acquired only through one's experiences in life. As Aristotle states it virtue can be found as the mean between two opposing extremes. In our example you had the decision of being a selfish person and keeping the potion to yourself, but you also had the option of being a care-provider and helping out a human being disregarding his status\n
As a member of Wellesnia, you abide by the Honor Code, which states you must act with honesty, respect, and integrity. You and your troop face a group of 5 Harvardy soldiers which you can kill if you send off one of yours. None of your soldiers are willing to go and gently remind you of the Honor Code. You have the option of lying to this soldier to get him to go and fight the Harvardians. Keep in mind that your troops trust you and will thus obey all of your orders without question. Would you lie to your soldier to kill the five Harvardians? But, hurry up because Harvardy troops are moving closer, putting your troops at greater risk. Do you lie to your soldier to fight the Harvardians? \n\n[[Lie to soldier and send him off to kill 5 Harvardians |lie]]\n\n[[Do nothing|donothing]]\n
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
You stole food. Your soldiers are now eating away celery sticks and tofu squares that the poor Harvardians sustained themselves on. Poor Harvardians will starve for the rest of the week because of your act. It's okay - deontologists would do the same thing. They believe in fulfilling a duty and care only about intentions. You have done your duty to keep your promise in supporting them. Though the consequences are not pleasant, we deontologists don't care about consequences, only intentions.\n\n[[next|honesty]]
There is a war that is about to break out between the countries of Wellesnia and Harvardy. Harvardy declares war on Wellesnia, in which you are a citizen of. You, previously having experience in military combat, a fourth degree Taekwondo fighter, have more experience and skills than the majority of citizens who will eventually be drafted to serve. If you volunteer as Lieutenant, you can lead your troops in whichever way you feel necessary.\n \nWellesnia is a wealthy land abundant of resources, money, and wealth. Everyone is well educated and are en route to become leaders of not only Wellesnia, but also the world. All civilians have mastered their field and are truly taking strides to strike a change in the world. The government of Wellesnia is a democracy, in which there are two parties, Democrats and Republicans, who work together to solve any and all issues for the progress of Wellesnia. This case is special, however. In other words, Wellesnia must go to war with Harvardy; it is the only option available.\n \nHarvardy, is an authoritarian nation in which food and water is scarce. People of Harvardy are impoverished, malnourished, sick, and neglected. The government uses all its money to fund the army, so the soldiers are well-fed and resourced. They declare war on Wellesnia because they are fearful of our growing population of leaders. The [[war|1]] takes place in Harvardy. \n
Utilitarianism is a theory that believes that the best moral actions are ones that produce the greatest amount of utility or happiness.\n
Wellesnia has offered you so many infinite opportunities to make you the strong and smart woman that you are now! You breathe and bleed blue. All of the experience that Wellesnia has given you is enough to want to make changes in this world and become one outstanding leader. Do you fight for the nation you love? \n\nKeeping in mind how you responded to the last question, do you go to war to fight for the nation that has offered you resources and opportunities to succeed? \n\n[img[wellesley flag]]\n\n[[Yes|care1]]\n\n[[No|noncare1]]\n
You just lied to your soldier. A deontologist would be disappointed in you because you just broke two important moral rules that is not to lie and break promises. You have just broken those two. At least there are five less Harvardians you have to kill now, right?\n\n[[next|benevolence]]
Now that you had a glimpse of all the theories. Which one do you find most compelling?\n\n[[Deontologist|Deontologist]]\n- Trading loved one\n- Lying to soldier\n- Stealing food to save soldiers \n\n[[Virtue Ethics|Virtue Ethics]]\n-helping out a dying civilian\n\n[[Ethics of Care|Ethics of Care]]\n- Going to war for mother or country \n- Trading loved one\n\n[[Utilitarianism|Utilitarianism]]\n- Brother vs you going to war\n\n
Care ethicists would disagree, as they believe in prioritizing care relationships. Your decision to go to war would sadden your mother and weaken the relation you have with her.\n\n[[next| warhappen]]
In the morning you are awaken by the smell of your favorite childhood food that your mother always makes to cheer you up. You walk into the kitchen of your house and see her, smiling at you, you look at the table and there are your favorite chocolate pancakes surrounded by pictures of you and your mom when you were younger. Such lovely and valuable times! But you have to break the news that you get drafted to fight. Your mother, now, begins to cry because she doesn’t want you to die or leave home. She loves you so much and is not ready to let you go. You value the relationship you have with your mother more than anything else. Do you preserve your relationship with your mother or go to war?\n\n[[Yes|care]]\n\n[[No|noncare]]\n
Let’s say your loved brother is drafted to go to war, but you are not. Your father loves your brother more than they love you because he is smarter, more talented, and richer. Your father would be happier if you went to war instead of your brother because you are not only more capable and skilled to fight, but he loves your brother more (sorry). Your brother does not want to go war, as he fears death. The moment he got his draft letter, he begins to bawl his eyes out and threatened to commit suicide. Your father and brother would be happier if you went to war. Would you volunteer to go to war for your brother?\n\n[img[sad boy]]\n\n[[Yes|utilitarian]]\n\n[[No|nonutilitarian]]\n
Your decision to go to war on behalf of your brother is a utilitarian decision. You are going to war to maximize happiness for your father and your brother, as going to war would alleviate your brother's anxiety and please your father. This decision would produce greater net utility than not going to war.\n\n[[next| warhappen]]
Kudos to you - a deontologist would be proud of you for obeying two very important moral rules that is to not lie and break promises. But wait, because you did nothing, Harvardy troops are moving closer, closer, oh no!\n\n[[next|benevolence]]\n
The Harvardy-Wellesnia War (2016)\n
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
Your soldiers are starving. They have lost all energy and stamina to do anything. What kind of lieutenant are you? Hey, at least the poor Harvardians aren't poorer and hungrier. They have their celery sticks and tofu squares to munch on and sustain themselves. Seems like you just helped out your adversary. Deontologists would be mad at you for not fulfilling your duty to keep your soldiers healthy and well-fed.\n\n[[next|honesty]]
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
After long and exhausting weeks of war, hunger and misery, you decide to ask your significant other for advice. She says, “people of Wellesnia are becoming undernourished, no more babies are born, and the incoming soldiers are too fragile to carry on this war. You should address the King of Harvardy in a civil manner and take whatever measures necessary to save the kingdom of Wellesnia.” The following day, you go up to the king of Harvardy and look for more civil manners of dealing with this ongoing conflict. You enter the king’s red-brick mansion, full of delicious foods that could feed your entire population for years and other necessities that you can never run out of. The king welcomes you very warmly with a smirk on his face. He knows that you came here to offer peace. After a long and friendly conversation about the future of this world, he says: “My dearest enemy, the future of your tribe is in your hands at this very significant moment! It is your choice whether to save them or to let all of you go extinct! I ask you for one thing and peace can be yours! I give you no more troubles and you give me your loved significant other” Do you trade? \n\n [img[loved one trade]]\n\n[[Yes|end]]\n\n[[No|end]]\n\n
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Deontology is an approach of ethics that focuses on the rightness or wrongness of an action, rather than focusing on one’s consequences. The first formulation of categorical imperative is the principle of universalizability. The principle of universalizability propagates that we must act according to maxims or rules, which could be accepted as a universal law. A maxim is simply your intention for an action. For instance, if you only drink water, your maxim might be: only drink water because other beverages, like soda and juice have added sugars, which can be damaging to my body. The second formulation deals with Kant’s principle of humanity which mandates that we treat a human being as an end and never as a mere means. Treating someone as an end means treating her with respect. Treating someone as an ends means manipulating her for your gains, without respecting her as a rational, autonomous being.\n
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
Ethics of care is a theory that focuses on care being an indelible part of one's character. Care should be accompanied by sympathy and empathy and always lets us favor our loved ones no matter the net happiness or moral rules. And therefore we are all dependent on each other and most specifically on our care-givers. In our example, both our dear mother and our dear nation play that role of the care-givers. We also care equally for our mom and equally feel sympathy for our nation. In this case it was a rather personal choice (and a challenging one!) to decide whether to sacrifice the love for a parent or the love for the country.\n
You and your troop of 100 soldiers run out of food. You are responsible for the well-being and health of your soldiers, so it is your duty to keep them well-fed. To get food, you have the option to steal the little food that the civilians have or starve yourself and your troops. Do you steal the food from poor Harvardy civilians to sustain your troop or starve them? Make sure to think about how you would feel if Harvardy soldiers came and stole your civilian’s last bits of food. You only have two options and as lieutenant, you must make the right decision now. \n\n[[Steal food|stealfood]]\n\n[[Not steal food and starve soldiers|starve]]\n
Aw man - you have disappointed care ethicists. They view care relations highly with the family as well as the extended community, like your town, state, and even country. They see your act of going to war as the morally right decision, as you would be preserving the relation you have with your nation. Thus, your act of not going to war would not align with care ethics and would disappoint care ethicists.\n\n[[next| warhappen]]
Great! You acted in accordance with care ethics and valued your loved and dear one more! By not going to war you showed that your relationship with your mother is stronger\n\n[[next|war-nation pride]]
Awesome! You are so loyal to your nation! By making this decision you just showed how much you value your nation and how strong and personal relationships extend beyond family relationships.\n\n[[next| warhappen]]
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One night as you are walking on Harvardy ground, you reflect on how grateful you feel to fight for the country of Wellesnia. You stumble upon a heavily wounded Harvardy civilian. But wait, you have seen this person before. He was the one spying on you when you were making your plans of grand attack on Harvardy and she is the reason why you ended up losing many beloved soldiers. The person lying on the ground is bleeding and screaming for help. Luckily, you have some magical potion that can stop the bleeding and heal any wounds. But oh no, you only a few drops left. You might need that for later. The war seems like it is not going to end anytime soon. Do you help the dying civilian?\n\n [img[potion]]\n\n[[Yes|LOVE]]\n\n[[No|LOVE]]\n
Would you volunteer to go to war, fighting for Wellesnia?\n\n [img[volunteer]]\n\n[[Yes|war-mom]]\n\n[[No|nowar-bro]]\n
Team Arche\n\nTara Gupta\nSoobean Jo\nVicky Wang \nZizi Yozgyur
IN THE END, YOU HAVE TO GO TO WAR\n\nLet’s say you are the lieutenant and have the power to control the movement, actions, and decisions of your troop. You face a series of situations and will have to make swift and right decisions. There is no time for errors or mistakes! There are lives at stake and you are in charge of those lives! You are tested on your senses of obligation, honesty, and benevolence. In the end, you face the devil's deal that challenges your faith in LOVE. \n\n[[next|obligation]]\n
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