[Anglosphere] The Ultimate Battle-6 – A difficult situation

  • If someone would ask me to define a difficult situation, my first thought would be: You are in a cart with 2 hostile mercenaries heading to you have no idea where, your head is in the bag that leaves you not a lot of air to breathe, and you are tied up so well, that you cannot move at all.


    I got angry with myself. Somehow, when I found out how to get into the palace, what to do with the scroll that I had found in the basement and, in general, how to spend my life, I didn't expect much of an early failure. Everything felt like a great adventure, one of those that people tell about my famous great-grandfather, a caravan driver and a healer, Mark Atilius. In those stories he always found ways to sort out everything. Even his journey into the Egyptian pyramids – which I now looked at from a different perspective – sounded like a great nice walk, his best, in retrospect. Who cares about death traps if you know that you get out of those safe and sound?


    And yet, here I am, in a very difficult situation and I don’t see many caravan drivers around who are ready to rescue me.


    - He seems to be alive – the sudden snap voice of a Hun made me shiver and it revealed to my captors that I am not only alive, but also conscious and listening. The bag was taken off my head and I suddenly saw a Hun looking at me.


    - It’s risky to keep him – replied the Egyptian. – I am curious to know what he was doing at the palace, and which alliance he spies for, but we have to deal with him right here before we get caught ourselves.


    - Our people say the best enemy spy is a dead enemy spy – a nasty smirk of a Hun left me no hope. He took his curved knife out of the scabbard.


    I felt a sudden pain in my chest and died. This is how I ingloriously lost my ultimate battle.


    ***


    tub_hospital_forum.jpg



    Being a skeptical person my whole not too long life, I actually didn't believe in the other world. Surprisingly it does exist! The clean walls, bright light from the big window and a very comfortable bed served as clear evidence of that. The place smelled of herbs and some unknown minerals. A beautiful middle-aged goddess came into my room with some hot beverage in a clay mug and smiled. It was the most heart-warming smile that I had ever seen.


    - I'll tell the others you've woken up, - she gave me the drink. – For quite some time we were afraid we wouldn't be able to heal you.


    - Heal me? – Only now did I feel the tight bandage around my left hand and chest and realized that this place was real. – So, I am not dead and this is not eternity?


    - No, though you did everything to get there. - the goddess smiled again – Yet, you’re a lucky person. Whoever did that to you obviously didn't know what our sign means. They dropped your wounded body right at the hospital's back door. And we have the most famous healer in the empire here with us, which is no wonder as he was taught medicine by the Master Mark Atilius himself.


    I felt warmth in my heart. Even a century later my great-grandfather hadn't lost his ability to sort out difficult situations.


    Task: Solve the logical puzzle.


    In a certain medical school there were 2 healers, one taught about healing with herbs, the other how minerals can provide the needed cure. Each one had a certain number of students. One day a student from of the 'herb' group decided to join the 'mineral' group and after it happened, both teachers had the exact same number of students. A few weeks later, the same student decided to go back to his previous teacher, and now things changed back to the way they were before. After that, another 'mineral' student decided to join the 'herb' classes, and at that point the first group became twice as big as the second group. How many students were learning at the medical school?


    You answer by replying to this thread. Do not forget to state your nickname and server played in the answer.

    The answers will be invisible until we approve them.


    General contest information:

    Start date/time:

    July 09, 2019 - 04:00 am (GMT-4) (servertime) - You can find your local start time here

    End date/time:

    July 15, 2019 - 04:00 am (GMT-4) (servertime) - You can find your local end time here

    Winners announced on:

    July 16, 20195

    Winners chosen:

    Six random winners from among all the correct answers

    Prizes:

    50 Gold x 6 winners

    Gold voucher valid only in:

    Anglosphere community

    Gold voucher valid until:

    December 31, 2020

    To be eligible to win, you need to:

    State your nickname and server played when giving the answer to the riddle. Every user can take part in the contest only in one community.


    Did you miss the previous parts of the Ultimate Battle? Don't worry, you can read how it started here:

    Ultimate battle-1: Shadow

    The ultimate battle - Episode 2 - On the edge

    Ultimate Battle-3 - The hidden scroll

    Ultimate Battle-4: The Meeting

    Ultimate Battle-5: The War

    stellamini_sig.png

    Post was edited 6 times, last by Stellamini: Fixed spelling ().

  • JasonWazza

    Anglosphere 2


    The classes start at 7 and 5, one goes from 7 to 5 to make 6 and 6

    and one from 5 goes to 7 to make 8 and 4


    So there are 12 students at the school total.

  • Hello,


    The Herb group started at 7, the mineral one at 5.

    When a student went to join the mineral class, both group got the same number of students: 6 and 6.

    When he moved back to the herb class, the situation got to the same point, i.e. 7 and 5.

    Then when a student moved from the mineral class to the herb class, the herb class got 8 students which is twice as much as the mineral one which got then only 4 left.


    Therefore:


    The total number of students is 12.


    Thank you.

  • First class x has 4 and class y has 2

    x = 4 y = 2


    After one student moves from class x to class y they both have 3 students

    4 - 1 2 + 1

    x = 3 y = 3


    The student then moves back, and class x has 4 students and class y bas 2 students again

    3 + 1 3 - 1

    x = 4 y = 2


    Then a new student joins class x, so it now has 5 students

    x = 5 y = 2


    When including the teacher in the "group", the groups will have 6 and 3 individuals

    x = 6 y = 3


    A total of 9 people minus the two teachers


    There are a total of 7 students at the school.





    My IGN is "Englyst" playing on ts2.anglosphere.travian.com :)

  • Firstly, nice storytelling. ^^


    Answer:

    7 in the herb group, 5 in the mineral group; total 12.


    Solution:

    h = herb group student

    m = mineral group student


    1- A herb group student swaps to mineral group and the student counts become same.

    h - 1 = m + 1


    2- After he/she returns to his/her old group, the state becomes as it used to be. Then if a mineral class student swaps to healer group and herb group students double the mineral group students, then

    h + 1 = 2(m - 1)


    so equation becomes:
    h - m = 2
    h -2m = -3


    m = 5, h = 7.



    Player:

    Anglosphere 2 - Vennonia IX

  • 12


    Muff In Tim E - ts20.anglosphere.travian.com

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    Phalanx - Turandot - Morgan Freeman -
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  • The answer is 12.

    Herbs (H) = 7

    Mineral (M) = 5


    H-1 = 6 | M+1 = 6 (Even)

    H+1 = 8 | M-1 = 4 (Double)

    There were 12 students learning at the medical school.


    Name: Chump
    Server: ts2.anglosphere

  • There were twelve students at the medical school. More specifically, there were eight learning from 'herb' and four from 'mineral' by the end, with the original numbers being seven 'herb' and five 'mineral.'


    IGN: Horshhair iii

    Angloshpere 2

    My enemies are many. My equals are none...

  • Where H = Herb Students, M = Mineral Students

    Equation 1: H-1=M+1

    Equation 2: H+1=2(M-1)


    Solving for H using Equation 1.

    H-1=M+1

    H=M+1+1

    H=M+2

    Let this be known as Equation 3.


    Sub Equation 3 into Equation 2.

    (M+2)+1=2(M-1)

    M+2+1=2xM-2x1

    M+3=2M-2

    3=2M-M-2

    3=M-2

    3+2=M

    5=M


    Sub the value of M into Equation 1.

    H-1=5+1

    H=5+1+1

    H=7


    Total number of students = H+M

    Total # of students = 7+5

    Total # of Students = 12


    There are 12 students total.


    Jonothan Crane wrote:

    Patients suffering delusional episodes often focus their paranoia on an external tormentor. Usually one conforming to Jungian archetypes. In this case, a scarecrow.