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So, today we are publishing material by Alexey Mandrygin (approximately 1998)
"Algorithm for completing the 'Pyramid' map in 7 days on Impossible level"
"There are a couple of errors in the algorithm, although they are not very significant.
Regarding the first day, I want to add: I looked for a start with only goblins, but this is not strictly necessary, as there is an oasis that I missed at one time :)
Day 1:
I look for a start where Barbarian_1 has only goblins. This way, on the first day, I take the gold mine. Such a start was found. Barbarian_1 has 19 goblins.
I take one with me (not critical), and leave 18 in the castle. In the castle there are two buildings: dwellings for goblins and orcs. _End of the first day_
Day 2:
I have 2000 coins. I use Barbarian_1 to take a pile of gold lying beneath him. I buy Barbarian_2 (17 goblins, 4 orcs). I drop everyone except one goblin and take the chest with gold located to the left. It gives 2000 => I have 2500 coins in total.
I buy Barbarian_3 (25 goblins, 5 orcs). I take one goblin and collect the second pile of gold (1000 coins), and immediately exit onto the road. Barbarian_1 goes strictly down to the road and then along it, but not to the end—stopping one cell short, because in that case the opponent Barbarian attacks; this way he stops two cells
on the road from Barbarian_1. _End of the second day_
!_Look at the luck: two piles of 1000 coins, 2000 in the chest, and a gold mine captured on
the first day. The chance of achieving this is very low_!
Day 3:
I have 3000 coins. I enter the town with Barbarian_2, buy 10 goblins, and manage to transfer all troops to Barbarian_3 (Barbarian_2 is left with one goblin). He transfers all goblins and two orcs to Barbarian_1 (Barbarian_3 is left with 7 orcs). With Barbarian_1, I attack the opponent Barbarian. Balance of forces:
Barbarian_1 (1g 66g 1g 1o 1o)
Opponent Barbarian(35g 13o 5w)
This refers to the troop arrangement from top to bottom. g-goblins, o-orcs, w-wolves.
!_I will not describe the battles, but will only write the final result; however, if anyone is interested, I will provide the algorithm for the specific battles_!
Result: Opponent Barbarian killed, Barbarian_1 has 64 goblins left.
Barbarian_3 gives 7 orcs to Barbarian_1 (Barbarian_3 has one goblin). Barbarian_1 reaches the opponent's town and drops all troops except one goblin, managing to exit the town by going left along the road. I buy Barbarian_4 (19g, 5o). I take 4 orcs (as bait) and all goblins. I go up the road and fight Lots of pikemen. I crush them. 77 goblins remain. I go up to the end of the road. With Barbarian_3, I go down
to the chest. _End of the third day_
Day 4:
I have 3350 (a statue was built in Castle_2). Barbarian_1 goes left. He collects a pile of gold (900 coins), takes the gold mine and a piece of wood (9(it will be needed to build the second level of the magic tower)). Barbarian_2 takes the nearest campfire (600 coins and 6 gems) and exits onto the road, going down along it. Barbarian_3 takes the chest with gold (2000 coins) at the bottom and goes left and slightly up. Barbarian_4 captures Castle_3 (the right Necromancer castle). It is completely empty. After capture, he manages
to exit and stand slightly to the left. I buy Barbarian_5 (17 goblins, 4 orcs + a book for him). I take 54 goblins and go up the road toward the Warlock castles. What about the opponents? Necromancer_1 is at the spot where Lots of pikemen stood. He did not dare attack Barbarian_4 (77 goblins). Necromancer_2 stands very close to the castle. Soon he will attack Castle_3. In Castle_3, I buy a captain; there I have 40 goblins and 4 orcs for
cannon fodder. Preparing for battle... I buy Barbarian_6 in Castle_2 (16 goblins, 5 orcs), although this purchase is redundant since Necromancer_1 does not reach Castle_2.
_End of the fourth day_
Opponent's turn: Necromancer_2 kills Barbarian_4 and attacks Castle_3.
Balance of forces:
Castle_3(1o 1o 40g 1o 1o) + captain with an arrow.
Necromancer_2 (10 skeletons 4 zombies 18 archers).
Victory for Castle_3. 40 goblins remain.
Necromancer_1 moves up several cells.
Day 5:
I have 6350 coins (a statue was also built in Castle_3). Barbarian_1 goes left. He takes 4 mercury and 5 sand, then continues further left. Barbarian_2 takes the second campfire (600 coins, 6 gems) and goes back up the road. Barbarian_3 takes a campfire (500 coins, 5 stones) and a chest with gold (1500 coins) and goes left. With Barbarian_6, I exit Castle_2. I buy Barbarian_7 (25 goblins, 3 orcs). I transfer everyone to Barbarian_6 (leaving one goblin) and go to the lower wagon. There I take 4 crystals. In Castle_3, I buy a second magic tower (lightning bolt appeared). I buy Warlock_1 (10 centa-
urs and 4 gargoyles) and attack Necromancer_1 with them.
Balance of forces:
Warlock_1 (5 centaurs 2 gargoyles 1g 1g 5c).
Necromancer_1 (14 skeletons 8 zombies 4 mummies 4 medusas)
Result: Warlock_1 killed. The necromancer has a few skeletons and zombies left, which are easily crushed by Barbarian_6. In Castle_3, I buy Barbarian_8 (24 goblins, 4 orcs) and transfer everyone + 40 goblins to Barbarian_5, who attacks the pack of minotaurs. I crush them. Barbarian_5 has 118 goblins left and goes higher toward the crossroads, but not to the first castle (the far right one), but to the next one.
_End of the fifth day_
Opponent's turn: Necromancer_3 appears near ruins.
Day 6:
I have 5950 coins.
Barbarian_1 takes two piles of gold on the left (1700 coins), attacks orcs, and surrenders. Barbarian_2 collects the nearest mercury and stands on the road. Barbarian_3 goes left to the campfire. In Castle_3, we buy Barbarian_9 (actually he is the sixth) (19 goblins, 3 orcs). With Barbarian_6, we transfer 9 orcs and all goblins to Barbarian_9, and then the entire army reaches Barbarian_5. In Castle_3, we leave 6 orcs and 2 goblins so they can fight Necromancer_3. With Barbarian_6, we exit Castle_3 and dismiss him.
Barbarian_5 attacks the second warlock castle (Castle_4).
Balance of forces:
Barbarian_5 (3o 160g 3o 3o 3o)
Warlock_1 in castle (15 centaurs 9 gargoyles 4 griffins 2 hydras 3 minotaurs)
+ lightning bolt.
I win and manage to save 100 goblins. Logistics knowledge is granted immediately.
I retreat to the crossroads (the moves were exactly enough), thereby freeing space for other heroes to exit. In Castle_4, I buy Warlock_2 (lightning bolt available), take two gargoyles, and go 4 cells right along the road. I buy Warlock_3, take the entire army from Barbarian_5 except one gargoyle, and go left as far as possible. Barbarian_7 with one goblin goes up to the end, approaching Necromancer_3, who is already preparing to attack the castle. _End of the sixth day_
Opponent's turn: Necromancer_3 (14 skeletons 8 mutant zombies 16 peasants 4 mummies 1 vampire) attacks Castle_3 (1 goblin 2 orcs 2 orcs 2 orcs 1 goblin). Castle_3 wins!!! The castle's magic and arrow did their dirty work.
Necromancer_4 appears and goes to Castle_3.
And here the warlock makes a fatal mistake. In the right castle, he buys a warlock hero, collects all troops except 2 hydras, and goes toward Castle_4, but not along the road—he steps slightly off it to bypass my Warlock_2 with 2 gargoyles (he couldn't reach him). This opens a path for me with Warlock_1 to the right castle where I need to crush two hydras (I have lightning bolt) and where an unbought !Black Dragon! is sitting.
Two more warlock heroes gather at Castle_4, but without attacking it and without reaching my Barbarian_5 and Warlock_1.
Day 7:
I have 7400 coins.
Barbarian_3 takes a campfire (500 coins, 5 sand) and a chest with gold (1000).
Warlock_2 !reaches! the far left castle and easily takes it on the last move. Now for the most interesting part ;) In Castle_5 (the right warlock's), I buy Barbarian_10 and buy a dragon. With Barbarian_10, we transfer the dragon to Barbarian_8, who crushes the first Warlock in his path and exits onto the road two cells from Barbarian_4. And he
has quite a few moves (one gargoyle + logistics) => he manages to take the dragon, kill two more Warlocks, and capture their last castle. WARLOCK is defeated!
Now what about the necromancer. He left no one in his second castle. Then Barbarian_7 calmly takes his castle. Only Necromancer_4 remains. But there is enough money to buy Sorceress_1 in Castle_3 and defeat the last Necromancer.
Balance of forces:
Sorceress_1(15 sprites 1 dwarf 1 dwarf 1 dwarf 1 goblin)+lightning
bolt
Necromancer_4 (10 skeletons 4 mutant zombies 2 vampires)+lightning bolt
Here the same own helped, on whom the opponent unsuccessfully cast lightning bolt, gold ray, and arrow several times. NECROMANCER is defeated!