Получи как можно больше чисел 3 Опции

[Mr_Smith]

91 = 5!-9*3-2
92 = 5!-10*3+2
93 = 5!-(11-2)*3
94 = 12*(5+3)+2
95 = 13*(5+2)+3+1
96 = 14*(5+2)-3+1
97 = 15*3!+5+2
98 = 16*3!+2
99 = 17*3!-5+2
100 = (3!+5-1)^2

[idler_]

101 = 5^3 - (1 + 1 + 2)!

[Mr_Smith]

101 = 5^3-(1+1+2)!
102 = 5^3-(2+2)!+1
103 = 5^3-(3+1)!+2
104 = 5^3-4!+2+1
105 = 5!-(2+1)*5
106 = 5!-6*2-3+1
107 = 5!-7-3!
108 = 5!-8-3-1
109 = 5!-9-2
110 = 5!-10
111 = 5!-3*2-2-1
112 = 5!-3*3+1
113 = 5!-4-3
114 = 5!-1-5
115 = 5!-3-2
116 = 5!-7+3
117 = 5!-3
118 = 5!-2
119 = 5!-1
120 = 5!
121 = 5!+1
122 = 5!+2
123 = 5!+3
124 = 5!+3+1
125 = 5^3
126 = 5!+8-2
127 = 5!+9-2
128 = 2^(10-3)
129 = 5!+11-2
130 = 5!+12-2
131 = 5!+4*3-1
132 = 5!+5*(2+1)-3
133 = 5!+6*2+1
134 = 5!+7*2
135 = 5!+8+3*2+1
136 = 5!+(9-1)*2
137 = 5!+10*2-3
138 = 5!+11*2-3-1
139 = 5!+12+3!+1
140 = 5!+13+3!+1
141 = 5!+5^2-3-1

[telepnev]

Вы бы занялись лучше чем-нибудь полезным

[losse_narmo]

142 = 5! + 6 * (1 + 3) - 2

[Mr_Smith]

143 = 5!+7*3+2
144 = 5!+(3+1)!
145 = 5!+(9-3-1)^2
146 = 5!+(3+1)!+2
147 = 5!+(11+1)*2+3
148 = 5!+(12+3-1)*2
149 = 5!+13*2+3
150 = (14+1)*(3!+5-1)
151 = 5!+(3!-2)!+1+6
152 = 5!+2^(7+1-3)

[0]

150 = (14+1)*(3!+5-1)

Две единицы.

150 = (14+1)*5*2

153 = 5!+(1+2)*(8+3)
154 = 5!+9*(1+3)-2
155 = 5!+(3!+1)*10/2

[losse_narmo]

156 = (5-1) * 3 * (11+2)

157 = 2 * 13 * ((3!)!) / (5!) + 1

[Mr_Smith]

157 = 2 * 13 * ((3!)!) / (5!) + 1

Здесь числа 13 не будет.

157 = 12*(3*5-2)+1

158 = 5!+13*3-1
159 = 5!+14*3-2-1
160 = (15+1)*(2+3+5)
161 = 5!+7*3!-1
162 = 5!+(8-1)*3!
163 = 5!+(9-2)*3!+1
164 = 5!+(10+1)*(3!-2)
165 = 5!+(11-2)*(3!-1)
166 = 5!+12*(3+1)-2
167 = 13^2-3+1
168 = (14-1)^2-3!+5
169 = (15-3+1)^2
170 = (16-3)^2+1
171 = (5+8)^2+3-1
172 = (9+5-1)^2+3
173 = (10+3)^2+5-1
174 = (11+3-1)^2+5
175 = (12+1)^2+3!
176 = 13^2+3!+1
177 = (14-1)^2+5+3

[losse_narmo]

178 = (3! * 15 - 1) * 2
что-то у меня явно с математикой сегодня %)
Надеюсь хоть тут не напутал

[Mr_Smith]

179 = 16*(5*2+1)+3
180 = 5!/3!*((17+1)/2)
181 = 9*5!/3!+1
182 = (10-1)*5!/3!+2

[losse_narmo]

183 = 5! + 3! * 11 - 2 - 1

[Mr_Smith]

184 = 5!+2^3!
185 = 5!+2^3!+1
186 = 14^2-3!-5+1

[Mr_Smith]

187 = 3!*2*(15+1)-5
188 = 2^5*3!-sqrt(16)
189 = 17*(5+3!)+2

[losse_narmo]

190 = (18 + 1) * (2 + 5)

[mkatrinne]

191=2^5 * (3!) - 1
192=2^5 * 3!
193=2^5 * 3! + 1
194=13^2 + 5^(3-1)
195= 14^2 - 1
196= 15^2 - 5*(3!) + 1
197 = 2^5*3! + sqrt(16) +1
198 = 17*3!*2 -5 -1
199 = 18*(3! +5) +1
200 = 2*5*(19 +1)

[losse_narmo]

201 = 2^3 * 5^2 + 1

[mkatrinne]

101 = 4!*(3!-2)+5
102 = 4!*(3!-2)+5+1
103 = 4!*(3!-2)+5+3-1
104 = 4!*(3!-2)+5+4-1
105 = 4!*(3!-2)+5+5-1
106 = 4!*(3!-2)+5+6-1
107 = 4!*(3!-2)+5+7-1
108 = 4!*(3!-2)+8+5-1
109 = 4!*(3!-2)+9+5-1
110 = 5!-10
111 = 5!-3*2-2-1
112 = 5!-3*3+1
113 = 5!-4-3
114 = 5!-4-2
115 = 5!-3-2
116 = 5!-7+3
117 = 5!-3
118 = 5!-2
119 = 5!-1
120 = 5!
121 = 5!+1
122 = 5!+2
123 = 5!+3
124 = 5!+3+1
125 = (4!+1)*5
126 = 5!+8-2
127 = 5!+9-2
128 = 2^(10-3)
129 = 5!+11-2
130 = 5!+12-2
131 = 5!+4*3-1
132 = 5!+4*3
133 = 5!+4*3+1
134 = 5!+4*3+2
135 = 5!+8+3*2+1
136 = 5!+(9-1)*2
137 = 5!+10*2-3
138 = 5!+11*2-3-1
139 = 5!+12+3!+1
140 = 5!+13+3!+1
141 = 5!+5^2-3-1

Я что-то не понимаю. У нас же вроде нет числа 4. А тут оно как-то массово присутствует

[mkatrinne]

202 = ((3!)! - 5!)/3 + 2
203 = 5! + 3^4 + 2

[losse_narmo]

Я что-то не понимаю. У нас же вроде нет числа 4. А тут оно как-то массово присутствует

кстати да..

204 = 5! * 2 - (1 + 5) * 3!