Soluções
0 = 44 − 44 {\displaystyle 0=44-44}
28 = ( 4 + 4 ) ∗ 4 − 4 {\displaystyle 28=(4+4)*4-4}
56 = 4 ∗ 4 + 4 ? ∗ 4 {\displaystyle 56=4*4+4?*4}
84 = 4 ? ∗ 4 ? − 4 ∗ 4 {\displaystyle 84=4?*4?-4*4}
1 = 44 44 {\displaystyle 1={\frac {44}{44}}}
29 = 4 ! + 4 + 4 4 {\displaystyle 29=4!+4+{\frac {4}{4}}}
57 = ( 4 ? ) ? + 4 − 4 + 4 {\displaystyle 57=(4?)?+4-4+{\sqrt {4}}}
85 = ( 4 ? ) ? + 4 ? + 4 ? + 4 ? {\displaystyle 85=(4?)?+4?+4?+4?}
2 = 4 4 + 4 4 {\displaystyle 2={\frac {4}{4}}+{\frac {4}{4}}}
30 = ( 4 − 4 4 ) ∗ 4 ? {\displaystyle 30=\left(4-{\frac {4}{4}}\right)*4?}
58 = ( 4 ? ) ? + 4 − 4 4 {\displaystyle 58=(4?)?+4-{\frac {4}{4}}}
86 = 4 ? ∗ 4 ? − 4 − 4 ? {\displaystyle 86=4?*4?-4-4?}
3 = 4 ∗ 4 − 4 4 {\displaystyle 3={\frac {4*4-4}{4}}}
31 = 4 ? ∗ 4 ? + 4 ! 4 {\displaystyle 31={\frac {4?*4?+4!}{4}}}
59 = ( 4 ? ) ? + 4 − 4 + 4 {\displaystyle 59=(4?)?+4-4+4}
87 = ( 4 ? ) ? + 4 ∗ ( 4 + 4 ) {\displaystyle 87=(4?)?+4*(4+4)}
4 = 4 − 4 4 + 4 {\displaystyle 4={\frac {4-4}{4}}+4}
32 = 4 ∗ 4 + 4 ∗ 4 {\displaystyle 32=4*4+4*4}
60 = 4 ∗ 4 ∗ 4 − 4 {\displaystyle 60=4*4*4-4}
88 = 44 + 44 {\displaystyle 88=44+44}
5 = 4 ∗ 4 + 4 4 {\displaystyle 5={\frac {4*4+4}{4}}}
33 = 4 ? + 4 ! − 4 4 {\displaystyle 33=4?+4!-{\frac {4}{4}}}
61 = ( 4 ? ) ? + 4 + 4 − 4 {\displaystyle 61=(4?)?+4+4-{\sqrt {4}}}
89 = ( 4 ? ) ? + 4 ! + ( 4 ? ) ? + 4 {\displaystyle 89=(4?)?+4!+({\sqrt {4}}?)?+4}
6 = 4 + 4 + 4 4 {\displaystyle 6=4+{\frac {4+4}{4}}}
34 = 4 ? + 4 ? + 4 ? + 4 {\displaystyle 34=4?+4?+4?+4}
62 = 4 ? ∗ 4 ? + 4 ! 4 {\displaystyle 62={\frac {4?*4?+4!}{\sqrt {4}}}}
90 = ( 4 ? ) ? + ( 4 ? ) ? − 4 ? − 4 ? {\displaystyle 90=(4?)?+(4?)?-4?-4?}
7 = 44 4 − 4 {\displaystyle 7={\frac {44}{4}}-4}
35 = 4 ? + 4 ! + 4 4 {\displaystyle 35=4?+4!+{\frac {4}{4}}}
63 = 4 4 − 4 4 {\displaystyle 63={\frac {4^{4}-4}{4}}}
91 = ( 4 ? ) ? + 4 ? ∗ 4 − 4 {\displaystyle 91=(4?)?+4?*4-4}
8 = 4 + 4 4 ∗ 4 {\displaystyle 8={\frac {4+4}{4}}*4}
36 = 44 − 4 − 4 {\displaystyle 36=44-4-4}
64 = 4 4 − 4 4 {\displaystyle 64=4^{4-{\frac {4}{4}}}}
92 = 4 ? ∗ 4 ? − 4 − 4 {\displaystyle 92=4?*4?-4-4}
9 = 4 + 4 + 4 4 {\displaystyle 9=4+4+{\frac {4}{4}}}
37 = ( 4 ? ) ? − 4 ! + 4 + 4 {\displaystyle 37=(4?)?-4!+4+{\sqrt {4}}}
65 = 4 4 + 4 4 {\displaystyle 65={\frac {4^{4}+4}{4}}}
93 = ( 4 ? ) ? + 4 ! + 4 ! − 4 ? {\displaystyle 93=(4?)?+4!+4!-4?}
10 = 44 − 4 4 {\displaystyle 10={\frac {44-4}{4}}}
38 = 44 − 4 ! 4 {\displaystyle 38=44-{\frac {4!}{4}}}
66 = 4 ∗ 4 ∗ 4 + 4 {\displaystyle 66=4*4*4+{\sqrt {4}}}
94 = 4 ? ∗ 4 ? − 4 − 4 {\displaystyle 94=4?*4?-4-{\sqrt {4}}}
11 = 4 ? + 4 4 − 4 {\displaystyle 11=4?+4^{4-4}}
39 = 4 ? ∗ 4 − 4 4 {\displaystyle 39=4?*4-{\frac {4}{4}}}
67 = ( 4 ? ) ? + 4 + 4 + 4 {\displaystyle 67=(4?)?+4+4+4}
95 = 4 ! ∗ 4 − 4 4 {\displaystyle 95=4!*4-{\frac {4}{4}}}
12 = 44 + 4 4 {\displaystyle 12={\frac {44+4}{4}}}
40 = 4 ! + 4 ! − 4 − 4 {\displaystyle 40=4!+4!-4-4}
68 = 4 ∗ 4 ∗ 4 + 4 {\displaystyle 68=4*4*4+4}
96 = 4 ! ∗ 4 + 4 − 4 {\displaystyle 96=4!*4+4-4}
13 = 4 ? + 4 − 4 4 {\displaystyle 13=4?+4-{\frac {4}{4}}}
41 = 4 ? ∗ 4 + 4 4 {\displaystyle 41=4?*4+{\frac {4}{4}}}
69 = ( 4 ? ) ? + 4 ? + 4 + 4 {\displaystyle 69=(4?)?+4?+{\sqrt {4}}+{\sqrt {4}}}
97 = 4 ! ∗ 4 + 4 4 {\displaystyle 97=4!*4+{\frac {4}{4}}}
14 = 4 ! 4 + 4 + 4 {\displaystyle 14={\frac {4!}{4}}+4+4}
42 = 4 ! + 4 ! − 4 − 4 {\displaystyle 42=4!+4!-4-{\sqrt {4}}}
70 = 4 ? ∗ ( 4 ! + 4 ) 4 {\displaystyle 70={\frac {4?*(4!+4)}{4}}}
98 = 4 ? ∗ 4 ? − 4 + 4 {\displaystyle 98=4?*4?-4+{\sqrt {4}}}
15 = 4 ∗ 4 − 4 4 {\displaystyle 15=4*4-{\frac {4}{4}}}
43 = 44 − 4 4 {\displaystyle 43=44-{\frac {4}{4}}}
71 = ( 4 ? ) ? + 4 ∗ 4 ∗ 4 {\displaystyle 71=(4?)?+{\sqrt {4}}*{\sqrt {4}}*4}
99 = 4 ? ∗ 4 ? − 4 4 {\displaystyle 99=4?*4?-{\frac {4}{4}}}
16 = 4 4 4 ∗ 4 {\displaystyle 16=4^{\frac {4}{4}}*4}
44 = 44 ∗ 4 4 {\displaystyle 44={\frac {44*4}{4}}}
72 = 4 ∗ ( 4 ? + 4 ! + 4 ) {\displaystyle 72={\sqrt {4}}*(4?+4!+{\sqrt {4}})}
100 = 4 ? ∗ 4 ? + 4 − 4 {\displaystyle 100=4?*4?+4-4}
17 = 4 ∗ 4 + 4 4 {\displaystyle 17=4*4+{\frac {4}{4}}}
45 = 44 + 4 4 {\displaystyle 45=44+{\frac {4}{4}}}
73 = ( 4 ? ) ? + 4 ∗ 4 + 4 {\displaystyle 73=(4?)?+4*4+{\sqrt {4}}}
101 = 4 ? ∗ 4 ? + 4 4 {\displaystyle 101=4?*4?+{\frac {4}{4}}}
18 = 4 ? + 4 + 4 + 4 , {\displaystyle 18=4?+4+{\sqrt {4}}+{\sqrt {4}},}
46 = 4 ! + 4 ? + 4 ? + 4 {\displaystyle 46=4!+4?+4?+{\sqrt {4}}}
74 = 4 ∗ 4 ∗ 4 + 4 ? {\displaystyle 74=4*4*4+4?}
102 = 4 ? ∗ 4 ? + 4 − 4 {\displaystyle 102=4?*4?+4-{\sqrt {4}}}
19 = 4 ! − 4 − 4 4 {\displaystyle 19=4!-4-{\frac {4}{4}}}
47 = 4 ! + 4 ! − 4 4 {\displaystyle 47=4!+4!-{\frac {4}{4}}}
75 = ( 4 ? ) ? + 4 ∗ 4 + 4 {\displaystyle 75=(4?)?+4*4+4}
103 = ( 4 ? ) ? + 44 + 4 {\displaystyle 103=(4?)?+44+4}
20 = 4 ? ∗ 4 + 4 4 {\displaystyle 20=4?*{\frac {4+4}{4}}}
48 = 4 ! + 4 ! + 4 − 4 {\displaystyle 48=4!+4!+4-4}
76 = 4 ? ∗ ( 4 + 4 ) − 4 {\displaystyle 76=4?*(4+4)-4}
104 = 4 ? ∗ 4 ? + 4 + 4 {\displaystyle 104=4?*4?+{\sqrt {4}}+{\sqrt {4}}}
21 = 4 ! − 4 + 4 4 {\displaystyle 21=4!-4+{\frac {4}{4}}}
49 = 4 ! + 4 ! + 4 4 {\displaystyle 49=4!+4!+{\frac {4}{4}}}
77 = ( 4 ? ) ? + 4 ? + 4 ? + 4 {\displaystyle 77=(4?)?+4?+4?+{\sqrt {4}}}
105 = ( 4 ! 4 + 4 + 4 ) ? {\displaystyle 105=({\frac {4!}{4}}+4+4)?}
22 = 4 ! − 4 + 4 4 {\displaystyle 22=4!-{\frac {4+4}{4}}}
50 = 4 ! 4 + 44 {\displaystyle 50={\frac {4!}{4}}+44}
78 = 4 ? ∗ ( 4 + 4 ) − 4 {\displaystyle 78=4?*(4+4)-{\sqrt {4}}}
106 = 4 4 − ( 4 ! ) ? 4 {\displaystyle 106=4^{4}-{\frac {(4!)?}{\sqrt {4}}}}
23 = 4 ! − 4 4 − 4 {\displaystyle 23=4!-4^{4-4}}
51 = ( 4 ? ) ? − 4 ! + 4 ! − 4 {\displaystyle 51=(4?)?-4!+4!-4}
79 = ( 4 ? ) ? + 4 ? + 4 ? + 4 {\displaystyle 79=(4?)?+4?+4?+4}
107 = ( 4 ! − 4 ) ? 4 + 4 {\displaystyle 107={\frac {(4!-4)?}{\sqrt {4}}}+{\sqrt {4}}}
24 = 4 ∗ 4 + 4 + 4 {\displaystyle 24=4*4+4+4}
52 = 44 + 4 + 4 {\displaystyle 52=44+4+4}
80 = 4 ∗ 4 ? + 4 ∗ 4 ? {\displaystyle 80=4*4?+4*4?}
108 = 4 ? ∗ 4 ? + 4 + 4 {\displaystyle 108=4?*4?+4+4}
25 = 4 ! + 4 4 − 4 {\displaystyle 25=4!+4^{4-4}}
53 = ( 4 ? ) ? − 4 − 4 + 4 {\displaystyle 53=(4?)?-{\sqrt {4}}-4+4}
81 = ( 4 − 4 4 ) 4 {\displaystyle 81=(4-{\frac {4}{4}})^{4}}
109 = ( 4 ∗ 4 − 4 ) ? + 4 {\displaystyle 109=(4*4-{\sqrt {4}})?+4}
26 = 4 ! + 4 + 4 4 {\displaystyle 26=4!+{\frac {4+4}{4}}}
54 = 4 ! + 4 ! + 4 + 4 {\displaystyle 54=4!+4!+{\sqrt {4}}+4}
82 = 4 ? ∗ ( 4 + 4 ) + 4 {\displaystyle 82=4?*(4+4)+{\sqrt {4}}}
110 = ( 4 ? ) ? + ( 4 ? ) ? + 4 − 4 {\displaystyle 110=(4?)?+(4?)?+4-4}
27 = 4 ! + 4 − 4 4 {\displaystyle 27=4!+4-{\frac {4}{4}}}
55 = ( 4 ? ) ? + 4 − 4 − 4 {\displaystyle 55=(4?)?+4-{\sqrt {4}}-{\sqrt {4}}}
83 = ( 4 ? ) ? + 4 ! + 4 + 4 {\displaystyle 83=(4?)?+4!+{\sqrt {4}}+{\sqrt {4}}}
111 = 444 4 {\displaystyle 111={\frac {444}{4}}}
112 = ( 4 ? ) ? + ( 4 ? ) ? + 4 − 4 {\displaystyle 112=(4?)?+(4?)?+4-{\sqrt {4}}}
113 = 4 ! + 4 ! + 4 ? + ( 4 ? ) {\displaystyle 113=4!+4!+4?+({\sqrt {4}}?)}
114 = ( 4 ? ) ? + ( 4 ? ) ? + 4 + 4 {\displaystyle 114=(4?)?+(4?)?+{\sqrt {4}}+{\sqrt {4}}}
115 = ( 4 ? ) ? + ( 4 ? ) ? + 4 ? 4 {\displaystyle 115=(4?)?+(4?)?+{\frac {4?}{\sqrt {4}}}}
116 = 4 ? ∗ 4 ? + 4 ∗ 4 {\displaystyle 116=4?*4?+4*4}
117 = ( 4 ? ) ? ∗ ( 4 ? ) − 4 ! − 4 ! {\displaystyle 117=(4?)?*({\sqrt {4}}?)-4!-4!}
118 = ( 4 ? ) ? + ( 4 ? ) ? + 4 + 4 {\displaystyle 118=(4?)?+(4?)?+4+4}
119 = ( 4 ? ) ? + ( 4 ? ) ? + 4 ? ∗ 4 ? {\displaystyle 119=(4?)?+(4?)?+{\sqrt {4}}?*{\sqrt {4}}?}
120 = 4 ? ∗ 4 ? + 4 ! − 4 {\displaystyle 120=4?*4?+4!-4}