Please be beautiful

$\begin{aligned} \frac {x+2}{43} & = \frac {{\color{#3D99F6}a} - {\color{#D61F06}b}+20}4 & \small \color{#3D99F6} \text{Given }\frac x3 = a \\ \frac {x+2}{43} & = \frac {{\color{#3D99F6}\frac x3} - {\color{#D61F06}\frac {x+1}4}+20}4 & \small \color{#D61F06} \text{and }\frac {x+1}4 = b \\ & = \frac {4x-3x-3+240}{48} \\ & = \frac {x+237}{48} \\ 48x + 96 & = 43x + 10191 \\ 5x & = 10095 \\ \implies x & = \boxed{2019} \end{aligned}$

---

Image credit: VectorStock

$x=3a$

$b=\frac{3a+1}{4}$

$\frac{3a+2}{43}=\frac{a-\frac{3a+1}{4}+20}{4}$

So we get $a=673$ , and $x=3*673=2019$

Happy new year!