Решите неравенство \(\dfrac{4^x-2^{x+3}+7}{4^x-3\cdot 2^x+2} \leqslant \dfrac{2^x-9}{2^x-2}+\dfrac{1}{2^x-3}.\)

• \(x \in \left(-\infty; 1\right] \cup \left[ \log_2 3; 2 \right]\)
• \(x \in \left(-\infty; 0\right) \cup \left(0; 1\right) \cup \left( \log_2 3; 2 \right]\)
• \(x \in \left(-\infty; 0\right) \cup \left(0; 1\right] \cup \left[ \log_2 3; 2 \right]\)
• \(x \in \left(-\infty; 1\right) \cup \left[ \log_2 3; 2 \right)\)