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A function ff has the values f(1.9)=3.8f(1.9)=3.8, f(1.99)=3.98f(1.99)=3.98, f(1.999)=3.998f(1.999)=3.998, f(2.001)=4.002f(2.001)=4.002, f(2.01)=4.02f(2.01)=4.02, f(2.1)=4.2f(2.1)=4.2. Based on this data, what is lim⁡x→2f(x)\lim_{x\to 2} f(x)?
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