The head ranger of Yellowstone National Park is concerned with issues on park capacity, most notably parking. To get a handle on the situation, the head ranger looks at visitor numbers (in millions) from 2000-2017 and uses a statistical model to summarize and describe the data. Here is what the manager presents at the staff meeting.

SUMMARY OUTPUT
Regression Statistics
Multiple R	0.88502056
R Square	$%&#@
Adjusted R Square	0.76971523
Standard Error	0.22353917
Observations	18
ANOVA
	df	SS	MS	F
Regression	1	2.889333798	2.8893338	57.82164343
Residual	16	0.799516202	0.04996976
Total	17	3.68885
	Coefficients	Standard Error	t Stat	P-value
Intercept	2.56803922	0.109928117	23.361077	8.6168E-14
Year	0.07722394	0.010155627	7.60405441	1.06456E-06

When visitor numbers are reported for 2018, the model predicts that they will be approximately ______ million, give or take ______ thousand.