[Ganchrow]

For updated data please see my Half-Point Calculator.

Total	N	Freq.
170	548	2.37%
171	713	3.51%
172	869	2.53%
173	1,031	2.52%
174	1,202	2.25%
175	1,375	2.69%
176	1,563	2.18%
177	1,760	2.44%
178	1,960	2.40%
179	2,187	2.70%
180	2,348	2.21%
181	2,586	2.09%
182	2,819	3.23%
183	3,086	2.79%
184	3,379	2.78%
185	3,626	2.48%
186	3,842	2.19%
187	4,005	2.22%
188	4,123	2.38%
189	4,322	2.31%
190	4,432	1.96%
191	4,570	2.23%
192	4,600	2.33%
193	4,589	2.31%
194	4,580	2.16%
195	4,519	2.43%
196	4,432	2.62%
197	4,293	2.63%
198	4,152	1.93%
199	4,127	2.42%
200	4,029	2.08%
201	3,917	1.79%
202	3,814	2.60%
203	3,715	2.45%
204	3,636	2.50%
205	3,514	2.19%
206	3,372	2.28%
207	3,168	2.37%
208	2,943	2.14%
209	2,723	2.13%
210	2,531	2.69%
211	2,292	2.14%
212	2,087	2.30%
213	1,926	2.02%
214	1,741	1.78%
215	1,598	2.00%
216	1,447	1.80%
217	1,261	2.14%
218	1,134	2.03%
219	986	1.52%
220	884	2.60%
221	779	2.05%
222	685	1.46%
223	598	2.34%
224	522	3.07%

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Methodology:

• All NBA regular season final scores and closing over/unders (from http://www.covers.com/) from the 1990/1 season through November 17^th of the 2006/7 season were analyzed (18,368 games in total) for various total point scores.
• The push frequency for a given over/under was determined by the percentage of games with an over/under within 4 points of the over/under in question ending with a total point score equal to that over/under. For example, the push frequency of an over/under of 200 was determined from all games with a closing over/unders between 196 and 204.
• This is based on Stanford Wong's methodology as described in Sharp Sports Betting.