The Perfect Storm | |
---|---|
1st Friday | $13,240,000 / $13,240,000 |
1st Saturday | $14,790,000 / $28,030,000 |
1st Sunday | $13,300,000 / $41,330,000 |
1st Monday | $12,390,000 / $53,720,000 |
1st Tuesday | $9,020,972 / $62,742,422 |
1st Wednesday | $5,219,273 / $67,961,645 |
1st Thursday | $5,115,286 / $73,076,981 |
2nd Friday | $7,845,260 / $80,922,241 |
2nd Saturday | $10,633,987 / $91,556,228 |
2nd Sunday | $7,986,000 / $100,195,906 |
2nd Monday | $3,107,948 / $103,303,854 |
2nd Tuesday | $3,022,421 / $106,326,275 |
2nd Wednesday | $2,524,400 / $108,850,675 |
2nd Thursday | $2,520,900 / $111,371,575 |
3rd Friday | $4,676,000 / $116,047,000 |
3rd Saturday | $7,031,000 / $123,078,000 |
3rd Sunday | $4,953,000 / $128,501,870 |
3rd Monday | $1,803,839 / $130,305,709 |
3rd Tuesday | $1,989,788 / $132,295,497 |
3rd Wednesday | $1,783,393 / $134,078,890 |
3rd Thursday | $1,594,664 / $135,673,554 |
4th Friday | $2,896,584 / $138,570,138 |
4th Saturday | $4,271,721 / $142,841,859 |
4th Sunday | $2,693,000 / $145,354,506 |
4th Monday | $1,232,148 / $146,586,654 |
4th Tuesday | $1,335,700 / $147,922,354 |
4th Wednesday | $1,311,256 / $149,233,610 |
4th Thursday | $1,302,000 / $150,536,000 |
5th Friday | $2,007,000 / $152,543,000 |
5th Saturday | $2,810,135 / $155,353,587 |
5th Sunday | $2,431,000 / $158,053,931 |
5th Monday | $906,607 / $158,960,538 |
5th Tuesday | $1,004,682 / $159,965,220 |
5th Wednesday | $808,388 / $160,773,608 |
5th Thursday | $829,357 / $161,502,965 |
6th Friday | $1,089,000 / $162,592,000 |
6th Saturday | $1,428,000 / $164,020,000 |
6th Sunday | $1,295,000 / $165,579,835 |
6th Monday | $577,672 / $166,157,507 |
6th Tuesday | $563,631 / $166,721,138 |
6th Wednesday | $509,308 / $167,230,446 |
6th Thursday | $504,827 / $167,735,273 |
7th Friday | $683,000 / $168,418,000 |
7th Saturday | $1,110,000 / $169,528,000 |
7th Sunday | $806,000 / $170,483,572 |
7th Monday | $355,613 / $170,838,665 |
7th Tuesday | $345,256 / $171,183,921 |
7th Wednesday | $297,541 / $171,481,462 |
7th Thursday | $314,244 / $171,795,706 |
8th Friday | - / - |
8th Saturday | - / - |
8th Sunday | $471,000 / $173,607,196 |
8th Monday | $187,542 / $173,794,738 |
8th Tuesday | $221,562 / $174,016,300 |
8th Wednesday | $188,124 / $174,204,424 |
8th Thursday | $193,161 / $174,397,585 |
9th Friday | - / - |
9th Saturday | - / - |
9th Sunday | $336,000 / $175,604,700 |
9th Monday | $114,713 / $175,719,413 |
9th Tuesday | $149,758 / $175,869,171 |
9th Wednesday | $133,592 / $176,002,763 |
9th Thursday | $136,412 / $176,139,175 |
10th Friday | - / - |
10th Saturday | - / - |
10th Sunday | - / - |
10th Monday | $357,685 / $177,845,359 |
10th Tuesday | - / - |
10th Wednesday | - / - |
10th Thursday | - / - |
Movie Comparison: The Perfect Storm (2000)
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Similar movies (click to add): The Last Duel (2021), Ford v. Ferrari (2019), Oppenheimer (2023), Ferrari (2023), House of Gucci (2021)
Popular comparisons (click to add): Gravity (2013), Black Mass (2015), Coming to America (1988), Nina (2016), Ant-Man (2015)
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The Perfect Storm | |
---|---|
Domestic Release Date | Jun 30, 2000 |
Production Budget | $120,000,000 |
Opening Weekend Theaters | 3,407 |
Maximum Theaters | 3,407 |
Theatrical Engagements | 29,690 |
Domestic Opening Weekend | $41,325,042 |
Domestic Box Office | $182,618,434 |
Inflation Adjusted Domestic Box Office |
$365,236,867 |
International Box Office | $146,093,000 |
Worldwide Box Office | $328,711,434 |
Remove |
The Perfect Storm | |
---|---|
Opening Weekend | $41,325,042 / $41,325,042 |
2nd Weekend | $27,118,925 / $100,195,906 |
3rd Weekend | $17,130,295 / $128,501,870 |
4th Weekend | $9,680,952 / $145,354,506 |
5th Weekend | $7,517,689 / $158,053,931 |
6th Weekend | $3,976,870 / $165,579,835 |
7th Weekend | $2,747,779 / $170,483,572 |
8th Weekend | $1,811,490 / $173,607,196 |
9th Weekend | $1,207,115 / $175,604,700 |
10th Weekend | $1,706,184 / $177,845,359 |
11th Weekend | $634,000 / $178,684,608 |
12th Weekend | $543,376 / $179,419,774 |
13th Weekend | $520,795 / $180,113,336 |
14th Weekend | $372,285 / $180,631,498 |
15th Weekend | $264,305 / $181,000,824 |
16th Weekend | $151,098 / $181,239,864 |
17th Weekend | $81,549 / $181,372,312 |
18th Weekend | $316,336 / $181,716,833 |
19th Weekend | $252,693 / $182,066,354 |
20th Weekend | $176,157 / $182,312,209 |
The Perfect Storm | |
---|---|
Opening Week | $73,076,981 / $73,076,981 |
2nd Week | $38,294,594 / $111,371,575 |
3rd Week | $24,301,979 / $135,673,554 |
4th Week | $14,862,688 / $150,536,242 |
5th Week | $11,066,723 / $161,602,965 |
6th Week | $6,132,828 / $167,735,793 |
7th Week | $4,059,913 / $171,795,706 |
8th Week | $2,601,879 / $174,397,585 |
9th Week | $1,741,590 / $176,139,175 |
10th Week | $1,911,433 / $178,050,608 |
11th Week | $825,790 / $178,876,398 |
12th Week | $716,143 / $179,592,541 |
13th Week | $666,672 / $180,259,213 |
14th Week | $477,306 / $180,736,519 |
15th Week | $352,247 / $181,088,766 |
16th Week | $201,997 / $181,290,763 |
17th Week | $109,734 / $181,400,497 |
18th Week | $413,164 / $181,813,661 |
19th Week | $322,391 / $182,136,052 |
20th Week | $221,637 / $182,357,689 |
Note: A theatrical engagement is defined as the movie playing in a single theater for one week. So, for example, a film that plays in 3,000 theaters in its first week and 2,000 theaters in its second week will have had 5,000 theatrical engagements.