Topic: bit-manipulation-problem / Level: intermediate

• 1101. Write a program to find the bitwise NOT of a number and return the result.
• 1102. Implement a function that checks if a number is a "happy number" using bit manipulation.
• 1103. Create a function to find the intersection of two arrays using bit manipulation.
• 1104. Write a program to count how many times a specific bit appears in the binary representation of all integers from 1 to n.
• 1105. Implement a function to determine the number of unique binary strings of length n with no consecutive 1s.
• 1106. Create a function that counts the number of set bits in the binary representation of a number using Brian Kernighans algorithm.
• 1107. Write a program that finds the maximum XOR of any two elements in an array.
• 1108. Implement a function to rotate the bits of an integer to the right by a specified number of positions.
• 1109. Create a function that determines the number of unique integers that can be formed by permuting the bits of a given integer.
• 1110. Write a program that checks if a binary number can be expressed as the XOR of two distinct integers.
• 1111. Implement a function that counts how many integers have the same parity as a given integer in an array.
• 1112. Write a program to find the highest power of 3 that divides a given number.
• 1113. Create a function that checks if two binary strings of equal length can become equal by flipping an even number of bits.
• 1114. Implement a function to calculate the sum of set bits for all numbers from 1 to n.
• 1115. Write a program to check if a binary number can be represented as a sum of two prime numbers.
• 1116. Create a function that counts how many integers from 1 to n have an odd number of bits set.
• 1117. Implement a function to find the maximum bitwise AND of any two numbers in an array.
• 1118. Write a program to determine if the binary representation of a number contains exactly k set bits.
• 1119. Create a function that generates a binary representation of all integers from 1 to n.
• 1120. Implement a function that finds the total number of distinct integers that can be represented using k bits.
• 1121. Write a program that checks if a binary number can be transformed into another by flipping an even number of bits.
• 1122. Create a function that counts how many binary strings of length n have an even number of bits set.
• 1123. Implement a function that checks if the binary representation of a number can be rearranged to form a valid hexadecimal string.
• 1124. Write a program that counts how many integers in a range can be represented in binary with an odd number of bits.
• 1125. Create a function to find the number of unique values that can be generated by toggling the k-th bit of a binary number.
• 1126. Implement a function to determine the minimum number of bit flips required to make two binary strings equal.
• 1127. Write a program to generate the first n Fibonacci numbers using bit manipulation.
• 1128. Create a function that counts how many numbers in an array can be represented as a sum of two squares.
• 1129. Implement a function that checks if two binary numbers are complements of each other.
• 1130. Write a program to determine if a binary number can be expressed as a product of three distinct integers.
• 1131. Create a function that finds the bitwise OR of all elements in an array.
• 1132. Implement a function that counts how many times a specific bit appears in the binary representation of all integers from 1 to n.
• 1133. Write a program to find the largest power of 5 that divides a given number using bit manipulation.
• 1134. Create a function that checks if a binary number has a valid representation of a character in UTF-16.
• 1135. Implement a function that finds the maximum number of consecutive set bits in the binary representation of a number.
• 1136. Write a program that checks if a binary number can be represented as a sum of three distinct odd numbers.
• 1137. Create a function that counts how many binary strings can be formed with an odd number of trailing 0s.
• 1138. Implement a function that checks if a binary number can be transformed into another by flipping an odd number of bits.
• 1139. Write a program to find the total number of bits set in the binary representation of the sum of two distinct integers.
• 1140. Create a function that checks if the binary representation of a number has an even number of leading bits.
• 1141. Implement a function that counts how many unique integers can be represented using the bits of a given number.
• 1142. Write a program to determine if two binary strings of equal length can be made equal by flipping an odd number of bits.
• 1143. Create a function that checks if a binary number has a valid representation of a color in CMYK format.
• 1144. Implement a function that finds the number of unique ways to arrange the bits of a binary number.
• 1145. Write a program to check if the binary representation of a number is valid for a specific format.
• 1146. Create a function that counts how many binary numbers can be formed with an even number of set bits.
• 1147. Implement a function that checks if the binary representation of a number contains an even number of transitions.
• 1148. Write a program that checks if a binary number can be transformed into another by flipping an odd number of bits.
• 1149. Create a function to find the maximum number of trailing 0s in the binary representation of a number.
• 1150. Implement a function that counts how many binary strings can be formed with exactly k trailing bits set to 1.

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