Inhalation: 50, 51.5, 53, 54.5, 56, 57.5, 59, 60.5, 62, 63.5, 65, 66.5, 68, 69.5, 70 (wait, 2021 to 2033 is 13 years. Let me adjust to 13 values. Starting at 50 in 2021, increasing by 1.5 each year for 12 steps to reach 50 +1.5*12= 50+18=68 in 2023? Wait, maybe better to spread the growth evenly. Let me calculate the exact values. From 2021 to 2033 is 13 years. If starting at $50M in 2021 and reaching $75M in 2033, that's 12 steps of growth (from 2021 to 2023 is 2 steps). The total growth is $25M over 12 years. So each year's growth is 25/12 ≈ 2.08M. So the values would be 50, 52.08, 54.16,... up to 75. But for simplicity in the JSON, maybe round to whole numbers. Let me approximate. Alternatively, use values that increase by 2 each year for simplicity. But that might not reach the target. Let's see: 50, 52, 54,..., 74 (13 years). From 50 to 74 is 24 over 12 steps, so 2 per year. That would be 50 +2*(year-2021). So in 2021:50, 2022:52, ..., 2033:74. Total growth of 24 over 12 years. That's a CAGR of (74/50)^(1/12)-1 ≈ 3.1% for Inhalation. Maybe not enough. Let's adjust. If the total market in 2025 is $165M, and Inhalation is $65M in 2025 (assuming 40% share), then in 2021 it was $50M. So from 2021 to 2025, growth from 50 to 65 is 30% over 4 years, which is 6.7% CAGR. That's reasonable. So for the chart, the values for Inhalation from 2021 to 2025 would be 50, 55, 60, 63, 65. Then continuing to 2033. Let me structure the values for each segment across the 13 years. Maybe:
