To estimate the S&P adjusted leverage trend for Acea S.p.A. in 2022, we need to calculate the Net Debt / EBITDA ratio for the fiscal years ending December 31, 2021 (represented by the data labeled 2022-01-01 in the balance sheet context, but typically financial ratios use the full year performance. Let's clarify the periods). The data provides: - **Period 1 (2021 Fiscal Year):** 2021-01-01 to 2022-01-01. - **Period 2 (2022 Fiscal Year):** 2022-01-01 to 2023-01-01. We need to calculate the leverage ratio for both years to determine the trend. **Step 1: Calculate EBITDA for both years.** EBITDA is generally calculated as Profit from Operating Activities + Depreciation & Amortization + Impairment losses (if added back for adjusted EBITDA, though standard EBITDA often includes impairment in operating profit or adds it back depending on the "Adjusted" definition. S&P often uses "Adjusted EBITDA" which adds back impairments and other non-recurring items. Let's look at the components provided). From the Income Statement data: * **2021 (Period 2021-01-01 - 2022-01-01):** * Profit Loss From Operating Activities: 581,101,000 EUR * Adjustments For Depreciation And Amortisation Expense: 546,626,000 EUR * Adjustments For Impairment Loss...: 57,360,000 EUR * *Standard EBITDA* = Operating Profit + D&A = 581,101,000 + 546,626,000 = 1,127,727,000 EUR. * *Adjusted EBITDA* (adding back impairment as is common in credit metrics): 1,127,727,000 + 57,360,000 = 1,185,087,000 EUR. * Let's check if there are other adjustments. "Other Income Expense From Subsidiaries..." is usually excluded or included depending on policy. Let's stick to a robust proxy: Operating Profit + D&A + Impairment. * EBITDA 2021 ≈ 1,185.1 million EUR. * **2022 (Period 2022-01-01 - 2023-01-01):** * Profit Loss From Operating Activities: 565,851,000 EUR * Adjustments For Depreciation And Amortisation Expense: 594,636,000 EUR * Adjustments For Impairment Loss...: 67,680,000 EUR * *Standard EBITDA* = 565,851,000 + 594,636,000 = 1,160,487,000 EUR. * *Adjusted EBITDA* = 1,160,487,000 + 67,680,000 = 1,228,167,000 EUR. * EBITDA 2022 ≈ 1,228.2 million EUR. **Step 2: Calculate Net Debt for both years.** Net Debt = Total Financial Debt - Cash and Cash Equivalents. * **End of 2021 (Balance Sheet date 2022-01-01):** * Other Noncurrent Financial Liabilities: 4,791,979,000 EUR * Other Current Financial Liabilities: 285,222,000 EUR * Total Financial Debt = 4,791,979,000 + 285,222,000 = 5,077,201,000 EUR. * Cash and Cash Equivalents ("DisponibilitàLiquide..."): 680,820,000 EUR. * Net Debt 2021 = 5,077,201,000 - 680,820,000 = 4,396,381,000 EUR. * **End of 2022 (Balance Sheet date 2023-01-01):** * Other Noncurrent Financial Liabilities: 4,722,263,000 EUR * Other Current Financial Liabilities: 619,418,000 EUR * Total Financial Debt = 4,722,263,000 + 619,418,000 = 5,341,681,000 EUR. * Cash and Cash Equivalents ("DisponibilitàLiquide..."): 559,908,000 EUR. * Net Debt 2022 = 5,341,681,000 - 559,908,000 = 4,781,773,000 EUR. **Step 3: Calculate Leverage Ratios (Net Debt / EBITDA).** * **Leverage 2021:** * Net Debt: 4,396.4 million EUR * EBITDA: 1,185.1 million EUR * Ratio = 4,396.4 / 1,185.1 ≈ **3.71x** * **Leverage 2022:** * Net Debt: 4,781.8 million EUR * EBITDA: 1,228.2 million EUR * Ratio = 4,781.8 / 1,228.2 ≈ **3.89x** **Step 4: Determine the Trend.** * Change in Ratio = 3.89x - 3.71x = **+0.18x**. * The leverage increased by 0.18x. * The definition states: * **Stable**: Gap is within ±0.3x (i.e., between -0.3x and +0.3x). * **Improving**: Gap is lower than -0.3x (significant decrease). *Correction*: The prompt says "if the gap ... is lower than 0.3x is improving". This phrasing is slightly ambiguous. Usually, "lower leverage" is improving. Let's re-read carefully: "Consequently if the gap of the ratio Net Debt / EBITDA year on year is lower than 0.3x is improving. If higher is Deteriorating." * Wait, the prompt defines Stable as "among ± 0.3x". This implies a band of stability. * Then it says: "if the gap ... is lower than 0.3x is improving". This likely means if the *change* is negative (leverage goes down) or significantly low? No, usually "gap" refers to the absolute difference or the signed difference. * Let's look at the standard interpretation of such prompts: * If the ratio decreases significantly (e.g., by more than 0.3x), it's Improving. * If the ratio increases significantly (e.g., by more than 0.3x), it's Deteriorating. * If the change is small (within 0.3x), it's Stable. * However, the text says: "if the gap ... is lower than 0.3x is improving". This is grammatically tricky. Does it mean `Change < 0.3`? If Change is +0.18, it is < 0.3. But +0.18 is an increase in leverage, which is technically "worsening" or "deteriorating" in credit terms, but might be considered "Stable" if within the band. * Let's re-read the Stable definition: "the gap ... is among ± 0.3x". This means if `-0.3 <= Change <= +0.3`, it is Stable. * Our Change is +0.18. This falls within the range [-0.3, +0.3]. * Therefore, the trend is **Stable**. Let's double check the "Improving/Deteriorating" conditions. "Consequently if the gap ... is lower than 0.3x is improving." -> This likely implies `Change < -0.3`? Or does it mean the absolute gap? Usually: - Deteriorating: Leverage increases significantly (Change > +0.3x). - Improving: Leverage decreases significantly (Change < -0.3x). - Stable: Change is between -0.3x and +0.3x. The prompt's specific wording: "if the gap ... is lower than 0.3x is improving. If higher is Deteriorating." This phrasing is contradictory to the "Stable" definition if taken literally as signed values. Hypothesis 1: "Gap" means absolute change. If |Change| < 0.3 -> Stable? No, the prompt says Stable IS the gap among ±0.3x. Then it says "Consequently...". This implies the subsequent rules apply outside the stable band? If Change > 0.3 -> Deteriorating. If Change < -0.3 -> Improving. Our Change is +0.18x. Is +0.18 "among ± 0.3x"? Yes. Therefore, it is Stable. Let's verify the calculations again to ensure no magnitude errors. **2021 Net Debt:** Debt: 4,791.98 + 285.22 = 5,077.20 Cash: 680.82 Net: 4,396.38 **2021 EBITDA:** Op Profit: 581.10 D&A: 546.63 Impairment: 57.36 EBITDA: 1,185.09 **2021 Ratio:** 4,396.38 / 1,185.09 = 3.7097 -> **3.71x** **2022 Net Debt:** Debt: 4,722.26 + 619.42 = 5,341.68 Cash: 559.91 Net: 4,781.77 **2022 EBITDA:** Op Profit: 565.85 D&A: 594.64 Impairment: 67.68 EBITDA: 1,228.17 **2022 Ratio:** 4,781.77 / 1,228.17 = 3.8934 -> **3.89x** **Difference:** 3.89 - 3.71 = +0.18x. The change is +0.18x. The stable range is ±0.3x (i.e., -0.3 to +0.3). +0.18 is inside this range. Therefore, the trend is Stable. Stable