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<title>Veniturile Bugetului Public Național, ianuarie–iunie 2026</title>
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<p><strong>Veniturile Bugetului Public Național au scăzut în anul curent, fiind susținute de creșterea încasărilor fiscale în termeni reali cu 3,7%, dar, chiar și așa, veniturile realizate din colectarea taxelor și impozite sunt cu 2,5% mai mici decât în 2021</strong></p>
<h1>Sinteză</h1>
<p>În primele șase luni ale anului 2026, veniturile bugetului public național (BPN) au totalizat 63 332,6 mil. lei, în creștere cu 2 801,1 mil. lei, respectiv cu 4,6% în termeni nominali, față de aceeași perioadă a anului 2025 (60 531,5 mil. lei). Este cel mai lent ritm de creștere nominală din intervalul 2022–2026, an în care ritmurile de creștere s-au situat între 10,9% și 19,4%.</p>
<p>Ajustând la evoluția prețurilor de consum (indicele prețurilor de consum pentru perioada ianuarie - iunie, față de aceeași perioadă a anului precedent = 100, de 105,97%), veniturile BPN au înregistrat în ianuarie–iunie 2026 o contracție reală de aproximativ 1,34% față de aceeași perioadă a anului 2025. Este a treia execuție semestrială din ultimii șase ani în care creșterea nominală a veniturilor nu a acoperit inflația, după episodul din 2022-2023, ani marcați de șocul inflaționist major (IPC ianuarie-iunie 2022-2023: 124,3% - 120,2%).</p>
<h1>Evoluția nominală și reală a veniturilor, 2021–2026</h1>
<p>Analiza seriei ianuarie–iunie pentru ultimii șase ani relevă o traiectorie contrastantă între dimensiunea nominală și cea reală a veniturilor BPN:</p>
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<th>Indicator</th><th>2021</th><th>2022</th><th>2023</th><th>2024</th><th>2025</th><th>2026</th>
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<tr><td>Venituri totale, nominal (mil. lei)</td><td>34.933,20</td><td>41.703,30</td><td>47.063,60</td><td>52.178,90</td><td>60.531,50</td><td>63.332,60</td></tr>
<tr><td>Creștere nominală anuală (%)</td><td>—</td><td>19,4</td><td>12,9</td><td>10,9</td><td>16</td><td>4,6</td></tr>
<tr><td>Venituri totale, în prețuri constante 2021 (mil. lei)</td><td>34.933,20</td><td>33.558,62</td><td>31.518,02</td><td>33.635,27</td><td>36.002,47</td><td>35.546,37</td></tr>
<tr><td>Creștere reală anuală, ajustată la inflație (%)</td><td>—</td><td>-3,9%</td><td>-6,1%</td><td>6,7%</td><td>7,0%</td><td>-1,3%</td></tr>
<tr><td>IPC ianuarie-iunie, aceeași perioadă a anului precedent=100</td><td>—</td><td>124,27</td><td>120,16</td><td>103,89</td><td>108,38</td><td>105,97</td></tr>
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<p>Notă metodologică: valorile reale au fost obținute prin deflatarea veniturilor nominale cu un indice cumulativ al prețurilor de consum, construit prin înlănțuirea indicilor IPC pentru perioada ianuarie-iunie (aceeași perioadă a anului precedent=100) din 2022 până în 2026, cu anul 2021 drept bază (=100).</p>
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alt="Fig. 1. Veniturile BPN, ianuarie–iunie 2021–2026 — valori nominale vs. valori ajustate la inflație">
<figcaption><em>Fig. 1. Veniturile BPN, ianuarie–iunie 2021–2026 — valori nominale vs. valori ajustate la inflație (prețuri constante 2021)</em></figcaption>
</div>
<p>Se observă că, în termeni reali, volumul veniturilor colectate în primul semestru 2026 (35 546,4 mil. lei în prețuri 2021) rămâne apropiat de nivelul înregistrat în 2021 (34 933,2 mil. lei) și inferior celui din 2025 (36 002,5 mil. lei), în pofida faptului că valoarea nominală a crescut continuu în fiecare an al intervalului analizat. Cu alte cuvinte, o parte semnificativă din creșterea nominală a veniturilor din 2026 reflectă majorarea prețurilor, nu o extindere reală a bazei de venituri publice.</p>
<div class="fig">
<img 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alt="Fig. 2. Ritmul de creștere a veniturilor BPN, ian.–iun. — nominal vs. real">
<figcaption><em>Fig. 2. Ritmul de creștere a veniturilor BPN, ian.–iun. — nominal vs. real (%, față de aceeași perioadă a anului precedent)</em></figcaption>
</div>
<p>Graficul evidențiază trei episoade distincte: (i) 2022–2023 — creștere nominală puternică (+19,4%, respectiv +12,9%), dar contracție reală susținută (-3,9%, respectiv -6,1%), pe fondul șocului inflaționist post-pandemic și energetic, care s-a resimțit cu întârziere și în prima jumătate a anului 2023; (ii) 2024–2025 — perioadă de creștere reală solidă (+6,7%, respectiv +7,0%), pe fondul dezinflației și al unei colectări robuste; (iii) 2026 — revenire la o creștere reală negativă (-1,3%), în condițiile în care creșterea nominală de 4,6% a fost cea mai scăzută din serie, sub nivelul inflației de aproximativ 6,0%.</p>
<h1>Structura veniturilor pe surse, 2021–2026</h1>
<p>Structura veniturilor BPN pe principalele patru componente — impozite și taxe, contribuții și prime de asigurări obligatorii, granturi primite și alte venituri — a rămas relativ stabilă pe parcursul intervalului analizat, cu impozitele și taxele drept sursă dominantă (59–66% din total) și contribuțiile sociale pe locul secund (28–32% din total).</p>
<div class="infodebit-table-wrap">
<table class="infodebit-table">
<thead>
<tr>
<th>Sursă de venit</th><th>2021</th><th>2022</th><th>2023</th><th>2024</th><th>2025</th><th>2026</th><th>Pondere 2026 (%)</th>
</tr>
</thead>
<tbody>
<tr><td>Impozite și taxe</td><td>22 585,7</td><td>27 367,9</td><td>30 009,7</td><td>32 562,1</td><td>35 766,8</td><td>39 218,3</td><td>61,9</td></tr>
<tr class="subrow"><td>din care TVA</td><td>11 340,1</td><td>13 375,3</td><td>14 031,2</td><td>15 574,6</td><td>17 507,1</td><td>19 081,9</td><td>30,1</td></tr>
<tr class="subrow"><td>din care accize</td><td>3 260,8</td><td>3 519,3</td><td>4 210,4</td><td>5 163,6</td><td>5 435,0</td><td>5 830,5</td><td>9,2</td></tr>
<tr><td>Contribuții și prime de asigurări obligatorii</td><td>10 471,5</td><td>11 884,5</td><td>13 945,3</td><td>16 273,7</td><td>18 460,8</td><td>20 280,9</td><td>32,0</td></tr>
<tr><td>Granturi primite</td><td>282,5</td><td>237,0</td><td>832,1</td><td>573,6</td><td>2 831,8</td><td>413,3</td><td>0,7</td></tr>
<tr><td>Alte venituri</td><td>1 593,5</td><td>2 213,9</td><td>2 276,5</td><td>2 769,5</td><td>3 472,1</td><td>3 420,1</td><td>5,4</td></tr>
<tr class="total-row"><td>Total venituri</td><td>34 933,2</td><td>41 703,3</td><td>47 063,6</td><td>52 178,9</td><td>60 531,5</td><td>63 332,6</td><td>100,0</td></tr>
</tbody>
</table>
</div>
<div class="fig">
<img 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" alt="Fig. 3. Structura veniturilor BPN după sursă, ianuarie–iunie 2021–2026">
<figcaption><em>Fig. 3. Structura veniturilor BPN după sursă, ianuarie–iunie 2021–2026 (% din total)</em></figcaption>
</div>
<h2>Impozite și taxe</h2>
<p>Impozitele și taxele au totalizat 39 218,3 mil. lei în primul semestru 2026, în creștere nominală de 9,7% față de perioada similară din 2025 (35 766,8 mil. lei) — un ritm superior celui al veniturilor totale (4,6%), ceea ce a permis ponderii acestei componente în total venituri să crească ușor, de la 59,1% în 2025 la 61,9% în 2026. În cadrul acestei categorii, TVA rămâne principala sursă (19 081,9 mil. lei, +9,0% față de 2025), urmată de accize (5 830,5 mil. lei, +7,3%). Veniturile fiscale cresc în termeni reali pentru perioada raportată pe durata ultimilor 3 ani consecutivi, după scăderea bruscă a acestora în anii 2022 și 2023. Totuși, ajustat la inflație, veniturile fiscale din anul curent sunt inferioare mărimii înregistrate în 2021 cu 2,5%.</p>
<h2>Granturi primite</h2>
<p>Granturile primite s-au redus drastic, de la 2 831,8 mil. lei în primul semestru 2025 la 413,3 mil. lei în 2026 (-85,4%), readucând ponderea acestei surse la 0,7% din total venituri, apropiată de nivelurile obișnuite ale intervalului 2021–2024 (0,6–1,8%). Nivelul excepțional din 2025 (4,7% din total) s-a datorat unui volum ridicat de granturi de la organizații internaționale (2 817,8 mil. lei), care nu s-a repetat în 2026.</p>
<h1>Concluzii</h1>
<ul>
<li>Creșterea nominală a veniturilor BPN în primul semestru 2026 (+4,6%) a fost cea mai scăzută din ultimii cinci ani și, ajustată la inflație, s-a tradus într-o contracție reală de circa 1,3% față de aceeași perioadă a anului 2025.</li>
<li>În termeni reali, volumul veniturilor colectate în ian.–iun. 2026 se situează sub nivelul din 2025 și este comparabil cu cel din 2021, indicând o stagnare a bazei reale de venituri publice după doi ani de creștere reală susținută (2024–2025), care au urmat contracției reale din 2022–2023.</li>
<li>Impozitele și taxele, respectiv contribuțiile sociale — cele două componente cu pondere majoritară în total venituri — au fost singurele surse cu creștere nominală superioară ritmului inflației (9,7%, respectiv 9,9%, față de un IPC de 6%), fiind principalul motor al colectării în 2026.</li>
<li>Scăderea abruptă a granturilor primite (-85,4%) explică o parte semnificativă a decelerării creșterii veniturilor totale, acest post revenind la un nivel apropiat de media multianuală după un an 2025 atipic.</li>
<li>Evoluția sugerează necesitatea monitorizării atente a colectării impozitelor și contribuțiilor în a doua jumătate a anului 2026, dat fiind că acestea sunt cu 2,5% mai mici față de 2021 în termeni reali și susțin în prezent aproape în întregime creșterea reală a veniturilor BPN.</li>
</ul>
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