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    <div style="header">
      <div id="rId26" style="first"/>
      <div id="rId22" style="even">Conclusioni dell’avv. gen. Ćapeta – Cause riunite C‑71/23 P e C‑82/23 P</div>
      <div id="rId23" style="default">Francia / CWS Powder Coatings e a.</div>
    </div>
    <p class="C36Centre" id="para-1" title="page-1">
      CONCLUSIONI DELL’AVVOCATA GENERALE
    </p>
    <p class="C36Centre" id="para-2" title="page-1">
      TAMARA ĆAPETA
    </p>
    <p class="C36Centre" id="para-3" title="page-1">
      presentate il 6 febbraio 2025  (<span class="note footnote notemarker">
<a id="c-1" href="#t-1">1</a>
</span>)
      
    </p>
    <p class="C38Centregrasgrandespacement" id="para-4" title="page-1">
      Cause riunite C‑71/23 P e C‑82/23 P
    </p>
    <p class="C37Centregras" id="para-5" title="page-1">
      Repubblica francese
    </p>
    <p class="C37Centregras" id="para-6" title="page-1">
      contro
    </p>
    <p class="C37Centregras" id="para-7" title="page-1">
      Commissione europea,
    </p>
    <p class="C37Centregras" id="para-8" title="page-1">
      CWS Powder Coatings GmbH,
    </p>
    <p class="C37Centregras" id="para-9" title="page-1">
      Billions Europe Ltd,
    </p>
    <p class="C37Centregras" id="para-10" title="page-1">
      Cinkarna Metalurško-kemična Industrija Celje d.d. (Cinkarna Celje d.d.),
    </p>
    <p class="C37Centregras" id="para-11" title="page-1">
      Evonik Operations GmbH,
    </p>
    <p class="C37Centregras" id="para-12" title="page-1">
      Kronos Titan GmbH,
    </p>
    <p class="C37Centregras" id="para-13" title="page-1">
      Precheza a.s.,
    </p>
    <p class="C37Centregras" id="para-14" title="page-1">
      Tayca Corp.,
    </p>
    <p class="C37Centregras" id="para-15" title="page-1">
      Tronox Pigments (Holland) BV,
    </p>
    <p class="C37Centregras" id="para-16" title="page-1">
      Venator Germany GmbH,
    </p>
    <p class="C37Centregras" id="para-17" title="page-1">
      Brillux GmbH &amp; Co. KG,
    </p>
    <p class="C37Centregras" id="para-18" title="page-1">
      Daw SE (C‑71/23 P)
    </p>
    <p class="C37Centregras" id="para-19" title="page-1">
      e
    </p>
    <p class="C37Centregras" id="para-20" title="page-1">
      Commissione europea
    </p>
    <p class="C37Centregras" id="para-21" title="page-1">
      contro
    </p>
    <p class="C37Centregras" id="para-22" title="page-1">
      CWS Powder Coatings GmbH,
    </p>
    <p class="C37Centregras" id="para-23" title="page-1">
      Billions Europe Ltd,
    </p>
    <p class="C37Centregras" id="para-24" title="page-1">
      Cinkarna Metalurško-kemična Industrija Celje d.d. (Cinkarna Celje d.d.),
    </p>
    <p class="C37Centregras" id="para-25" title="page-1">
      Evonik Operations GmbH,
    </p>
    <p class="C37Centregras" id="para-26" title="page-1">
      Kronos Titan GmbH,
    </p>
    <p class="C37Centregras" id="para-27" title="page-1">
      Precheza a.s.,
    </p>
    <p class="C37Centregras" id="para-28" title="page-1">
      Tayca Corp.,
    </p>
    <p class="C37Centregras" id="para-29" title="page-1">
      Tronox Pigments (Holland) BV,
    </p>
    <p class="C37Centregras" id="para-30" title="page-1">
      Venator Germany GmbH,
    </p>
    <p class="C37Centregras" id="para-31" title="page-1">
      Brillux GmbH &amp; Co. KG,
    </p>
    <p class="C37Centregras" id="para-32" title="page-1">
      Daw SE (C‑82/23 P)
    </p>
    <p class="C71Indicateur" id="para-33" title="page-1">
      «Impugnazione – Protezione della salute umana – Regolamento (CE) n. 1272/2008 – Classificazione, etichettatura e imballaggio delle sostanze e delle miscele – Regolamento delegato (UE) 2020/217 – Classificazione del biossido di titanio come cancerogeno di categoria 2 per inalazione – Criteri di classificazione di una sostanza come cancerogena – Intensità del controllo giurisdizionale nelle questioni scientifiche – Nozione di “proprietà intrinseche”» 
    </p>
    <p class="C02AlineaAltA" id="para-34" title="page-2">
      
        <br/>
      
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
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<tr>
<td valign="top">
<p class="count">I.</p>
</td>
<td valign="top">
<p class="normal">Introduzione</p>
</td>
</tr>
</table>
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<tr>
<td valign="top">
<p class="count">1.</p>
</td>
<td valign="top">
<p class="normal">La legge e la scienza hanno una cosa in comune: il più delle volte sono incerte  (<span class="note footnote notemarker">
<a id="c-2" href="#t-2">2</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">2.</p>
</td>
<td valign="top">
<p class="normal">I giudici, benché abilitati e formati per affrontare l’indeterminatezza giuridica, non sono scienziati e non dispongono quindi degli strumenti per decidere sull’utilizzabilità di risultati scientifici contraddittori o semplicemente inconcludenti.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">3.</p>
</td>
<td valign="top">
<p class="normal">Una serie di atti dell’Unione, tra cui il regolamento (CE) n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-3" href="#t-3">3</a>
</span>), che è in discussione nel caso di specie, autorizza le agenzie dell’Unione e la Commissione europea ad adottare decisioni basate su valutazioni scientifiche.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
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<p class="count">4.</p>
</td>
<td valign="top">
<p class="normal">Cosa devono fare i giudici quando una decisione amministrativa basata su prove scientifiche inconcludenti diventa oggetto di una controversia legale? Come possono i giudici riesaminare una siffatta decisione – compito loro spettante in un sistema basato sullo Stato di diritto – senza interferire, allo stesso tempo, con il potere di valutazione attribuito all’amministrazione per decidere sull’indeterminatezza scientifica? Non è la prima volta che tali questioni vengono sottoposte ai giudici dell’Unione.</p>
</td>
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<p class="count">5.</p>
</td>
<td valign="top">
<p class="normal">In discussione nel caso di specie è la sentenza CWS Powder Coatings e a./Commissione  (<span class="note footnote notemarker">
<a id="c-4" href="#t-4">4</a>
</span>), nella quale il Tribunale ha annullato la decisione della Commissione di classificare il biossido di titanio come sospettato di essere cancerogeno per l’uomo.</p>
</td>
</tr>
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<p class="count">6.</p>
</td>
<td valign="top">
<p class="normal">Il governo francese e la Commissione hanno impugnato entrambi detta sentenza. In sostanza, le loro impugnazioni vertono su due questioni. In primo luogo, se il Tribunale abbia ecceduto i limiti del controllo giurisdizionale consentito in merito a una decisione della Commissione. In secondo luogo, se il Tribunale sia incorso in un errore nell’attribuire un’interpretazione restrittiva alla nozione di «proprietà intrinseche», quale figura nel regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-5" href="#t-5">5</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
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<td valign="top">
<p class="count">II.</p>
</td>
<td valign="top">
<p class="normal">Fatti all’origine della controversia</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
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<td valign="top">
<p class="count">A.</p>
</td>
<td valign="top">
<p class="normal">Osservazioni preliminari sulla procedura di classificazione</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
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<td valign="top">
<p class="count">7.</p>
</td>
<td valign="top">
<p class="normal">Il regolamento n. 1272/2008 stabilisce le regole per la classificazione, l’etichettatura e l’imballaggio delle sostanze e delle miscele immesse sul mercato dell’Unione. Il suo scopo è di garantire un elevato livello di protezione della salute dell’uomo e dell’ambiente e la libera circolazione delle sostanze, delle miscele e degli articoli  (<span class="note footnote notemarker">
<a id="c-6" href="#t-6">6</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
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<td valign="top">
<p class="count">8.</p>
</td>
<td valign="top">
<p class="normal">Al fine di garantire tali obiettivi, il regolamento n. 1272/2008 prevede che, per alcuni pericoli, compresi gli agenti cancerogeni, la classificazione e l’etichettatura delle sostanze e delle miscele siano armonizzate a livello dell’Unione  (<span class="note footnote notemarker">
<a id="c-7" href="#t-7">7</a>
</span>). Il testo stabilisce quindi una procedura per l’adozione di una armonizzazione della classificazione e dell’etichettatura di tali sostanze e miscele (in prosieguo: la «procedura di classificazione»).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
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<td valign="top">
<p class="count">9.</p>
</td>
<td valign="top">
<p class="normal">In sintesi, tale procedura prevede che sia presentata una proposta da parte dell’autorità competente di uno Stato membro o di un fabbricante, importatore o utilizzatore a valle di una sostanza  (<span class="note footnote notemarker">
<a id="c-8" href="#t-8">8</a>
</span>). Il Comitato per la valutazione dei rischi (in prosieguo: il «RAC») dell’Agenzia europea per le sostanze chimiche (in prosieguo: l’«ECHA») adotta quindi un parere sulla proposta entro 18 mesi dal ricevimento della stessa e dà modo alle parti di presentare osservazioni su tale parere  (<span class="note footnote notemarker">
<a id="c-9" href="#t-9">9</a>
</span>). L’ECHA trasmette poi il parere del RAC e i relativi commenti alla Commissione per la decisione. Qualora la Commissione ritenga opportuna l’armonizzazione della classificazione e dell’etichettatura della sostanza interessata, può modificare il regolamento n. 1272/2008 per «adeguar[lo] al progresso tecnico e scientifico»  (<span class="note footnote notemarker">
<a id="c-10" href="#t-10">10</a>
</span>). Tale adeguamento assume la forma di un regolamento.</p>
</td>
</tr>
</table>
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<p class="count">10.</p>
</td>
<td valign="top">
<p class="normal">Il RAC formula la sua proposta di classificazione esaminando le informazioni identificate dai produttori, dagli importatori e dagli utilizzatori a valle sui rischi fisici, sanitari o ambientali di una determinata sostanza, per stabilire se siano adeguate, attendibili e scientificamente valide  (<span class="note footnote notemarker">
<a id="c-11" href="#t-11">11</a>
</span>). Tali informazioni vengono poi valutate applicandovi i criteri di classificazione stabiliti dal regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-12" href="#t-12">12</a>
</span>).</p>
</td>
</tr>
</table>
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<p class="count">11.</p>
</td>
<td valign="top">
<p class="normal">I criteri pertinenti per determinare la cancerogenicità di una sostanza sono contenuti nella sezione 3.6 dell’allegato I del regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-13" href="#t-13">13</a>
</span>).</p>
</td>
</tr>
</table>
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<p class="count">12.</p>
</td>
<td valign="top">
<p class="normal">È definita «cancerogena», in tale disposizione, «una sostanza o una miscela di sostanze che causa il cancro o ne aumenta l’incidenza. Le sostanze che hanno causato l’insorgenza di tumori benigni o maligni nel corso di studi sperimentali correttamente eseguiti su animali sono anche considerate cancerogene presunte o sospette per l’uomo, a meno che non sia chiaramente dimostrato che il meccanismo della formazione del tumore non è rilevante per l’uomo»  (<span class="note footnote notemarker">
<a id="c-14" href="#t-14">14</a>
</span>).</p>
</td>
</tr>
</table>
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<p class="count">13.</p>
</td>
<td valign="top">
<p class="normal">La classificazione di una sostanza come cancerogena implica due operazioni tra loro collegate: la valutazione della forza probante dei dati e l’esame di tutte le altre informazioni utili  (<span class="note footnote notemarker">
<a id="c-15" href="#t-15">15</a>
</span>).</p>
</td>
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<p class="count">14.</p>
</td>
<td valign="top">
<p class="normal">Su tale base, le sostanze cancerogene possono essere classificate in una delle due categorie, come raffigurato nella tabella 3.6.1 dell’allegato I del regolamento n. 1272/2008:</p>
</td>
</tr>
</table>
    <p class="C02AlineaAltA" id="para-52" title="page-6">
      
        <img alt="image1.bin" 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"/>
      
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">15.</p>
</td>
<td valign="top">
<p class="normal">Il biossido di titanio, la sostanza di cui trattasi nel caso di specie, è stato classificato come sostanza cancerogena di categoria 2.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">16.</p>
</td>
<td valign="top">
<p class="normal">La classificazione in tale categoria avviene se vi è solo il sospetto, derivante da studi sull’uomo e/o sugli animali, che una sostanza o una miscela possa potenzialmente provocare il cancro negli esseri umani, ma le prove non sono sufficientemente convincenti per collocare tale sostanza nella categoria 1. Al contrario, la classificazione nella categoria 1 richiede che sia noto che una sostanza può provocare il cancro, sulla base di prove di causalità ottenute da studi sull’uomo tra l’esposizione a tale sostanza e lo sviluppo del cancro (categoria 1A) o che si presuma che la sostanza sia potenzialmente cancerogena per l’uomo, sulla base di studi sugli animali con prove sufficienti di effetti cancerogeni per gli animali (categoria 1B).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">17.</p>
</td>
<td valign="top">
<p class="normal">Che siano di grado sufficiente o limitato, le prove sulla base delle quali viene determinata la classificazione devono provenire da «studi ottenuti con metodi affidabili e accettabili»  (<span class="note footnote notemarker">
<a id="c-16" href="#t-16">16</a>
</span>). Il primo punto principale delle presenti impugnazioni riguarda la questione se uno studio utilizzato per affermare la cancerogenicità della sostanza di cui trattasi – il biossido di titanio – sia stato correttamente considerato «affidabile» in tale esercizio di classificazione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">18.</p>
</td>
<td valign="top">
<p class="normal">A parte gli studi sull’uomo e sugli animali, per stabilire la probabilità che una sostanza rappresenti un pericolo cancerogeno per l’uomo è necessario prendere in considerazione altri fattori, indicati ai punti da 3.6.2.2.4. a 3.6.2.2.6. dell’allegato I del regolamento n. 1272/2008. Alcuni dei fattori aggiuntivi enumerati includono le «vie d’esposizione»  (<span class="note footnote notemarker">
<a id="c-17" href="#t-17">17</a>
</span>) e il «modo d’azione e la sua pertinenza per l’uomo»  (<span class="note footnote notemarker">
<a id="c-18" href="#t-18">18</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">19.</p>
</td>
<td valign="top">
<p class="normal">Quando i criteri di classificazione non possono essere applicati direttamente a causa dell’incertezza delle informazioni scientifiche ottenute, l’articolo 9, paragrafo 3, del regolamento n. 1272/2008 e il punto 1.1.1.3 dell’allegato I del medesimo regolamento richiedono una valutazione basata sull’approccio della «forza probante». Tale valutazione richiede un parere di esperti, in cui «siano prese in considerazione congiuntamente tutte le informazioni disponibili riguardanti la determinazione del pericolo»  (<span class="note footnote notemarker">
<a id="c-19" href="#t-19">19</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">20.</p>
</td>
<td valign="top">
<p class="normal">Nel corso di tale processo, «alla qualità e alla coerenza dei dati è attribuita la dovuta importanza. (...) I risultati, negativi e positivi, sono valutati complessivamente per determinare la forza probante dei dati»  (<span class="note footnote notemarker">
<a id="c-20" href="#t-20">20</a>
</span>). </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">21.</p>
</td>
<td valign="top">
<p class="normal">Infine, conformemente al punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008, la classificazione di una sostanza come cancerogena si applica alle sostanze dotate delle «proprietà intrinseche» di provocare il cancro. Il secondo punto principale controverso nelle presenti impugnazioni riguarda l’interpretazione di tale nozione – ossia le «proprietà intrinseche» di una sostanza – che è priva di qualsivoglia definizione o approfondimento nel regolamento n. 1272/2008.</p>
</td>
</tr>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">B.</p>
</td>
<td valign="top">
<p class="normal">Procedura di classificazione nel caso di specie e suoi effetti </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">22.</p>
</td>
<td valign="top">
<p class="normal">Nel maggio 2016, l’Agence nationale de sécurité sanitaire de l’alimentation, de l’environnement et du travail [Agenzia nazionale per l’alimentazione, l’ambiente, la salute e la sicurezza sul lavoro (ANSES), Francia] (in prosieguo: l’«autorità francese competente») ha presentato all’ECHA un dossier in cui si proponeva la classificazione e l’etichettatura armonizzate del biossido di titanio come cancerogeno di categoria 1B per inalazione (Carc. 1B, H350i)  (<span class="note footnote notemarker">
<a id="c-21" href="#t-21">21</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">23.</p>
</td>
<td valign="top">
<p class="normal">La sostanza di cui trattasi nel caso di specie, il biossido di titanio, è una sostanza chimica inorganica con formula molecolare TiO2.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">24.</p>
</td>
<td valign="top">
<p class="normal">Figura in elenco con il numero CE 236‑675‑5  (<span class="note footnote notemarker">
<a id="c-22" href="#t-22">22</a>
</span>) e si presenta in diverse dimensioni, con particelle micrometriche e nanometriche.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">25.</p>
</td>
<td valign="top">
<p class="normal">Grazie alle sue proprietà di assorbimento dei raggi ultravioletti, il biossido di titanio è utilizzato in polvere in vari prodotti, soprattutto come pigmento per conferire bianchezza e opacità.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">26.</p>
</td>
<td valign="top">
<p class="normal">Il biossido di titanio è pertanto utilizzato in pitture, materiali di rivestimento, vernici, plastica, carta laminata, prodotti cosmetici (compresi dentifrici e creme solari), prodotti medicinali e giocattoli  (<span class="note footnote notemarker">
<a id="c-23" href="#t-23">23</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">27.</p>
</td>
<td valign="top">
<p class="normal">L’autorità francese competente ha basato la sua proposta di classificazione principalmente su quattro studi sull’inalazione. Di tali studi, due hanno mostrato lo sviluppo di tumori in seguito all’esposizione al biossido di titanio [gli studi «Lee» (1985) e «Heinrich» (1995)], mentre gli altri due non hanno mostrato alcuno sviluppo di tumori [gli studi «Muhle» (1989) e «Thyssen» (1978)]  (<span class="note footnote notemarker">
<a id="c-24" href="#t-24">24</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">28.</p>
</td>
<td valign="top">
<p class="normal">A seguito di consultazioni, l’ECHA ha sottoposto la questione al RAC. Il 14 settembre 2017 il RAC ha adottato un parere unanime sulla classificazione del biossido di titanio come cancerogeno di categoria 2 per inalazione (in prosieguo: il «parere del RAC  (<span class="note footnote notemarker">
<a id="c-25" href="#t-25">25</a>
</span>)»).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">29.</p>
</td>
<td valign="top">
<p class="normal">La conclusione così raggiunta si basa sull’approccio della forza probante, ed è caratterizzata da due conclusioni diverse.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">30.</p>
</td>
<td valign="top">
<p class="normal">Da un lato, il RAC ha concluso che non esistono prove sufficienti basate su studi sull’uomo o sugli animali a sostegno della classificazione del biossido di titanio come cancerogeno di categoria 1A o 1B. In altri termini, esso ha ritenuto che non vi siano prove sufficienti che il biossido di titanio costituisca un agente cancerogeno «noto» o «presunto».</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">31.</p>
</td>
<td valign="top">
<p class="normal">Dall’altro lato, il RAC ha ritenuto che vi fossero prove sufficienti a sostegno della classificazione come cancerogeno di categoria 2, in ragione, tra l’altro, dei seguenti elementi: 1) i dati di tossicità, compresi gli studi Lee e Heinrich citati al paragrafo 27 delle presenti conclusioni  (<span class="note footnote notemarker">
<a id="c-26" href="#t-26">26</a>
</span>); 2) il «meccanismo di azione» nei ratti  (<span class="note footnote notemarker">
<a id="c-27" href="#t-27">27</a>
</span>); 3) gli studi relativi alle «differenze interspecie»  (<span class="note footnote notemarker">
<a id="c-28" href="#t-28">28</a>
</span>); 4) le prove derivanti da studi su altre particelle poco solubili a basso grado di tossicità  (<span class="note footnote notemarker">
<a id="c-29" href="#t-29">29</a>
</span>); 5) la conclusione di un gruppo di lavoro dell’International Agency for Research on Cancer (Agenzia internazionale per la ricerca sul cancro), secondo cui esistevano «prove sufficienti» che il biossido di titanio è cancerogeno negli animali da laboratorio  (<span class="note footnote notemarker">
<a id="c-30" href="#t-30">30</a>
</span>); e 6) i dati epidemiologici umani  (<span class="note footnote notemarker">
<a id="c-31" href="#t-31">31</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">32.</p>
</td>
<td valign="top">
<p class="normal">Sulla base del parere del RAC, la Commissione ha elaborato un progetto di regolamento relativo alla classificazione e all’etichettatura armonizzate, in particolare del biossido di titanio, che è stato sottoposto a consultazione pubblica nel periodo compreso tra l’11 gennaio e l’8 febbraio 2019.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">33.</p>
</td>
<td valign="top">
<p class="normal">Il 18 febbraio 2020 è stato pubblicato il regolamento delegato (UE) 2020/217 della Commissione  (<span class="note footnote notemarker">
<a id="c-32" href="#t-32">32</a>
</span>) (in prosieguo: il «regolamento impugnato»).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">34.</p>
</td>
<td valign="top">
<p class="normal">Il regolamento impugnato apporta le modifiche necessarie al regolamento n. 1272/2008 al fine di riflettere la classificazione del biossido di titanio che ne deriva  (<span class="note footnote notemarker">
<a id="c-33" href="#t-33">33</a>
</span>). Nella tabella dell’allegato VI, con numero della sostanza 022-006-00-2, viene introdotta la classificazione armonizzata del biossido di titanio «in polvere contenente ≥ 1% di particelle con diametro aerodinamico ≤ 10 μm» come cancerogeno di categoria 2, con il codice di indicazioni di pericolo «H351 (inalazione)»  (<span class="note footnote notemarker">
<a id="c-34" href="#t-34">34</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">35.</p>
</td>
<td valign="top">
<p class="normal">Al considerando 5, il regolamento impugnato spiega che «[n]el parere scientifico del 14 settembre 2017 sulla sostanza biossido di titanio, il RAC ha proposto di classificare tale sostanza come cancerogena di categoria 2 per inalazione. Dato che la cancerogenicità polmonare indotta dal biossido di titanio è associata all’inalazione di particelle di biossido di titanio respirabili, alla ritenzione e alla scarsa solubilità delle particelle nei polmoni, nella voce relativa al biossido di titanio è opportuno includere la definizione delle particelle di biossido di titanio respirabili. Si ritiene che le particelle depositate, ma non i soluti di biossido di titanio, siano responsabili della tossicità osservata nei polmoni e del successivo sviluppo tumorale. Al fine di evitare la classificazione ingiustificata di forme non pericolose della sostanza, è opportuno stilare note specifiche per la classificazione ed etichettatura della sostanza e delle miscele che la contengono. Inoltre, poiché in caso di uso di miscele contenenti biossido di titanio si potrebbero formare polveri o goccioline pericolose, è necessario informare gli utilizzatori in merito alle misure di precauzione da adottare per ridurre al minimo il rischio per la salute umana».</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">36.</p>
</td>
<td valign="top">
<p class="normal">Tra le note che accompagnano la classificazione del regolamento impugnato è presente la nota W. Tale nota stabilisce che:</p>
</td>
</tr>
</table>
    <p class="C02AlineaAltA" id="para-76" title="page-10">
      «È stato osservato che il pericolo di cancerogenicità della sostanza sorge quando il quantitativo di polveri respirabili inalato è tale da compromettere in misura significativa i meccanismi polmonari di espulsione delle particelle. 
    </p>
    <p class="C02AlineaAltA" id="para-77" title="page-10">
      La presente nota mira a descrivere la particolare tossicità della sostanza e non costituisce un criterio di classificazione a norma del presente regolamento»  (<span class="note footnote notemarker">
<a id="c-35" href="#t-35">35</a>
</span>).
    </p>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">37.</p>
</td>
<td valign="top">
<p class="normal">A causa delle modifiche apportate dal regolamento impugnato, e ai sensi dell’articolo 4, paragrafo 10, del regolamento n. 1272/2008, il biossido di titanio e le miscele contenenti biossido di titanio «sono immesse sul mercato solo se rispettano il presente regolamento». Ciò significa che anche i prodotti contenenti biossido di titanio devono essere muniti di determinate frasi di avvertimento ed etichette, nonché, ove necessario, di una scheda di sicurezza di accompagnamento  (<span class="note footnote notemarker">
<a id="c-36" href="#t-36">36</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">38.</p>
</td>
<td valign="top">
<p class="normal">La classificazione di una sostanza come «cancerogena» ha effetti anche al di fuori del quadro stabilito dal regolamento n. 1272/2008.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">39.</p>
</td>
<td valign="top">
<p class="normal">Come spiegano i ricorrenti in primo grado nella causa T‑279/20 e nella causa T‑288/20, tale classificazione comporta, tra gli altri effetti, il divieto di utilizzare il biossido di titanio nella produzione di prodotti cosmetici e giocattoli  (<span class="note footnote notemarker">
<a id="c-37" href="#t-37">37</a>
</span>), la classificazione di tale sostanza come rifiuto pericoloso e i relativi obblighi nella gestione  (<span class="note footnote notemarker">
<a id="c-38" href="#t-38">38</a>
</span>), nonché la possibile esclusione dall’uso di alcune etichette informative per i consumatori, come il marchio di qualità ecologica dell’Unione europea (Ecolabel UE)  (<span class="note footnote notemarker">
<a id="c-39" href="#t-39">39</a>
</span>). </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">40.</p>
</td>
<td valign="top">
<p class="normal">Allo stesso tempo, una classificazione di categoria 2 non comporta necessariamente un divieto assoluto di utilizzo di una sostanza. Ad esempio, sia il regolamento n. 1223/2009 sia la direttiva 2009/48 prevedono una procedura per dichiarare sicura per l’utilizzo una sostanza elencata come cancerogena, mutagena o tossica per la riproduzione ai sensi del regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-40" href="#t-40">40</a>
</span>). Tali procedure sono state utilizzata rispettivamente per adottare un regolamento che consente di continuare a utilizzare il biossido di titanio nei prodotti cosmetici  (<span class="note footnote notemarker">
<a id="c-41" href="#t-41">41</a>
</span>) e per confermare, mediante una relazione, l’assenza o la trascurabilità dei rischi per i bambini derivanti dall’uso del biossido di titanio nei giocattoli  (<span class="note footnote notemarker">
<a id="c-42" href="#t-42">42</a>
</span>). Al momento in cui scriviamo, una proposta di regolamento sulla sicurezza dei giocattoli che dichiarerebbe sicuri alcuni usi del biossido di titanio è in fase di negoziazione da parte dei colegislatori  (<span class="note footnote notemarker">
<a id="c-43" href="#t-43">43</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">C.</p>
</td>
<td valign="top">
<p class="normal">Sentenza impugnata</p>
</td>
</tr>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">41.</p>
</td>
<td valign="top">
<p class="normal">Il 13 maggio 2020, le società CWS Powder Coatings GmbH (nella causa T‑279/20), Billions Europe Ltd, Cinkarna Metalurško-kemična Industrija Celje d.d., Evonik Operations GmBH, Kronos Titan GmbH, Precheza a.s., Tayca Corporation, Tronox Pigments (Holland) B.V., Venator Germany GmbH (nella causa T‑283/20), Brillux GmbH &amp; Co. KG e DAW SE (nella causa T‑288/20), tutte in qualità di fornitori o utilizzatori a valle del biossido di titanio sul mercato dell’Unione (in prosieguo, collettivamente: i «ricorrenti in primo grado») hanno presentato ricorso chiedendo l’annullamento del regolamento impugnato  (<span class="note footnote notemarker">
<a id="c-44" href="#t-44">44</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">42.</p>
</td>
<td valign="top">
<p class="normal">Il 23 novembre 2022, il Tribunale ha emesso la sentenza impugnata, con la quale ha annullato il regolamento impugnato, sulla base di due motivi: 1) mancata considerazione da parte del RAC delle possibili differenze nella densità delle particelle in uno degli studi (studio Heinrich) utilizzati per dimostrare lo sviluppo di tumori in seguito all’esposizione al biossido di titanio e 2) interpretazione errata della nozione di «proprietà intrinseche», come utilizzata nel regolamento n. 1272/2008, per concludere che il biossido di titanio presenta la «proprietà intrinseca» di provocare il cancro.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">1.</p>
</td>
<td valign="top">
<p class="normal">Primo motivo di annullamento: densità delle particelle di biossido di titanio </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">43.</p>
</td>
<td valign="top">
<p class="normal">Il primo motivo di annullamento riguardava essenzialmente la mancata considerazione, nel parere del RAC, di una possibile differenza di densità delle particelle di biossido di titanio, tra particelle di grandezza micrometrica e particelle di grandezza nanometrica, nel calcolare cosa costituisca inalazione di una dose massima tollerata di particelle di biossido di titanio da parte dei ratti  (<span class="note footnote notemarker">
<a id="c-45" href="#t-45">45</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">44.</p>
</td>
<td valign="top">
<p class="normal">Tale argomento di discussione deriva dal tentativo del RAC di rispondere alle critiche mosse allo studio Lee, secondo cui il livello di esposizione sperimentale in quello studio «superava chiaramente» la dose massima tollerata  (<span class="note footnote notemarker">
<a id="c-46" href="#t-46">46</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">45.</p>
</td>
<td valign="top">
<p class="normal">L’esposizione superiore alla dose massima tollerata di una sostanza chimica è importante perché tale dose può causare effetti «che possono portare allo sviluppo di un tumore come conseguenza secondaria non correlata al potenziale intrinseco della sostanza stessa di causare tumori a dosi inferiori meno tossiche»  (<span class="note footnote notemarker">
<a id="c-47" href="#t-47">47</a>
</span>). Pertanto, se si può concludere che uno studio ha superato la dose massima tollerata, tale studio non può essere affidabile per concludere che la sostanza in esame possiede le proprietà intrinseche di un agente cancerogeno.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">46.</p>
</td>
<td valign="top">
<p class="normal">Per valutare se la dose massima tollerata è stata superata negli studi Heinrich e Lee, il RAC ha utilizzato il calcolo di sovraccarico proposto da «Morrow» (in due studi del 1988 e del 1992) (in prosieguo: il «calcolo di sovraccarico di Morrow»)  (<span class="note footnote notemarker">
<a id="c-48" href="#t-48">48</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">47.</p>
</td>
<td valign="top">
<p class="normal">Sebbene non sia necessario discutere i dettagli di tale analisi, è importante che il parere del RAC abbia rilevato che le dosi di esposizione e, quindi, il sovraccarico polmonare dello studio Lee erano eccessivi  (<span class="note footnote notemarker">
<a id="c-49" href="#t-49">49</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">48.</p>
</td>
<td valign="top">
<p class="normal">Per quanto riguarda lo studio Heinrich, tuttavia, il parere del RAC non è giunto a tale conclusione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">49.</p>
</td>
<td valign="top">
<p class="normal">La censura del Tribunale al regolamento impugnato e, di conseguenza, al parere del RAC, riguardava la conclusione di detto comitato circa la pertinenza dello studio Heinrich. </p>
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<p class="count">50.</p>
</td>
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<p class="normal">In primo luogo, nella sentenza impugnata il Tribunale ha stabilito che lo studio Heinrich costituiva lo «studio decisivo» ai fini del parere del RAC. La classificazione del pericolo di cui trattasi era quindi «basata» su tale studio, e «gli altri studi, compreso lo studio Lee, sono stati presi in considerazione unicamente a titolo complementare»  (<span class="note footnote notemarker">
<a id="c-50" href="#t-50">50</a>
</span>).</p>
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<p class="count">51.</p>
</td>
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<p class="normal">In secondo luogo, il Tribunale ha spiegato che «è pacifico che gli studi Heinrich e Lee non indicavano la densità delle particelle testate»  (<span class="note footnote notemarker">
<a id="c-51" href="#t-51">51</a>
</span>). Detti studi indicavano solamente «determinate caratteristiche di tali particelle, vale a dire, per quanto riguarda lo studio Lee, particelle di grandezza micrometrica e, per quanto riguarda lo studio Heinrich, particelle di grandezza nanometrica e di tipo “P25”»  (<span class="note footnote notemarker">
<a id="c-52" href="#t-52">52</a>
</span>).</p>
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<p class="count">52.</p>
</td>
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<p class="normal">La sentenza impugnata ha poi rilevato che le particelle «P25» hanno la tendenza ad agglomerarsi  (<span class="note footnote notemarker">
<a id="c-53" href="#t-53">53</a>
</span>), il che comporterebbe una densità di particelle inferiore a quella ipotizzata dal RAC: «l’agglomerato crea spazi vuoti che sono meno densi del materiale»  (<span class="note footnote notemarker">
<a id="c-54" href="#t-54">54</a>
</span>).</p>
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<p class="count">53.</p>
</td>
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<p class="normal">In terzo luogo, la sentenza impugnata ha constatato che, «considerando un valore di densità corrispondente alla densità delle particelle di 4,3 g/cm3 e, pertanto, una densità sempre maggiore rispetto alla densità degli agglomerati di particelle nanometriche di biossido di titanio (...), il [RAC] non ha tenuto conto di tutti gli elementi pertinenti del caso di specie, vale a dire le caratteristiche delle particelle testate nello studio Heinrich, in particolare la loro grandezza nanometrica e il loro tipo “P25”, il fatto che tali particelle tendessero ad agglomerarsi nonché il fatto che la densità degli agglomerati delle particelle fosse inferiore alla densità delle particelle e che, di conseguenza, gli agglomerati di particelle occupassero un volume maggiore nei macrofagi alveolari dei polmoni»  (<span class="note footnote notemarker">
<a id="c-55" href="#t-55">55</a>
</span>).</p>
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<p class="count">54.</p>
</td>
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<p class="normal">Il Tribunale ha infine concluso che, «non prendendo in considerazione gli elementi indicati al precedente punto 100 [agglomerazione delle particelle e conseguente minore densità], il [RAC] ha omesso di prendere in considerazione tutti gli elementi pertinenti al fine di calcolare il sovraccarico polmonare nello studio Heinrich mediante il calcolo di sovraccarico di Morrow ed è pertanto incorso in un errore manifesto di valutazione. Tale errore priva di ogni plausibilità il risultato dell’applicazione di detto calcolo a tale studio e, di conseguenza, le conclusioni del [RAC] [,] secondo le quali il sovraccarico polmonare nell’ambito di detto studio era accettabile e i risultati dello studio medesimo erano sufficientemente attendibili, pertinenti e adeguati per la valutazione del potenziale cancerogeno del biossido di titanio»  (<span class="note footnote notemarker">
<a id="c-56" href="#t-56">56</a>
</span>).</p>
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<p class="count">55.</p>
</td>
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<p class="normal">Non essendo lo studio Heinrich sufficientemente affidabile e accettabile, ai sensi del punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008, per suffragare la classificazione e l’etichettatura contestate  (<span class="note footnote notemarker">
<a id="c-57" href="#t-57">57</a>
</span>), e dato il suo carattere «decisivo» nella valutazione, il Tribunale ha quindi ritenuto che tale errore manifesto giustificasse l’annullamento del regolamento impugnato  (<span class="note footnote notemarker">
<a id="c-58" href="#t-58">58</a>
</span>).</p>
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<p class="count">2.</p>
</td>
<td valign="top">
<p class="normal">Secondo motivo di annullamento: interpretazione della nozione di «proprietà intrinseche»</p>
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<p class="count">56.</p>
</td>
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<p class="normal">Il secondo motivo di annullamento è scaturito dalla considerazione del RAC secondo cui il biossido di titanio sarebbe dotato della «proprietà intrinseca di provocare il cancro» e dovrebbe quindi essere classificato come cancerogeno.</p>
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<p class="count">57.</p>
</td>
<td valign="top">
<p class="normal">Nella sentenza impugnata, il Tribunale ha ritenuto che tale constatazione fosse viziata da un errore manifesto, poiché si basava su un’interpretazione errata della nozione di «proprietà intrinseche», come appare al punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-59" href="#t-59">59</a>
</span>).</p>
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<p class="count">58.</p>
</td>
<td valign="top">
<p class="normal">A tal proposito, il Tribunale ha ritenuto che la nozione di «proprietà intrinseche», che non è definita nel regolamento n. 1272/2008, «deve essere interpretata nel suo senso letterale, come designante le “proprietà di una sostanza che le appartengono specificamente”»  (<span class="note footnote notemarker">
<a id="c-60" href="#t-60">60</a>
</span>).</p>
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<p class="count">59.</p>
</td>
<td valign="top">
<p class="normal">Tale interpretazione sarebbe conforme agli obiettivi e all’oggetto del regolamento n. 1272/2008 e ai criteri di classificazione concordati nell’ambito del Globally Harmonised System of Classification and Labelling of Chemicals (Sistema mondiale armonizzato di classificazione ed etichettatura delle sostanze chimiche; in prosieguo: il «GHS»), e al fatto che la classificazione e l’etichettatura armonizzate riguardano la valutazione dei pericoli, e non quella dei rischi  (<span class="note footnote notemarker">
<a id="c-61" href="#t-61">61</a>
</span>),</p>
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<p class="count">60.</p>
</td>
<td valign="top">
<p class="normal">Muovendo da detta definizione, il Tribunale ha poi ragionato sul fatto che il meccanismo di azione della cancerogenicità descritta nel parere del RAC non indicava una capacità intrinseca delle particelle di biossido di titanio di provocare il cancro  (<span class="note footnote notemarker">
<a id="c-62" href="#t-62">62</a>
</span>).</p>
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<p class="count">61.</p>
</td>
<td valign="top">
<p class="normal">A tale riguardo, ha ricordato che il parere del RAC rilevava che «responsabili della tossicità osservata non sono le proprietà delle particelle di biossido di titanio in sé, bensì il deposito e la ritenzione di tali particelle nei macrofagi alveolari dei polmoni in quantità sufficienti a dar luogo a un sovraccarico polmonare che comporta la sensibile riduzione dei meccanismi di espulsione delle particelle nel polmone»  (<span class="note footnote notemarker">
<a id="c-63" href="#t-63">63</a>
</span>).</p>
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<p class="count">62.</p>
</td>
<td valign="top">
<p class="normal">Tuttavia, il Tribunale ha spiegato che «non si può ritenere» che l’accumulo di particelle di biossido di titanio nel polmone, in quantità sufficienti a provocare una sensibile riduzione dei meccanismi di espulsione delle particelle «rientri nelle proprietà intrinseche delle particelle di cui trattasi»  (<span class="note footnote notemarker">
<a id="c-64" href="#t-64">64</a>
</span>).</p>
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<p class="count">63.</p>
</td>
<td valign="top">
<p class="normal">Al contrario, tale modalità di azione dovrebbe essere considerata come un «pericolo che non rientra nel criterio di classificazione per il pericolo della cancerogenicità, di cui al punto 3.6.2.2.1 dell’allegato I del regolamento n. 1272/2008, secondo il quale la sostanza deve essere dotata della proprietà intrinseca di provocare il cancro»  (<span class="note footnote notemarker">
<a id="c-65" href="#t-65">65</a>
</span>).</p>
</td>
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<col width="5%"/>
<col width="95%"/>
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<td valign="top">
<p class="count">64.</p>
</td>
<td valign="top">
<p class="normal">A sostegno di tale interpretazione, il Tribunale si è basato, in primo luogo, sulla nota W, ritenendo che essa descrivesse un pericolo che non rientrava nella nozione di «proprietà intrinseca» di provocare il cancro  (<span class="note footnote notemarker">
<a id="c-66" href="#t-66">66</a>
</span>) e, in secondo luogo, sul fatto che lo stesso parere del RAC ha ritenuto che il meccanismo di azione del biossido di titanio per la cancerogenicità nei ratti non poteva essere considerato «una “tossicità intrinseca” in senso classico»  (<span class="note footnote notemarker">
<a id="c-67" href="#t-67">67</a>
</span>).</p>
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<td valign="top">
<p class="count">D.</p>
</td>
<td valign="top">
<p class="normal">Procedimento dinanzi alla Corte di giustizia</p>
</td>
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<p class="count">65.</p>
</td>
<td valign="top">
<p class="normal">Con le impugnazioni presentate rispettivamente l’8 febbraio e il 14 febbraio 2023, il governo francese e la Commissione chiedono alla Corte di annullare la sentenza impugnata, respingere le questioni pertinenti ivi sollevate, rinviare la causa dinanzi al Tribunale per l’esame dei motivi su cui non si era ancora pronunciato e riservare le spese.</p>
</td>
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<td valign="top">
<p class="count">66.</p>
</td>
<td valign="top">
<p class="normal">Tale linea d’azione è sostenuta dall’ECHA, dal governo dei Paesi Bassi e dal governo svedese.</p>
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<td valign="top">
<p class="count">67.</p>
</td>
<td valign="top">
<p class="normal">Il 7 novembre 2024 si è tenuta un’udienza durante la quale hanno presentato osservazioni orali la Commissione, il governo francese, i ricorrenti in primo grado nelle cause T‑279/20 e T‑288/20, i ricorrenti in primo grado nella causa T‑283/20 e il Conseil Européen de l’Industrie Chimique ‑ European Chemical Industry Council (Consiglio Europeo delle Industrie Chimiche; in prosieguo: il «Cefic»).</p>
</td>
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<td valign="top">
<p class="count">III.</p>
</td>
<td valign="top">
<p class="normal">Analisi</p>
</td>
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<td valign="top">
<p class="count">68.</p>
</td>
<td valign="top">
<p class="normal">Le presenti conclusioni sono articolate come segue. Discuterò innanzitutto i due principali motivi di impugnazione – il Tribunale avrebbe ecceduto i suoi poteri di controllo giurisdizionale (A) e avrebbe erroneamente interpretato la nozione di «proprietà intrinseche» (B) – e proporrò alla Corte di accogliere entrambi i motivi. Solo successivamente prenderò in considerazione i motivi di impugnazione relativi allo snaturamento degli elementi di prova (C) e al difetto di motivazione (D). In conclusione, proporrò alla Corte di annullare la sentenza impugnata e di rinviare la causa al Tribunale affinché statuisca sui restanti motivi (IV).</p>
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<td valign="top">
<p class="count">A.</p>
</td>
<td valign="top">
<p class="normal">Il Tribunale avrebbe ecceduto i suoi poteri di controllo giurisdizionale </p>
</td>
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<p class="count">69.</p>
</td>
<td valign="top">
<p class="normal">Con i rispettivi secondi motivi di impugnazione, il governo francese e la Commissione sostengono che, nel contesto del primo motivo di annullamento di cui ai paragrafi da 43 a 55 delle presenti conclusioni, il Tribunale avrebbe ecceduto i limiti del controllo giurisdizionale consentito.</p>
</td>
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<td valign="top">
<p class="count">70.</p>
</td>
<td valign="top">
<p class="normal">In sostanza, dette parti sostengono che il Tribunale sarebbe andato al di là di una valutazione dell’errore manifesto e avrebbe sostituito la propria valutazione a quella del RAC quando ha contestato a quest’ultimo, nell’ambito del calcolo di sovraccarico di Morrow, di aver adottato un valore di densità inferiore a quello che il Tribunale riteneva opportuno.</p>
</td>
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<td valign="top">
<p class="count">71.</p>
</td>
<td valign="top">
<p class="normal">Concordo con il governo francese e la Commissione su tale punto.</p>
</td>
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<td valign="top">
<p class="count">72.</p>
</td>
<td valign="top">
<p class="normal">In due filoni giurisprudenziali, la Corte ha sviluppato un approccio secondo il quale il suo potere di controllo giurisdizionale si limita ad accertare se l’amministrazione abbia commesso un errore «manifesto». Il primo filone riguarda le situazioni in cui il legislatore dell’Unione ha lasciato alla Commissione il potere discrezionale di decidere tra diverse opzioni normative possibili  (<span class="note footnote notemarker">
<a id="c-68" href="#t-68">68</a>
</span>). Il potere discrezionale, in tal senso, significa potere di operare scelte politiche  (<span class="note footnote notemarker">
<a id="c-69" href="#t-69">69</a>
</span>). Il potere discrezionale non è mai illimitato; è circoscritto dai principi costituzionali, dai diritti fondamentali e, nel caso del potere discrezionale amministrativo normativo, dalla legge applicabile. I giudici dell’Unione hanno il compito di verificare se le norme e i principi che circoscrivono il potere discrezionale siano rispettati. </p>
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<p class="count">73.</p>
</td>
<td valign="top">
<p class="normal">Il secondo filone giurisprudenziale, al quale spesso si fa riferimento come cause che vertono sul potere discrezionale, riguarda situazioni in cui la decisione dell’amministrazione si basa su complesse valutazioni scientifiche, economiche o tecniche  (<span class="note footnote notemarker">
<a id="c-70" href="#t-70">70</a>
</span>). Preferisco riferirmi a simili cause come relative alla valutazione di fatti complessi, piuttosto che come cause che coinvolgono un potere discrezionale  (<span class="note footnote notemarker">
<a id="c-71" href="#t-71">71</a>
</span>). Sebbene una situazione che coinvolge la valutazione di fatti complessi non implichi l’adozione di scelte politiche, in talune situazioni, il quadro normativo in base al quale viene effettuata la valutazione concede all’amministrazione il potere discrezionale di scegliere il modo di reagire ai fatti accertati. </p>
</td>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">74.</p>
</td>
<td valign="top">
<p class="normal">Il caso in esame appartiene al secondo gruppo di sentenze.</p>
</td>
</tr>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">75.</p>
</td>
<td valign="top">
<p class="normal">Nel presente procedimento, la classificazione di un prodotto ai sensi del regolamento n. 1272/2008 riguarda l’identificazione e la comunicazione del pericolo potenziale che una sostanza può rappresentare per la salute umana. La classificazione del pericolo è solo la prima parte di una procedura decisionale basata sulla valutazione del rischio  (<span class="note footnote notemarker">
<a id="c-72" href="#t-72">72</a>
</span>).</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">76.</p>
</td>
<td valign="top">
<p class="normal">Tuttavia, la valutazione del pericolo è un esercizio diverso dalla valutazione del rischio che ne consegue e dall’adozione di una decisione basata su tale valutazione del rischio. La classificazione dei pericoli dipende dalla valutazione scientifica degli effetti potenziali di una sostanza in esame. Tuttavia, la questione se sia necessario adottare determinate misure a causa dell’esistenza di un pericolo e le situazioni in cui tali misure dovrebbero essere adottate è una decisione politica basata sulla valutazione del rischio e sul suo bilanciamento in relazione ad altri interessi coinvolti  (<span class="note footnote notemarker">
<a id="c-73" href="#t-73">73</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">77.</p>
</td>
<td valign="top">
<p class="normal">All’interno del regolamento n. 1272/2008, il legislatore dell’Unione ha già stabilito, una volta che la Commissione identifica un pericolo, le conseguenze che ne derivano. Pertanto, il legislatore ha deciso che, una volta individuato un pericolo, il pubblico deve esserne informato tramite la messa a disposizione di tali informazioni nell’allegato pertinente del regolamento n. 1272/2008, e che la sostanza pericolosa di cui trattasi deve essere etichettata e imballata in modo appropriato. </p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">78.</p>
</td>
<td valign="top">
<p class="normal">Di conseguenza, a mio avviso, nell’adottare una decisione sulla classificazione armonizzata di una sostanza come nociva per la salute umana, la Commissione dispone di un potere discrezionale politico molto limitato  (<span class="note footnote notemarker">
<a id="c-74" href="#t-74">74</a>
</span>). In una situazione quale quella del caso di specie, la Commissione ha l’obbligo – e non ha la possibilità di scegliere sotto questo profilo – di classificare una sostanza come cancerogena di categoria 1A o 1B, se vi sono prove scientifiche concludenti che tale sostanza provoca il cancro negli esseri umani o negli animali  (<span class="note footnote notemarker">
<a id="c-75" href="#t-75">75</a>
</span>), oppure di classificare tale sostanza come cancerogena di categoria 2, quando esistono solo studi limitati e non probanti, ma che comunque indicano una potenziale cancerogenicità  (<span class="note footnote notemarker">
<a id="c-76" href="#t-76">76</a>
</span>). Se invece non vi è alcuno studio in cui sia formulata una conclusione sulla cancerogenicità di una sostanza, alla Commissione è in linea di principio preclusa la possibilità di classificare tale sostanza come cancerogena. </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">79.</p>
</td>
<td valign="top">
<p class="normal">I ricorrenti in primo grado hanno contestato la classificazione della Commissione del biossido di titanio come cancerogeno di categoria 2, sulla base del fatto che lo studio Heinrich non costituirebbe una prova attendibile della cancerogenicità di tale sostanza. Ciò in quanto il regolamento n. 1272/2008 prescrive che le prove scientifiche su cui la Commissione può fare affidamento devono provenire da studi «ottenuti con metodi affidabili»  (<span class="note footnote notemarker">
<a id="c-77" href="#t-77">77</a>
</span>). </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">80.</p>
</td>
<td valign="top">
<p class="normal">Tale esame dell’affidabilità costituisce una questione di valutazione scientifica, che tuttavia ha conseguenze importanti per il caso di specie, dacché, come ho spiegato, se lo studio Heinrich non può essere considerato affidabile, e non esistono altri studi affidabili su cui basare la propria decisione, la Commissione non può, in linea di principio, classificare il biossido di titanio come cancerogeno.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">81.</p>
</td>
<td valign="top">
<p class="normal">Nel caso di specie, la valutazione del RAC, avallata dalla Commissione, sull’affidabilità dello studio Heinrich potrebbe quindi avere ripercussioni significative sui diritti e sugli interessi dei ricorrenti in primo grado, i quali sono produttori o utilizzatori a valle del biossido di titanio. Per tale motivo, è necessario consentire il controllo giurisdizionale della decisione della Commissione. </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">82.</p>
</td>
<td valign="top">
<p class="normal">Permane tuttavia la questione relativa all’esatto oggetto del controllo da parte dei giudici dell’Unione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">83.</p>
</td>
<td valign="top">
<p class="normal">Una situazione di incertezza scientifica implica che i risultati di uno studio possano dare adito a diverse interpretazioni. Ciò somiglia all’incertezza delle norme giuridiche, che sussiste quando la medesima norma può essere intesa in modi diversi.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">84.</p>
</td>
<td valign="top">
<p class="normal">Nei casi di incertezza giuridica, i Trattati conferiscono alla Corte il ruolo di interprete finale. In altri termini, spetta alla Corte individuare la «corretta» interpretazione. Nei casi di incertezza scientifica pertinenti per l’identificazione e la classificazione delle sostanze pericolose, il regolamento n. 1272/2008 conferisce il ruolo di interprete finale alla Commissione, che a sua volta adotta la sua decisione sulla base di una valutazione del RAC. In altri termini, la Commissione individua la «corretta» interpretazione dei dati scientifici.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">85.</p>
</td>
<td valign="top">
<p class="normal">Il Tribunale non può, quindi, sostituire la propria valutazione scientifica a quella della Commissione  (<span class="note footnote notemarker">
<a id="c-78" href="#t-78">78</a>
</span>). Se lo facesse, sconfinerebbe nelle competenze dell’amministrazione. </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">86.</p>
</td>
<td valign="top">
<p class="normal">Il motivo per cui il legislatore (o i Trattati) non hanno conferito il potere di interprete finale dell’incertezza scientifica ai giudici dell’Unione è probabilmente dovuto al fatto che la magistratura non possiede le competenze necessarie per comprendere e scegliere tra possibili interpretazioni divergenti dei risultati scientifici. I giudici non sono scienziati e non possono diventare tali  (<span class="note footnote notemarker">
<a id="c-79" href="#t-79">79</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">87.</p>
</td>
<td valign="top">
<p class="normal">Che cosa possono allora esaminare i giudici dell’Unione per stabilire se la Commissione abbia commesso un errore manifesto di valutazione?</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">88.</p>
</td>
<td valign="top">
<p class="normal">La giurisprudenza citata dal Tribunale nella sentenza impugnata si conforma al criterio procedurale di controllo  (<span class="note footnote notemarker">
<a id="c-80" href="#t-80">80</a>
</span>). Tale criterio è sovente espresso nel modo seguente: «quando una parte deduce in giudizio un manifesto errore di valutazione commesso dalla competente istituzione, il giudice dell’Unione europea deve valutare se tale istituzione abbia esaminato, in modo accurato e imparziale, tutti gli elementi rilevanti della fattispecie sui quali si fondano le conclusioni che ne vengono tratte»  (<span class="note footnote notemarker">
<a id="c-81" href="#t-81">81</a>
</span>). Tale valutazione è intesa come un controllo dell’obbligo di diligenza, insito nel diritto ad una buona amministrazione  (<span class="note footnote notemarker">
<a id="c-82" href="#t-82">82</a>
</span>). </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">89.</p>
</td>
<td valign="top">
<p class="normal">Per essere in grado di effettuare un siffatto controllo, i giudici dell’Unione potrebbero aver bisogno di scandagliare il mondo della scienza. Ciò potrebbe rendersi necessario per comprendere appieno le argomentazioni opposte delle parti e per consentire ai giudici di accertare quali fatti scientifici sono rilevanti, il che, a sua volta, è un prerequisito per verificare se la Commissione abbia preso in considerazione «tutti i fatti pertinenti». Tuttavia, l’apprendimento e la comprensione della porzione di scienza pertinente per il caso di specie non trasformano i giudici dell’Unione in esperti scientifici. Infatti, tali giudici non possono sostituire la propria interpretazione a quella della Commissione, indipendentemente da quanta scienza sottesa a una particolare decisione tali giudici abbiano appreso nel corso del procedimento giudiziario. Ciò risulta giuridicamente rilevante, in quanto salvaguarda l’equilibrio istituzionale previsto dai Trattati.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">90.</p>
</td>
<td valign="top">
<p class="normal">La Corte di giustizia, nell’esercizio delle sue funzioni di giudice di secondo grado che verifica se il Tribunale si sia effettivamente limitato al controllo procedurale, non può accontentarsi di verificare se, a parole, il Tribunale affermi di esercitare un controllo procedurale; deve invece valutare cosa quel giudice abbia deciso nella sostanza  (<span class="note footnote notemarker">
<a id="c-83" href="#t-83">83</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">91.</p>
</td>
<td valign="top">
<p class="normal">In altri termini, la Corte di giustizia deve verificare se il Tribunale abbia annullato una decisione perché ha concluso che la Commissione ha ignorato i fatti pertinenti o perché ha ritenuto che l’interpretazione della Commissione di tali fatti fosse errata.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">92.</p>
</td>
<td valign="top">
<p class="normal">Nel caso di specie, la Corte di giustizia deve decidere tra due possibilità: il Tribunale ha annullato il regolamento impugnato in quanto la Commissione non ha tenuto conto del fenomeno dell’agglomerazione di nanoparticelle di biossido di titanio quando ha ritenuto adeguato il valore di densità per il calcolo di sovraccarico di Morrow. In un siffatto scenario, il Tribunale non ha commesso un errore di valutazione della decisione della Commissione. Oppure, il Tribunale ha annullato il regolamento impugnato perché, nonostante la Commissione abbia preso in considerazione tutti i dati scientifici pertinenti, tale istituzione è giunta ad una conclusione errata.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">93.</p>
</td>
<td valign="top">
<p class="normal">Come ha spiegato il governo francese, per rimanere nell’ambito del controllo procedurale, il Tribunale avrebbe dovuto limitarsi a verificare se il RAC i) fosse a conoscenza della possibile agglomerazione di particelle di grandezza nanometrica di biossido di titanio e ii) abbia esaminato, in modo assolutamente obiettivo, gli elementi necessari per determinare ciò che considerava essere la densità rilevante delle particelle di biossido di titanio in tale particolare contesto. Ove tali elementi siano dimostrati sulla base del fascicolo ad esso sottoposto, il Tribunale non potrebbe annullare la decisione della Commissione in quanto viziata da errore manifesto. Anche ove detto giudice fosse in disaccordo con la conclusione scientifica della Commissione, dovrebbe comunque rimettersi ad essa.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">94.</p>
</td>
<td valign="top">
<p class="normal">Come confermato dallo stesso Tribunale nella sentenza impugnata, il parere del RAC ha preso in considerazione il fenomeno dell’agglomerazione e la sua eventuale influenza sul valore di densità da utilizzare nel calcolo di sovraccarico di Morrow. Nonostante tale valutazione, il RAC è comunque giunto alla conclusione che sarebbe opportuno utilizzare il valore standard di densità  (<span class="note footnote notemarker">
<a id="c-84" href="#t-84">84</a>
</span>). </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">95.</p>
</td>
<td valign="top">
<p class="normal">Nella sentenza impugnata, il Tribunale non ha condiviso tale conclusione. Ha spiegato che prendere in considerazione il valore standard di densità delle particelle del biossido di titanio ai fini del calcolo di sovraccarico di Morrow sarebbe errato; nelle circostanze del caso di specie avrebbe dovuto essere utilizzato un valore di densità inferiore.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">96.</p>
</td>
<td valign="top">
<p class="normal">Così facendo, il Tribunale ha contestato il modo in cui la Commissione ha interpretato i fatti pertinenti, ha rifiutato di rimettersi a tale interpretazione e ha sostituito la propria valutazione a quella della Commissione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">97.</p>
</td>
<td valign="top">
<p class="normal">Pertanto, andando oltre il semplice giudizio se l’amministrazione fosse a conoscenza e avesse valutato tutti gli aspetti che le attuali conoscenze scientifiche richiedevano di prendere in considerazione, il Tribunale ha ecceduto il limite del suo potere di controllo giurisdizionale.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">98.</p>
</td>
<td valign="top">
<p class="normal">Ne consegue che il Tribunale ha annullato la decisione della Commissione non perché tale istituzione non avesse preso in considerazione tutti gli elementi (scientifici) rilevanti, ma perché non concordava con il modo in cui l’amministrazione aveva valutato tali elementi.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">99.</p>
</td>
<td valign="top">
<p class="normal">A mio parere, un annullamento del regolamento impugnato sarebbe comunque possibile se l’opzione scelta dalla Commissione fosse scientificamente impossibile. Tuttavia, di fronte a due interpretazioni dei dati scientifici diverse ma possibili, non spettava al Tribunale operare questa scelta; esso avrebbe invece dovuto rimettersi alla scelta effettuata dalla Commissione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">100.</p>
</td>
<td valign="top">
<p class="normal">Ciò premesso, sono sensibile all’argomento, sollevato in udienza dai ricorrenti in primo grado, secondo cui il parere del RAC non illustra chiaramente perché tale comitato abbia optato per il valore standard di densità delle particelle, nonostante fosse a conoscenza del fenomeno dell’agglomerazione. In risposta, la Commissione e l’ECHA hanno spiegato che la questione della scelta del valore di densità standard è stata sollevata solo dopo la fase di finalizzazione del parere del RAC, ragion per cui non vi figura. A mio avviso, se la questione della densità standard delle particelle di biossido di titanio costituisse un criterio che il RAC avrebbe dovuto valutare d’ufficio, dato l’attuale livello di conoscenze scientifiche, tale organo avrebbe dovuto spiegare nella sua relazione le ragioni alla base della scelta del valore di densità appropriato. Tuttavia, una spiegazione insufficiente in una relazione non è, di per sé, un motivo per concludere che il RAC non ha preso in considerazione tutti i fatti pertinenti; si tratta di un elemento che riguarda la motivazione alla base del parere del RAC e, per estensione, del regolamento impugnato.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">101.</p>
</td>
<td valign="top">
<p class="normal">Per le ragioni sopra esposte, propongo alla Corte di giustizia di accogliere i rispettivi secondi motivi di impugnazione del governo francese e della Commissione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">B.</p>
</td>
<td valign="top">
<p class="normal">Il Tribunale avrebbe erroneamente interpretato e applicato la nozione di «proprietà intrinseche»</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">102.</p>
</td>
<td valign="top">
<p class="normal">Con il quarto motivo di impugnazione nella causa C‑71/23 P e il terzo motivo di impugnazione nella causa C‑82/23 P, il governo francese e la Commissione sostengono rispettivamente che il Tribunale sarebbe incorso in un errore di diritto nel ritenere che la Commissione abbia erroneamente applicato la nozione di «proprietà intrinseca». A causa dell’errata comprensione della nozione di «proprietà intrinseca» di cui al punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008, dette parti sostengono essenzialmente che il Tribunale avrebbe erroneamente applicato tale nozione per constatare che la Commissione aveva commesso un errore manifesto nel decidere di classificare il biossido di titanio come cancerogeno di categoria 2.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">103.</p>
</td>
<td valign="top">
<p class="normal">L’interpretazione delle nozioni del diritto dell’Unione rientra nell’ambito della competenza dei giudici dell’Unione  (<span class="note footnote notemarker">
<a id="c-85" href="#t-85">85</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">104.</p>
</td>
<td valign="top">
<p class="normal">In tale esercizio, la Corte di giustizia non è vincolata dal principio dell’equilibrio interistituzionale, che delimita i suoi poteri da quelli dell’amministrazione dell’Unione, come avviene per l’interpretazione della scienza.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">105.</p>
</td>
<td valign="top">
<p class="normal">Al contrario, la legge – nel caso di specie, il regolamento n. 1272/2008 – impone vincoli all’amministrazione. Quindi, lo stesso principio costituzionale di equilibrio istituzionale che impone il rispetto della valutazione di fattori economici, scientifici e tecnici complessi operata dall’amministrazione, impone che la Corte sia libera di esercitare i suoi pieni poteri di controllo dell’interpretazione della legge da parte dell’amministrazione  (<span class="note footnote notemarker">
<a id="c-86" href="#t-86">86</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">106.</p>
</td>
<td valign="top">
<p class="normal">Pertanto, interpretare la nozione di «proprietà intrinseca» rientrava nei poteri del Tribunale. </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">107.</p>
</td>
<td valign="top">
<p class="normal">Nel caso di specie, l’argomento fatto valere in secondo grado è che il Tribunale avrebbe commesso un errore di interpretazione. Sono d’accordo.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">108.</p>
</td>
<td valign="top">
<p class="normal">Al punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008 si dispone che «la classificazione di una sostanza come cancerogena (...) si applica alle sostanze dotate della proprietà intrinseca di provocare il cancro».</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">109.</p>
</td>
<td valign="top">
<p class="normal">La nozione di proprietà intrinseca compare anche in diverse altre disposizioni del regolamento n. 1272/2008: nel suo considerando 27  (<span class="note footnote notemarker">
<a id="c-87" href="#t-87">87</a>
</span>) e nei punti 3.4.2.2.2.2.  (<span class="note footnote notemarker">
<a id="c-88" href="#t-88">88</a>
</span>), 4.1.1.1. e 4.1.2.4.  (<span class="note footnote notemarker">
<a id="c-89" href="#t-89">89</a>
</span>) dell’allegato I del medesimo regolamento. Tuttavia, il regolamento n. 1272/2008 non definisce tale nozione e in nessuna delle disposizioni in cui è menzionata essa viene ulteriormente elaborata. Pertanto, la sola formulazione non è sufficiente a consentire la comprensione del significato che si è inteso dare a tale nozione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">110.</p>
</td>
<td valign="top">
<p class="normal">In tali circostanze, è necessario andare oltre le parole e guardare al contesto in cui la nozione di «proprietà intrinseche» si presenta e allo scopo dell’atto di cui fa parte  (<span class="note footnote notemarker">
<a id="c-90" href="#t-90">90</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">111.</p>
</td>
<td valign="top">
<p class="normal">Nella sentenza impugnata, il Tribunale ha concluso che la nozione di «proprietà intrinseche» deve essere interpretata nel suo senso letterale, che, secondo il Tribunale, è «le “proprietà di una sostanza che le appartengono specificamente”»  (<span class="note footnote notemarker">
<a id="c-91" href="#t-91">91</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">112.</p>
</td>
<td valign="top">
<p class="normal">A parte il fatto che il Tribunale non spiega perché una siffatta definizione rappresenti il senso letterale di tale espressione, detta proposta presenta ulteriori problemi  (<span class="note footnote notemarker">
<a id="c-92" href="#t-92">92</a>
</span>).</p>
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<p class="count">113.</p>
</td>
<td valign="top">
<p class="normal">Innanzi tutto, come sostiene la Commissione, questo tipo di definizione è circolare, o tautologica. In un certo senso, è come dire che per «proprietà intrinseca» si intende proprietà intrinseca.</p>
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<p class="count">114.</p>
</td>
<td valign="top">
<p class="normal">Inoltre, come spiega anche il governo francese, tale definizione non è particolarmente illuminante: si può facilmente convenire che la nozione di «proprietà intrinseca» significa «le proprietà di una sostanza che le appartengono specificamente». Tuttavia, partendo dalla sola definizione del Tribunale, non si capisce perché quest’ultimo abbia ritenuto che lo studio Heinrich non possa essere invocato per accertare le proprietà intrinseche del biossido di titanio di provocare il cancro. </p>
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<p class="count">115.</p>
</td>
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<p class="normal">Infatti, l’errore del Tribunale nell’interpretazione della nozione di «proprietà intrinseche» non deriva necessariamente dalla formulazione che ha utilizzato per definirlo: «le proprietà di una sostanza che le appartengono specificamente». L’errore del Tribunale si manifesta invece nel modo in cui ha applicato questa interpretazione.</p>
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<p class="count">116.</p>
</td>
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<p class="normal">Nella sentenza impugnata, il Tribunale esclude la possibilità che la cancerogenicità derivante dall’inalazione del biossido di titanio in polvere possa essere collegata alle sue proprietà intrinseche. Esso giunge a tale conclusione 1) sulla base del fatto che la suddetta cancerogenicità si manifesta solo se viene inalata una certa quantità della sostanza e 2) perché la suddetta cancerogenicità deriva solo dall’infiammazione del polmone dovuta all’accumulo di particelle di biossido di titanio al suo interno. Secondo il Tribunale, si tratta di proprietà estrinseche alla sostanza stessa  (<span class="note footnote notemarker">
<a id="c-93" href="#t-93">93</a>
</span>).</p>
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<td valign="top">
<p class="count">117.</p>
</td>
<td valign="top">
<p class="normal">Una siffatta interpretazione della nozione di «proprietà intrinseche» mi appare eccessivamente restrittiva. Sebbene il Tribunale abbia spiegato che la sua interpretazione è coerente con gli obiettivi e la finalità del regolamento n. 1272/2008, nonché con i criteri del GHS  (<span class="note footnote notemarker">
<a id="c-94" href="#t-94">94</a>
</span>), sono incline ad accettare le argomentazioni contrarie dei ricorrenti.</p>
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<td valign="top">
<p class="count">118.</p>
</td>
<td valign="top">
<p class="normal">Infatti, a mio avviso, alla luce del contesto e dello scopo del regolamento n. 1272/2008, la nozione di «proprietà intrinseche» deve essere interpretata in modo estensivo. Di seguito, offrirò argomenti a sostegno di questa posizione, partendo dallo scopo e dalla struttura interna del regolamento n. 1272/2008, per poi passare al suo contesto esterno. </p>
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<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">Scopo del regolamento n. 1272/2008</p>
</td>
</tr>
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    <table cellpadding="0" cellspacing="0" border="0" width="100%">
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<tr>
<td valign="top">
<p class="count">119.</p>
</td>
<td valign="top">
<p class="normal">In primo luogo, per quanto riguarda lo scopo del regolamento n. 1272/2008, esso mira a «garantire un elevato livello di protezione della salute dell’uomo e dell’ambiente»  (<span class="note footnote notemarker">
<a id="c-95" href="#t-95">95</a>
</span>). Tale obiettivo deve essere raggiunto «armonizza[ndo] i criteri per la classificazione delle sostanze e delle miscele», identificando, sulla base di tali criteri, le sostanze e le miscele pericolose e informando il pubblico su di esse attraverso un elenco di sostanze e miscele considerate pericolose  (<span class="note footnote notemarker">
<a id="c-96" href="#t-96">96</a>
</span>). Il processo di identificazione ed elencazione delle sostanze che hanno una proprietà intrinseca di provocare il cancro è quindi finalizzato a un elevato livello di protezione della salute umana.</p>
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<p class="count">120.</p>
</td>
<td valign="top">
<p class="normal">Il regolamento n. 1272/2008 mira a identificare e classificare ogni sostanza o miscela chimica di cui sia nota, presunta o sospettata la pericolosità per la salute umana. Le sostanze e le miscele a cui esso non si applica, come ad esempio le sostanze radioattive, sono espressamente escluse dal suo ambito di applicazione  (<span class="note footnote notemarker">
<a id="c-97" href="#t-97">97</a>
</span>).</p>
</td>
</tr>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">121.</p>
</td>
<td valign="top">
<p class="normal">Sembrerebbe dunque chiaro che, se non diversamente definita, la nozione di «proprietà intrinseche» deve coprire anche i pericoli derivanti da una forma specifica, dallo stato fisico, dalla caratteristica o dall’uso di una sostanza e non può essere limitata alla sola composizione chimica di tale sostanza.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">122.</p>
</td>
<td valign="top">
<p class="normal">A tal riguardo, la dimostrazione che solo una certa quantità di una sostanza può, solo in determinate circostanze, provocare il cancro, non significa che quella sostanza non abbia la «proprietà intrinseca» di essere cancerogena  (<span class="note footnote notemarker">
<a id="c-98" href="#t-98">98</a>
</span>). Omettere di identificare ed elencare un danno che insorge solo dall’inalazione di una certa quantità di una sostanza minerebbe lo scopo di garantire un elevato livello di protezione della salute umana.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">123.</p>
</td>
<td valign="top">
<p class="normal">Allo stesso modo, omettere di elencare una sostanza come cancerogena perché lo studio scientifico che ne ha dimostrato gli effetti nocivi potrebbe essere letto nel senso che tali effetti siano il risultato di un’infiammazione derivante dall’accumulo delle particelle di quella sostanza nel polmone, e non dall’influenza diretta di quella sostanza sulle cellule in esso presenti, sarebbe contrario allo scopo di garantire un elevato livello di protezione della salute umana  (<span class="note footnote notemarker">
<a id="c-99" href="#t-99">99</a>
</span>).</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">124.</p>
</td>
<td valign="top">
<p class="normal">Come spiegato dall’ECHA durante l’udienza, quando viene condotto uno studio sperimentale su una sostanza specifica e viene osservato un effetto dannoso, ciò è di per sé sufficiente per stabilire un legame tra quella sostanza e la conseguenza e, pertanto, sulla base dell’approccio della forza probante, può portare alla conclusione di un potenziale pericolo di quella specifica sostanza. </p>
</td>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">125.</p>
</td>
<td valign="top">
<p class="normal">Circoscrivere la nozione di «proprietà intrinseche» esclusivamente alla composizione chimica di una sostanza, escludendo altre sue caratteristiche, come ad esempio la scarsa solubilità, o insistere sul fatto che quella sostanza «in quanto tale», in qualsiasi sua forma e indipendentemente dal tipo di interazione con il corpo umano, debba avere la capacità di provocare il cancro, escluderebbe quindi dal quadro stabilito dal regolamento n. 1272/2008 una serie di importanti indicatori relativi ai potenziali pericoli di quella sostanza. Ancora una volta, ciò sarebbe contrario allo scopo del regolamento di garantire un elevato livello di protezione della salute umana. </p>
</td>
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<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">Struttura interna del regolamento n. 1272/2008</p>
</td>
</tr>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">126.</p>
</td>
<td valign="top">
<p class="normal">Ulteriori argomenti a favore di un’interpretazione estensiva della nozione di «proprietà intrinseca» possono fondarsi sulla coerenza interna del regolamento n. 1272/2008 nel suo complesso.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">127.</p>
</td>
<td valign="top">
<p class="normal">Pertanto, come sottolineano correttamente il governo svedese e la Commissione, quando si definiscono le proprietà pericolose di una sostanza, come la sua cancerogenicità, l’articolo 5, paragrafo 1, l’articolo 6, paragrafo 1, l’articolo 8, paragrafo 6, e l’articolo 9, paragrafo 5, del regolamento n. 1272/2008, che fanno parte del titolo II («Classificazione dei pericoli») nonché il sistema di autoclassificazione previsto da tale regolamento, fanno tutti riferimento alle «forme o [a]gli stati fisici» di una sostanza. Contrariamente alla posizione del Tribunale nella sentenza impugnata  (<span class="note footnote notemarker">
<a id="c-100" href="#t-100">100</a>
</span>), tali regole si applicano mutatis mutandis quando la Commissione adotta una classificazione armonizzata per una sostanza conformemente al titolo V del regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-101" href="#t-101">101</a>
</span>).</p>
</td>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">128.</p>
</td>
<td valign="top">
<p class="normal">Analogamente, il regolamento n. 1272/2008 distingue tra diverse classi di pericolo in base alla via di esposizione. Tale è il caso, ad esempio, della classe di pericolo «Tossicità acuta» nella sezione 3.1 dell’allegato I, che si distingue in tossicità acuta per via orale, tossicità acuta per via cutanea e tossicità acuta per inalazione (v. punto 3.1.1.2. dello stesso). A sua volta, la tossicità per inalazione è differenziata, al punto 3.1.2.1. dell’allegato I, in gas, vapori, polveri e nebbie, tracciando così una chiara distinzione quanto allo stato fisico di una sostanza.</p>
</td>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">129.</p>
</td>
<td valign="top">
<p class="normal">Infine, la conferma di un’interpretazione estensiva di tale nozione può essere trovata nella formulazione del regolamento n. 1272/2008, nella parte dedicata ai pericoli per l’ambiente. Ad esempio, il punto 4.1.2.4. dell’allegato I fa riferimento all’«assenza di rapida degradabilità e/o nella sua capacità di bioconcentrazione in associazione alla tossicità acuta» come proprietà intrinseche pertinenti per la classificazione come pericoli per l’ambiente  (<span class="note footnote notemarker">
<a id="c-102" href="#t-102">102</a>
</span>).</p>
</td>
</tr>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">130.</p>
</td>
<td valign="top">
<p class="normal">Di conseguenza, l’unica lettura della nozione di «proprietà intrinseche» che corrisponda alla struttura interna del regolamento n. 1272/2008 è quella che non si limita alla sola composizione chimica della sostanza.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count"/>
</td>
<td valign="top">
<p class="normal">Contesto esterno del regolamento n. 1272/2008</p>
</td>
</tr>
</table>
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<tr>
<td valign="top">
<p class="count">131.</p>
</td>
<td valign="top">
<p class="normal">La stessa conclusione a sostegno della necessità di un’interpretazione estensiva della nozione di «proprietà intrinseche» deriva anche da una valutazione dell’uso di tale nozione nel GHS.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">132.</p>
</td>
<td valign="top">
<p class="normal">A tal riguardo, osservo che il regolamento n. 1272/2008 aspira a mantenere la coerenza tra le nozioni utilizzate a livello delle Nazioni Unite nel GHS e a livello dell’Unione nel regolamento n. 1272/2008  (<span class="note footnote notemarker">
<a id="c-103" href="#t-103">103</a>
</span>).</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">133.</p>
</td>
<td valign="top">
<p class="normal">Nei punti in cui la nozione di «proprietà intrinseche» figura nel GHS, essa non è descritta in modo restrittivo: il GHS fa riferimento alla nozione di proprietà intrinseche come «capacità di interferire con i normali processi biologici» di una sostanza  (<span class="note footnote notemarker">
<a id="c-104" href="#t-104">104</a>
</span>).</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">134.</p>
</td>
<td valign="top">
<p class="normal">Di conseguenza, l’interpretazione restrittiva del Tribunale determinerebbe un disallineamento tra il regolamento n. 1272/2008 e il GHS e stabilirebbe per tale nozione un significato specifico dell’Unione – contrariamente all’obiettivo stesso enunciato dal legislatore dell’Unione in detto regolamento.</p>
</td>
</tr>
</table>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">135.</p>
</td>
<td valign="top">
<p class="normal">Infine, l’interpretazione estensiva proposta supra è anche in linea con il regolamento REACH  (<span class="note footnote notemarker">
<a id="c-105" href="#t-105">105</a>
</span>).</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">136.</p>
</td>
<td valign="top">
<p class="normal">A tal riguardo, osservo che il considerando 12 del regolamento n. 1272/2008 spiega espressamente che la terminologia e le definizioni in esso utilizzate dovrebbero essere coerenti con quelle del regolamento REACH. </p>
</td>
</tr>
</table>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">137.</p>
</td>
<td valign="top">
<p class="normal">Quest’ultimo atto normativo, che prevede la registrazione, la valutazione, l’autorizzazione e la restrizione delle sostanze chimiche, può definire una «sostanza» in relazione alla sua composizione chimica  (<span class="note footnote notemarker">
<a id="c-106" href="#t-106">106</a>
</span>), ma stabilisce anche le caratteristiche specifiche necessarie per l’identificazione della sostanza in esame. Tali caratteristiche includono la dimensione delle particelle, la forma e altri elementi morfologici  (<span class="note footnote notemarker">
<a id="c-107" href="#t-107">107</a>
</span>).</p>
</td>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">138.</p>
</td>
<td valign="top">
<p class="normal">Ne consegue che, per ragioni di contesto relative alla coerenza esterna del regolamento n. 1272/2008, la nozione di «proprietà intrinseche» non può essere limitata alla sola composizione chimica.</p>
</td>
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<p class="count"/>
</td>
<td valign="top">
<p class="normal">Conclusione provvisoria</p>
</td>
</tr>
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<tr>
<td valign="top">
<p class="count">139.</p>
</td>
<td valign="top">
<p class="normal">Per tutte le ragioni esposte in precedenza, il Tribunale è incorso in errore nell’attribuire un’interpretazione restrittiva alla nozione di «proprietà intrinseche».</p>
</td>
</tr>
</table>
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<tr>
<td valign="top">
<p class="count">140.</p>
</td>
<td valign="top">
<p class="normal">Contrariamente a quanto conclude il Tribunale, è irrilevante, ai fini della classificazione dei pericoli del biossido di titanio, che il parere del RAC non abbia riscontrato la tossicità in base alle proprietà di detta sostanza «che le appartengono specificamente»  (<span class="note footnote notemarker">
<a id="c-108" href="#t-108">108</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">141.</p>
</td>
<td valign="top">
<p class="normal">Come ho spiegato, ciò che conta è che, sulla base della forma, delle dimensioni e della scarsa solubilità del biossido di titanio, il parere del RAC abbia rilevato – e la Commissione abbia accettato – che, se inalato in determinate quantità, effetti tossicologici possono manifestarsi nei polmoni, comportando lo sviluppo di tumori.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
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<p class="count">142.</p>
</td>
<td valign="top">
<p class="normal">Atteso che, secondo un’interpretazione corretta, i suddetti elementi rientrano nell’ambito della nozione di «sostanza dotata della proprietà intrinseca di provocare il cancro», interpretata in modo estensivo, la Commissione non è incorsa in un errore manifesto nel seguire il parere del RAC quando ha adottato il regolamento impugnato.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">143.</p>
</td>
<td valign="top">
<p class="normal">Dalle sentenze della Corte di giustizia nelle cause Nickel Institute ed Etimine non si può trarre alcuna conclusione diversa. Per quanto riguarda la prima, il Tribunale trae deduzioni senza tenere conto del contesto in cui è stata resa l’affermazione di cui trattasi  (<span class="note footnote notemarker">
<a id="c-109" href="#t-109">109</a>
</span>). Tuttavia, come osserva il governo francese, in quella sentenza la Corte di giustizia non ha stabilito che una valutazione dei pericoli legati alle proprietà intrinseche di una sostanza debba necessariamente essere indipendente dai livelli di esposizione alla sostanza o dal suo meccanismo di azione. La Corte ha invece ritenuto che la valutazione dei pericoli di una sostanza «può essere validamente realizzata a prescindere dal luogo di utilizzo della sostanza»  (<span class="note footnote notemarker">
<a id="c-110" href="#t-110">110</a>
</span>), anche se la valutazione sottesa è effettuata solo in condizioni di laboratorio.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">144.</p>
</td>
<td valign="top">
<p class="normal">Parimenti, nella sentenza nella causa Etimine, discussa in udienza, la Corte di giustizia non ha precluso la possibilità che, ai fini della valutazione dei pericoli, le proprietà intrinseche di una sostanza possano essere stabilite mediante studi basati sulla sua somministrazione orale agli animali  (<span class="note footnote notemarker">
<a id="c-111" href="#t-111">111</a>
</span>) – nonostante fosse stato affermato che, normalmente, l’esposizione a tale sostanza si sarebbe verificata per inalazione o penetrazione cutanea  (<span class="note footnote notemarker">
<a id="c-112" href="#t-112">112</a>
</span>).</p>
</td>
</tr>
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<col width="5%"/>
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<td valign="top">
<p class="count">145.</p>
</td>
<td valign="top">
<p class="normal">Infine, la conclusione da me proposta non è inficiata dal parere del RAC, in cui si spiega che il biossido di titanio non ha la proprietà intrinseca di provocare il cancro nel «senso classico» del termine. A parte il fatto che non è chiaro cosa il RAC intenda esattamente per tossicità intrinseca in tal senso, esso ha comunque concluso che lo studio Heinrich ha dimostrato che le proprietà intrinseche del biossido di titanio provocano il cancro.</p>
</td>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">146.</p>
</td>
<td valign="top">
<p class="normal">In conclusione, propongo che la Corte accolga anche il quarto motivo di impugnazione del governo francese nella causa C‑71/23 P e il terzo motivo di impugnazione della Commissione nella causa C‑82/23 P e respinga tale parte del ricorso in primo grado.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">C.</p>
</td>
<td valign="top">
<p class="normal">Il Tribunale non ha snaturato gli elementi di prova ad esso sottoposti, ma ha ignorato i principi stabiliti nel regolamento n. 1272/2008</p>
</td>
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<col width="5%"/>
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<td valign="top">
<p class="count">147.</p>
</td>
<td valign="top">
<p class="normal">La prima parte del primo motivo del governo francese nella causa C‑71/23 P e il primo motivo d’impugnazione della Commissione nella causa C‑82/23 P denunciano uno snaturamento di elementi di prova da parte del Tribunale. In primo luogo, il governo francese e la Commissione sostengono entrambi che il Tribunale abbia snaturato gli elementi di prova di cui disponeva quando ha dichiarato che lo studio Heinrich è stato «decisivo» per la proposta del RAC di etichettare il biossido di titanio come cancerogeno  (<span class="note footnote notemarker">
<a id="c-113" href="#t-113">113</a>
</span>). In secondo luogo, la Commissione aggiunge che il Tribunale avrebbe parimenti snaturato gli elementi di prova quando ha concluso che il calcolo di sovraccarico di Morrow è stato «decisivo» per suffragare la valutazione del RAC sul livello accettabile di sovraccarico polmonare  (<span class="note footnote notemarker">
<a id="c-114" href="#t-114">114</a>
</span>). Nella seconda parte del primo motivo di impugnazione del governo francese nella causa C‑71/23 P si sostiene che, nell’attribuire allo studio Heinrich il cosiddetto carattere «decisivo», il Tribunale avrebbe inoltre ignorato i principi stabiliti dal regolamento n. 1272/2008 in merito alla classificazione delle sostanze come cancerogene.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">148.</p>
</td>
<td valign="top">
<p class="normal">Su detti argomenti sono sufficienti brevi osservazioni.</p>
</td>
</tr>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">149.</p>
</td>
<td valign="top">
<p class="normal">In primo luogo, quando si sostiene uno snaturamento di elementi di prova, non è sufficiente dimostrare che un documento potrebbe ragionevolmente essere oggetto di un’interpretazione diversa da quella accolta dal Tribunale  (<span class="note footnote notemarker">
<a id="c-115" href="#t-115">115</a>
</span>).</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">150.</p>
</td>
<td valign="top">
<p class="normal">È necessario dimostrare che il Tribunale ha manifestamente oltrepassato i limiti di una valutazione ragionevole di tale documento, segnatamente procedendo a una lettura di quest’ultimo contraria al suo tenore letterale  (<span class="note footnote notemarker">
<a id="c-116" href="#t-116">116</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">151.</p>
</td>
<td valign="top">
<p class="normal">Non sono convinta che ciò si sia verificato nella sentenza impugnata.</p>
</td>
</tr>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">152.</p>
</td>
<td valign="top">
<p class="normal">Come risulta dalle rispettive argomentazioni presentate dal governo francese e dalla Commissione, ciò che tali parti contestano è la lettura del parere del RAC da parte del Tribunale in modo tale da attribuire allo studio Heinrich e al calcolo di sovraccarico di Morrow un peso maggiore di quello che le due parti ritengono avrebbe dovuto essere attribuito.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">153.</p>
</td>
<td valign="top">
<p class="normal">Tuttavia, tali parti non dimostrano che la lettura del parere RAC da parte del Tribunale oltrepassi i limiti della ragionevolezza.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">154.</p>
</td>
<td valign="top">
<p class="normal">In realtà, lo stesso parere del RAC esclude la possibilità di basarsi sullo studio Lee, per cui esso non dovrebbe avere un’influenza «determinante» sulla classificazione del biossido di titanio  (<span class="note footnote notemarker">
<a id="c-117" href="#t-117">117</a>
</span>). Dato che lo studio Heinrich costituiva uno dei «due studi chiave sulla cancerogenicità»  (<span class="note footnote notemarker">
<a id="c-118" href="#t-118">118</a>
</span>) (e l’unico altro studio che mostrava lo sviluppo di un tumore, a parte lo studio Lee), non è irragionevole – anche se errato alla luce del criterio giuridico applicabile – dedurre dalle dichiarazioni del RAC che lo studio Heinrich rivestisse un carattere «decisivo» per la classificazione del biossido di titanio che ne derivava. Allo stesso modo, dal momento che lo stesso parere del RAC ha ritenuto necessario ricorrere al calcolo di sovraccarico di Morrow – sebbene non si tratti di «un concetto generalmente accettato» – per avvalorare le conclusioni tratte sulla base dello studio Heinrich, non è irragionevole qualificare tale calcolo come «decisivo per suffragare le conclusioni del RAC»  (<span class="note footnote notemarker">
<a id="c-119" href="#t-119">119</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">155.</p>
</td>
<td valign="top">
<p class="normal">Di conseguenza, ritengo che la prima parte del primo motivo di impugnazione del governo francese nella causa C‑71/23 P e il primo motivo di impugnazione della Commissione nella causa C‑82/23 P debbano essere ritenuti infondati.</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">156.</p>
</td>
<td valign="top">
<p class="normal">In secondo luogo, a mio avviso è ovvio che ciò che il governo francese e la Commissione contestano, in realtà, è l’introduzione di un criterio sostitutivo di «decisività» nella valutazione giuridica prevista dall’articolo 9, paragrafo 3, del regolamento n. 1272/2008 e dal punto 1.1.1.3. del suo allegato I.</p>
</td>
</tr>
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<col width="95%"/>
<tr>
<td valign="top">
<p class="count">157.</p>
</td>
<td valign="top">
<p class="normal">Questa è esattamente la questione che il governo francese solleva nella seconda parte del primo motivo di impugnazione nella causa C‑82/23 P, e che io condivido  (<span class="note footnote notemarker">
<a id="c-120" href="#t-120">120</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">158.</p>
</td>
<td valign="top">
<p class="normal">Come sottolinea correttamente detta parte, sostenuta dalla Commissione, dall’ECHA e dai governi svedese e dei Paesi Bassi, la determinazione della «forza probante» costituisce un approccio che richiede di considerare congiuntamente l’insieme delle informazioni disponibili sulla determinazione del pericolo.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">159.</p>
</td>
<td valign="top">
<p class="normal">Nella sentenza impugnata, tuttavia, il Tribunale ha introdotto la nozione di «decisività» per valutare gli elementi di prova su cui si è basato il RAC nel classificare il biossido di titanio come cancerogeno  (<span class="note footnote notemarker">
<a id="c-121" href="#t-121">121</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">160.</p>
</td>
<td valign="top">
<p class="normal">Tale nozione, che implica la natura determinante di un elemento di prova rispetto a un altro, non compare nel regolamento n. 1272/2008. </p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">161.</p>
</td>
<td valign="top">
<p class="normal">Essa infatti è antagonista all’idea stessa di soppesare diverse prove l’una rispetto all’altra per determinare – anche in considerazione dell’obiettivo del regolamento n. 1272/2008 – un elevato livello di protezione della salute umana. Si tratta quindi dell’esatto contrario di una determinazione basata sulla «forza probante».</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">162.</p>
</td>
<td valign="top">
<p class="normal">Di conseguenza, non dovrebbe sorprendere più di tanto il fatto che tale nozione non sia stata utilizzata nel parere del RAC  (<span class="note footnote notemarker">
<a id="c-122" href="#t-122">122</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">163.</p>
</td>
<td valign="top">
<p class="normal">In tali circostanze, come afferma il governo francese, l’affidamento del Tribunale sul concetto di «decisività» nell’operare il controllo sul parere del RAC si discosta dal quadro giuridico stabilito dal legislatore dell’Unione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">164.</p>
</td>
<td valign="top">
<p class="normal">Alla luce delle considerazioni che precedono, propongo alla Corte di giustizia di respingere in quanto infondata la prima parte del primo motivo d’impugnazione del governo francese nella causa C‑71/23 P e il primo motivo d’impugnazione della Commissione nella causa C‑82/23 P e di accogliere la seconda parte del primo motivo d’impugnazione del governo francese e respingere la parte pertinente del ricorso in primo grado.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">D.</p>
</td>
<td valign="top">
<p class="normal">Il Tribunale non è venuto meno all’obbligo di motivazione</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">165.</p>
</td>
<td valign="top">
<p class="normal">Con il suo terzo motivo d’impugnazione nella causa C‑82/23 P, il governo francese sostiene che il Tribunale è venuto meno al suo obbligo di motivazione quando ha ritenuto che il meccanismo d’azione della cancerogenicità descritto nel parere RAC non indicasse una «proprietà intrinseca» del biossido di titanio  (<span class="note footnote notemarker">
<a id="c-123" href="#t-123">123</a>
</span>). </p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">166.</p>
</td>
<td valign="top">
<p class="normal">L’obbligo di motivazione è previsto dall’articolo 296 TFUE e si riflette nell’articolo 36 e nel primo comma dell’articolo 53 dello Statuto della Corte di giustizia dell’Unione europea. Esso costituisce pertanto una formalità sostanziale  (<span class="note footnote notemarker">
<a id="c-124" href="#t-124">124</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">167.</p>
</td>
<td valign="top">
<p class="normal">Tuttavia, tale requisito deve essere distinto dalla questione della fondatezza della motivazione, la quale attiene alla legittimità nel merito della questione controversa  (<span class="note footnote notemarker">
<a id="c-125" href="#t-125">125</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">168.</p>
</td>
<td valign="top">
<p class="normal">Nel caso di specie, il governo francese contesta in particolare la conclusione del Tribunale secondo cui il biossido di titanio non possederebbe le proprietà intrinseche di provocare il cancro se non inalato in determinate quantità, pur considerando che la quantità di particelle inalate costituirebbe solo «uno degli elementi chiave della tossicità osservata»  (<span class="note footnote notemarker">
<a id="c-126" href="#t-126">126</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">169.</p>
</td>
<td valign="top">
<p class="normal">È vero che una motivazione contraddittoria, di per sé, può costituire una violazione dell’obbligo di cui all’articolo 296 TFUE, qualora le parti interessate non siano in grado di conoscere i motivi sui quali si fonda la sentenza impugnata  (<span class="note footnote notemarker">
<a id="c-127" href="#t-127">127</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">170.</p>
</td>
<td valign="top">
<p class="normal">Tuttavia, anche supponendo che le affermazioni evidenziate dal governo francese siano contraddittorie, non ritengo che il Tribunale si sia basato soltanto su tali affermazioni per ritenere che il «meccanismo di azione» della cancerogenicità descritta nel parere del RAC non indicasse una «capacità intrinseca» delle particelle di biossido di titanio di provocare il cancro.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">171.</p>
</td>
<td valign="top">
<p class="normal">In realtà, il Tribunale spiega dettagliatamente come ha raggiunto tale conclusione  (<span class="note footnote notemarker">
<a id="c-128" href="#t-128">128</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">172.</p>
</td>
<td valign="top">
<p class="normal">In tale contesto, ritengo che la sentenza impugnata consenta a tutte le parti interessate, in particolare al governo francese e alla Commissione, di conoscere i motivi della suddetta sentenza. Inoltre, essa fornisce alla Corte di giustizia informazioni sufficienti per esercitare i suoi poteri di controllo nell’ambito della presente impugnazione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">173.</p>
</td>
<td valign="top">
<p class="normal">Piuttosto, come spiegano in sostanza i ricorrenti in primo grado, sembra che la critica mossa dal governo francese alle motivazioni del Tribunale sia legata alla correttezza della conclusione raggiunta, la quale costituisce un elemento che attiene al merito della sentenza impugnata. Di conseguenza, il governo francese non può sostenere che il Tribunale sia venuto meno al suo obbligo di motivazione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">174.</p>
</td>
<td valign="top">
<p class="normal">In tale contesto, propongo alla Corte di giustizia di respingere il terzo motivo di impugnazione del governo francese nella causa C‑82/23 P in quanto infondato.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">IV.</p>
</td>
<td valign="top">
<p class="normal">Conseguenze</p>
</td>
</tr>
</table>
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<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">175.</p>
</td>
<td valign="top">
<p class="normal">Ai sensi dell’articolo 61 dello Statuto della Corte di giustizia dell’Unione europea, la Corte può, qualora lo stato del procedimento lo consenta, pronunciare essa stessa una sentenza definitiva sulla questione.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">176.</p>
</td>
<td valign="top">
<p class="normal">Nel caso di specie tale condizione non ricorre.</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">177.</p>
</td>
<td valign="top">
<p class="normal">Nella sentenza impugnata, il Tribunale ha esaminato solo alcuni degli argomenti presentati in relazione alla densità delle particelle di biossido di titanio e alla natura intrinseca di tale sostanza  (<span class="note footnote notemarker">
<a id="c-129" href="#t-129">129</a>
</span>). Inoltre, non ha valutato tutti i motivi sollevati dai ricorrenti in primo grado  (<span class="note footnote notemarker">
<a id="c-130" href="#t-130">130</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">178.</p>
</td>
<td valign="top">
<p class="normal">Poiché tali due fattori implicano valutazioni di fatto che richiederebbero, da parte della Corte di giustizia, l’adozione di misure supplementari di organizzazione del procedimento o di istruzione del fascicolo, la Corte non è in grado di emettere essa stessa una sentenza nella presente causa  (<span class="note footnote notemarker">
<a id="c-131" href="#t-131">131</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">179.</p>
</td>
<td valign="top">
<p class="normal">Ritengo pertanto che la causa debba essere rinviata al Tribunale  (<span class="note footnote notemarker">
<a id="c-132" href="#t-132">132</a>
</span>).</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">V.</p>
</td>
<td valign="top">
<p class="normal">Conclusione</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">180.</p>
</td>
<td valign="top">
<p class="normal">Propongo alla Corte di giustizia di:</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">annullare la sentenza del 23 novembre 2022, CWS Powder Coatings e a./Commissione (T‑279/20, T‑283/20 e T‑288/20, EU:T:2022:725);</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">rinviare la causa al Tribunale per la risoluzione dei restanti motivi, e</p>
</td>
</tr>
</table>
    <table cellpadding="0" cellspacing="0" border="0" width="100%">
<col width="5%"/>
<col width="95%"/>
<tr>
<td valign="top">
<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">riservare le spese.</p>
</td>
</tr>
</table>
    <div/>
  <hr class="note"/>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-1" href="#c-1">1</a>
</span>) Lingua originale: l’inglese.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-2" href="#c-2">2</a>
</span>) Per quanto riguarda la scienza, v., ad esempio, Pouyot, R.V., «Science and environmental policy – making them compatible», BioScience, vol. 49(4), 1999, pagg. da 281 a 286, a pag. 282, in cui si afferma che «la natura di base della scienza è che vi sarà sempre incertezza».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-3" href="#c-3">3</a>
</span>) Regolamento del Parlamento europeo e del Consiglio, del 16 dicembre 2008, relativo alla classificazione, all’etichettatura e all’imballaggio delle sostanze e delle miscele che modifica e abroga le direttive 67/548/CEE e 1999/45/CE e che reca modifica al regolamento (CE) n. 1907/2006 (GU 2008, L 353, pag. 1); in prosieguo: il «regolamento n. 1272/2008».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-4" href="#c-4">4</a>
</span>) Sentenza del 23 novembre 2022, CWS Powder Coatings e a./Commissione, (T‑279/20, T‑283/20 e T‑288/20, EU:T:2022:725; in prosieguo: la «sentenza impugnata»).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-5" href="#c-5">5</a>
</span>) Al momento in cui scriviamo, la questione di quale lettura attribuire alla nozione di «proprietà intrinseche», ai sensi del regolamento n. 1272/2008, risulta pendente anche nei ricorsi proposti il 24 marzo 2023, LAT Nitrogen Piesteritz e Cornerstone/ECHA, T‑167/23 e il 27 marzo 2024, PMC Vlissingen Netherlands/Commissione, T‑169/24. Inoltre, con le sentenze del 27 novembre 2024, Evonik Operations/Commissione (T‑449/22, EU:T:2024:866, punti da 118 a 120) e del 27 novembre 2024, BASF e a./Commissione (T‑453/22, non pubblicata, EU:T:2024:867, punti da 52 a 54), il Tribunale ha ribadito l’interpretazione data nella sentenza impugnata. Di conseguenza, la pronuncia della Corte di giustizia fornirà un orientamento al di là delle presenti impugnazioni.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-6" href="#c-6">6</a>
</span>) V. considerando 1 e articolo 1, paragrafo 1, del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-7" href="#c-7">7</a>
</span>) V., in tal senso, considerando 8 del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-8" href="#c-8">8</a>
</span>) V. articolo 37, paragrafi 2 e 3, del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-9" href="#c-9">9</a>
</span>) V. articolo 37, paragrafo 4, del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-10" href="#c-10">10</a>
</span>) V. articolo 53, paragrafo 1, e considerando 77 del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-11" href="#c-11">11</a>
</span>) V. articolo 5 del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-12" href="#c-12">12</a>
</span>) V. articolo 9 del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-13" href="#c-13">13</a>
</span>) Ai sensi dell’articolo 36, paragrafo 1, lettera c), del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-14" href="#c-14">14</a>
</span>) V. punto 3.6.1.1. dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-15" href="#c-15">15</a>
</span>) V. punto 3.6.2.2.2. dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-16" href="#c-16">16</a>
</span>) V. punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-17" href="#c-17">17</a>
</span>) V. punto 3.6.2.2.6.6. lettera h), dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-18" href="#c-18">18</a>
</span>) V. punto 3.6.2.2.6.6. lettera k), dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-19" href="#c-19">19</a>
</span>) Il corsivo è mio.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-20" href="#c-20">20</a>
</span>) V. punto 1.1.1.3 dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-21" href="#c-21">21</a>
</span>) Tale richiesta è stata avanzata sulla base dell’articolo 37, paragrafo 1, regolamento n. 1272/2008, in base al quale «[u]n’autorità competente può presentare all’agenzia una proposta di classificazione ed etichettatura armonizzate di sostanze».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-22" href="#c-22">22</a>
</span>) Il numero CE è un identificatore unico di sette cifre per le sostanze chimiche. Il profilo breve del biossido di titanio, come appare sul sito web dell’ECHA, può essere consultato all’indirizzo: https://echa.europa.eu/brief-profile/-/briefprofile/100.033.327.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-23" href="#c-23">23</a>
</span>) Sebbene venisse utilizzato in precedenza anche come colorante alimentare, il regolamento (UE) 2022/63 della Commissione, del 14 gennaio 2022, che modifica gli allegati II e III del regolamento (CE) n. 1333/2008 del Parlamento europeo e del Consiglio per quanto riguarda l’additivo alimentare biossido di titanio (E 171) (GU 2022, L 11, pag. 1) ha revocato l’autorizzazione all’uso del biossido di titanio come additivo alimentare, dopo che l’European Food Safety Agency (Autorità europea per la sicurezza alimentare; in prosieguo, l’«EFSA») aveva espresso il timore che il consumo di particelle di biossido di titanio potesse danneggiare il DNA (ossia che avesse proprietà «genotossiche»). V. altresì EFSA, Safety assessment of titanium dioxide (E171) as a food additive, EFSA Journal 2021; 19(5):6585.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-24" href="#c-24">24</a>
</span>) Durante l’udienza, il governo francese ha spiegato di aver basato la sua proposta di classificazione sullo studio Lee, in quanto riteneva lo studio Heinrich non sufficientemente affidabile. Tuttavia, dal canto suo, il RAC ha basato il suo parere sullo studio Heinrich, ritenendo affidabile tale studio e meno affidabile lo studio Lee.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-25" href="#c-25">25</a>
</span>) ECHA, «Opinion of the Committee for Risk Assessment on a dossier proposing harmonised classification and labelling at EU level» [Parere del Comitato per la valutazione dei rischi su un dossier che propone una classificazione e un’etichettatura armonizzate a livello UE] (EC No.: 236-675-5; CAS No.: 13463-67-7), rapporto n. CLH-O-0000001412-86-163/F, adottato il 14 settembre 2017.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-26" href="#c-26">26</a>
</span>) V. parere del RAC, pagg. da 10 a 16.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-27" href="#c-27">27</a>
</span>) V. parere del RAC, pagg. da 19 a 20.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-28" href="#c-28">28</a>
</span>) V. parere del RAC, pagg. da 20 a 26, e pag. 39.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-29" href="#c-29">29</a>
</span>) V. parere del RAC, pag. 15 e pagg. da 21 a 25.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-30" href="#c-30">30</a>
</span>) V. parere del RAC, pag. 27.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-31" href="#c-31">31</a>
</span>) V. parere del RAC, pagg. da 27 a 32.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-32" href="#c-32">32</a>
</span>) Regolamento delegato della Commissione, del 4 ottobre 2019, che modifica, ai fini dell’adeguamento al progresso tecnico e scientifico, il regolamento n. 1272/2008 e che rettifica lo stesso regolamento (GU 2020, L 44, pag. 1 e rettifica GU L 214, pag. 72).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-33" href="#c-33">33</a>
</span>) V. sentenza impugnata, punti da 9 a 13.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-34" href="#c-34">34</a>
</span>) V. regolamento impugnato, pag. 11.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-35" href="#c-35">35</a>
</span>) V. regolamento impugnato, pag. 8.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-36" href="#c-36">36</a>
</span>) V. sentenza impugnata, punto 9 sull’uso del pittogramma «H 351» () e punti 10 e 12 sull’apposizione delle etichette «EUH211: “Attenzione! In caso di vaporizzazione possono formarsi goccioline respirabili pericolose. Non respirare i vapori o le nebbie”» e «EUH212: “Attenzione! In caso di utilizzo possono formarsi polveri respirabili pericolose. Non respirare le polveri”».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-37" href="#c-37">37</a>
</span>) V., a tale proposito, articolo 15, paragrafo 1, del regolamento (CE) n. 1223/2009 del Parlamento europeo e del Consiglio del 30 novembre 2009, sui prodotti cosmetici (GU 2009, L 342, pag. 5) (in prosieguo: il «regolamento n. 1223/2009») e l’articolo 4, paragrafo 1, della direttiva 2009/48/CE del Parlamento europeo e del Consiglio, del 18 giugno 2009, sulla sicurezza dei giocattoli (GU 2009, L 170, pag. 1) (in prosieguo: la «direttiva 2009/48»).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-38" href="#c-38">38</a>
</span>) V., a tale proposito, articolo 3, punto 2, e capi III e VI, nonché voce H 7 «Cancerogeno» nell’allegato III della direttiva 2008/98/CE del Parlamento europeo e del Consiglio, del 19 novembre 2008, relativa ai rifiuti e che abroga alcune direttive (GU 2008, L 312, pag. 3).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-39" href="#c-39">39</a>
</span>) V., a tale proposito, criteri 5 e 5 a) dell’allegato della decisione della Commissione 2014/312/UE, del 28 maggio 2014, che stabilisce i criteri ecologici per l’assegnazione di un marchio comunitario di qualità ecologica ai prodotti vernicianti per esterni e per interni (GU 2014, L 164, pag. 45).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-40" href="#c-40">40</a>
</span>) V., rispettivamente, articolo 15 del regolamento n. 1223/2009 e articolo 46 della direttiva 2009/48.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-41" href="#c-41">41</a>
</span>) Regolamento (UE) 2021/850 della Commissione, del 26 maggio 2021, che modifica e rettifica l’allegato II e che modifica gli allegati III, IV e VI del regolamento n. 1223/2009 (GU 2021, L 188, pag. 44).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-42" href="#c-42">42</a>
</span>) V. Scientific Committee on Health, Environmental and Emerging Risks (SCHEER), Opinion on the safety of titanium dioxide in toys [Comitato scientifico sui rischi sanitari, ambientali ed emergenti (CSRSA), Parere sulla sicurezza del biossido di titanio nei giocattoli], 12 ottobre 2023.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-43" href="#c-43">43</a>
</span>) Proposta di regolamento del Parlamento europeo e del Consiglio sulla sicurezza dei giocattoli e che abroga la direttiva 2009/48 [COM(2023)462 final del 28 luglio 2023]. V. altresì Segretariato generale del Consiglio, Proposta di regolamento del Parlamento europeo e del Consiglio sulla sicurezza dei giocattoli e che abroga la direttiva 2009/48, ST 9740/1/24-REV-1, pag. 18.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-44" href="#c-44">44</a>
</span>) Con ordinanza dell’11 marzo 2022, il presidente della Nona Sezione del Tribunale ha deciso di riunire le cause T‑279/20, T‑283/20 e T‑288/20 ai fini della fase orale del procedimento e della decisione che lo conclude.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-45" href="#c-45">45</a>
</span>) Sebbene il regolamento n. 1272/2008 non faccia riferimento alla nozione di «dose massima tollerata», l’ECHA, nel documento Guidance on the Application of the CLP Criteria, Guidance to Regulation (EC) No 1272/2008 on classification, labelling and packaging (CLP) of substances and mixtures [Orientamenti sull’applicazione dei criteri del regolamento CLP, guida al regolamento (CE) n. 1272/2008 relativo alla classificazione, all’etichettatura e all’imballaggio (CLP) delle sostanze e delle miscele], versione 5.0, luglio 2017 (in prosieguo: il «documento di orientamento CLP»), a pag. 385, descrive la dose massima tollerata come «la dose massima dell’agente in esame durante il saggio biologico che si prevede non alteri la normale longevità dell’animale a causa di effetti diversi dalla cancerogenicità».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-46" href="#c-46">46</a>
</span>) V. parere del RAC, pag. 16.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-47" href="#c-47">47</a>
</span>) V. documento di orientamento CLP, pag. 385.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-48" href="#c-48">48</a>
</span>) V., in tal senso, sentenza impugnata, punto 52, e parere del RAC, pag. 17. Nella sentenza impugnata, al punto 86, il Tribunale ha spiegato che «il calcolo di sovraccarico di Morrow mette in relazione la quantità di particelle inalate e la riduzione del funzionamento dei meccanismi di espulsione delle particelle con il volume occupato dalle particelle nei macrofagi alveolari dei polmoni».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-49" href="#c-49">49</a>
</span>) Sentenza impugnata, punto 90. V. altresì il parere del RAC, pag. 39, in cui si afferma che «il RAC ritiene che queste condizioni di esposizione rappresentino un’esposizione eccessiva che invalida i risultati stessi dello studio di Lee et al. (1985) ai fini della classificazione».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-50" href="#c-50">50</a>
</span>) V. sentenza impugnata, punti da 75 a 78 e 121.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-51" href="#c-51">51</a>
</span>) Sentenza impugnata, punto 92.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-52" href="#c-52">52</a>
</span>) Sentenza impugnata, punto 92.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-53" href="#c-53">53</a>
</span>) Sentenza impugnata, punti 100 e 107. </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-54" href="#c-54">54</a>
</span>) Sentenza impugnata, punto 99.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-55" href="#c-55">55</a>
</span>) Sentenza impugnata, punto 100.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-56" href="#c-56">56</a>
</span>) Sentenza impugnata, punto 103.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-57" href="#c-57">57</a>
</span>) Sentenza impugnata, punto 121.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-58" href="#c-58">58</a>
</span>) V., a tal fine, sentenza impugnata, punti 121 e 122.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-59" href="#c-59">59</a>
</span>) Sentenza impugnata, punto 160.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-60" href="#c-60">60</a>
</span>) Sentenza impugnata, punto 138.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-61" href="#c-61">61</a>
</span>) Sentenza impugnata, punti da 139 a 141.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-62" href="#c-62">62</a>
</span>) Sentenza impugnata, punti da 156 a 160.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-63" href="#c-63">63</a>
</span>) Sentenza impugnata, punto 156.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-64" href="#c-64">64</a>
</span>) Sentenza impugnata, punto 158.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-65" href="#c-65">65</a>
</span>) Sentenza impugnata, punto 159.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-66" href="#c-66">66</a>
</span>) Sentenza impugnata, punto 159. </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-67" href="#c-67">67</a>
</span>) Sentenza impugnata, punto 154.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-68" href="#c-68">68</a>
</span>) V., ad esempio, sentenze del 12 luglio 2005, Alliance for Natural Health e a. (C‑154/04 e C‑155/04, EU:C:2005:449, punto 52); del 7 luglio 2009, S.P.C.M. e a. (C‑558/07, EU:C:2009:430, punto 42); del 22 dicembre 2010, Gowan Comércio Internacional e Serviços (C‑77/09, EU:C:2010:803, punto 82); e del 22 novembre 2018, Swedish Match (C‑151/17, EU:C:2018:938, punto 36).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-69" href="#c-69">69</a>
</span>) V., a tale proposito, Mendes, J., «Bounded Discretion in EU Law: A Limited Judicial Paradigm in a Changing EU», 80(3) The Modern Law Review (2017), pag. 461, che ha descritto il potere discrezionale come «l’assenza di norme o principi giuridici che, una volta interpretati, siano in grado di indicare la soluzione da applicare in un caso specifico».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-70" href="#c-70">70</a>
</span>) V., ad esempio, sentenze del 21 novembre 1991, Technische Universität München (C‑269/90, EU:C:1991:438, punto 14); del 21 luglio 2011, Nickel Institute (C‑14/10, EU:C:2011:503, punto 60) (in prosieguo: la «sentenza Nickel Institute»); del 21 luglio 2011, Etimine (C‑15/10, EU:C:2011:504, punto 60) (in prosieguo: la «sentenza Etimine»); del 22 novembre 2017, Commissione/Bilbaína de Alquitranes e a. (C‑691/15 P, EU:C:2017:882, punto 34), e del 9 marzo 2023, PlasticsEurope/ECHA (C‑119/21 P, EU:C:2023:180, punto 46). </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-71" href="#c-71">71</a>
</span>) Alcuni autori delineano questa differenza facendo riferimento a valutazioni «cognitive» e «volitive»; v., ad esempio, Nehl, H.P., «Judicial review of complex socio-economic, technical, and scientific assessments», in Mendes, J. (a cura di), EU Executive Discretion and the Limits of Law, Oxford University Press, Oxford, 2019, pagg. 162 e 163.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-72" href="#c-72">72</a>
</span>) Secondo la Comunicazione della Commissione sul principio di precauzione, COM(2000)1 def., del 2 febbraio 2000, punto 5.1.2, la valutazione dei rischi consta di quattro fasi: l’identificazione del pericolo, la caratterizzazione del pericolo, la valutazione dell’esposizione e la caratterizzazione del rischio. Nell’allegato II di tale comunicazione, le prime due fasi sono descritte come segue: «Con identificazione del pericolo s’intende l’identificazione degli agenti biologici, chimici o fisici che possono avere effetti negativi. (…) La caratterizzazione del pericolo consiste nella determinazione, in termini quantitativi e/o qualitativi, della natura e della gravità degli effetti nocivi collegati con gli agenti o le attività causali. In questa fase deve essere stabilito il rapporto tra le quantità di sostanze pericolose e gli effetti».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-73" href="#c-73">73</a>
</span>) V., ad esempio, Vos, E., «The European Court of Justice in the face of scientific uncertainty and complexity», in Dawson, M., de Witte, B. and Muir, E. (a cura di), Judicial activism at the European Court of Justice, Edward Elgar, 2013, pagg. da 142 a 166, il quale, alle pagg. 164 e 165, sottolinea che «la valutazione del rischio non è neutrale, ma è un costrutto sociale e come tale un atto politico» [traduzione libera]. In tal senso, una decisione presa in virtù dell’applicazione del principio di precauzione e una decisione presa senza applicare tale principio allo stesso tipo di rischio potrebbero differire significativamente in termini di restrizioni giustificabili che una misura può imporre.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-74" href="#c-74">74</a>
</span>) Una delle ragioni per l’adozione del regolamento n. 1272/2008 è stata infatti quella di regolamentare la classificazione dei pericoli. Ai sensi dell’articolo 1, paragrafo 1, lettera a), detto atto armonizza i criteri per la classificazione delle sostanze e delle miscele e le norme relative all’etichettatura e all’imballaggio di tali sostanze e miscele identificate come pericolose. Pertanto, i criteri di classificazione dei pericoli sono ampiamente previsti nell’atto legislativo stesso.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-75" href="#c-75">75</a>
</span>) V. Tabella 3.6.1. dell’allegato I del regolamento n. 1272/2008, riprodotta al paragrafo 14 delle presenti conclusioni.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-76" href="#c-76">76</a>
</span>) Operando questa seconda scelta, il legislatore dell’Unione ha probabilmente seguito il principio di precauzione. La Corte ha già confermato che tale principio trova applicazione nell’ambito della classificazione delle sostanze chimiche sulla base del regolamento n. 1272/2008; v. sentenza del 16 giugno 2022, SGL Carbon e a./Commissione (C‑65/21 P e da C‑73/21 P a C‑75/21 P, EU:C:2022:470, punto 97). V., più in generale, sul principio di precauzione, Donati, A., «Le principe de précaution en droit de l’Union européenne», Bruylant: Bruxelles, 2021, pagg. 49 e segg. e Goldner Lang, I., «“Laws of Fear” in the EU: The Precautionary Principle and Public Health Restrictions to Free Movement of Persons in the Time of COVID‑19», 14(1) European Journal of Risk Regulation, 2023, pagg. da 141 a 164.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-77" href="#c-77">77</a>
</span>) V. punto 3.6.2.2.1. dell’allegato I del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-78" href="#c-78">78</a>
</span>) V., in tal senso ed ex multis, sentenza Nickel Institute, punto 60 e giurisprudenza ivi citata, dove la Corte spiega che, «[i]n un tale contesto, il giudice dell’Unione non può, infatti, sostituire la sua valutazione degli elementi di fatto di ordine scientifico e tecnico a quella delle istituzioni cui il Trattato CE ha assegnato in via esclusiva tale compito».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-79" href="#c-79">79</a>
</span>) V., su questa linea, Vos, E., nota 73 delle presenti conclusioni, pag. 164 (che sostiene che «i giudici dovrebbero rimanere tali. Non dovrebbero diventare “scienziati dilettanti”») e Jasanoff, S., «Judging Science: Issues, Assumptions, Models», in Report of the 1997 Forum for State Court Judge: Scientific Evidence in the Courts; Concepts &amp; Controversies, Roscoe Pound Foundation, 1997, pag. 19 (che spiega che «i giudici devono rifiutare le versioni mitiche sia della “scienza pura” che della “scienza spazzatura”. (...). Soprattutto, devono essere fermi nella convinzione che i tribunali non sono un foro per risolvere le controversie scientifiche in modo definitivo, ma piuttosto per fare giustizia caso per caso con l’aiuto di tutte le conoscenze scientifiche disponibili che soddisfano i criteri di pertinenza e attendibilità») (traduzione libera).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-80" href="#c-80">80</a>
</span>) Sentenza impugnata, punto 42.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-81" href="#c-81">81</a>
</span>) V. sentenza Bilbaína, punto 35. </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-82" href="#c-82">82</a>
</span>) V. sentenza Bilbaína, punto 35, che rinvia, in particolare, alla sentenza del 4 aprile 2017, Ombudsman/Staelen (C‑337/15 P, EU:C:2017:256, punto 34 e giurisprudenza ivi citata). </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-83" href="#c-83">83</a>
</span>) A tal proposito, in un’eccellente rassegna di giurisprudenza, Leonelli spiega che la linea di demarcazione tra controllo procedurale e controllo sostanziale può facilmente offuscarsi, e mostra come l’inquadramento procedurale del controllo nella sentenza Bilbaína oscurari le implicazioni sostanziali dell’adozione di diverse metodologie scientifiche. V. Leonelli, G.C., «The fine line between procedural and substantive review in cases involving complex technical‑scientific evaluations: Bilbaína», Common Market Law Review, vol. 55(4), 2018, pag. 1230.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-84" href="#c-84">84</a>
</span>) V., a tale proposito, punti 98 e 105 della sentenza impugnata e pag. 8 del parere del RAC (in cui si sottolinea che il RAC era a conoscenza del fatto che le «particelle primarie, in particolare quelle di grandezza nanometrica, tendono ad agglomerarsi») e il punto 105 della sentenza impugnata e pag. 17 del parere del RAC (in cui si sottolinea che, sulla base delle prove presentate, il RAC ha ritenuto di dover applicare un valore standard di densità per le particelle di biossido di titanio, ai fini dell’applicazione del calcolo di sovraccarico di Morrow agli studi Heinrich e Lee). V. altresì pag. 12 del parere del RAC per quanto riguarda le caratteristiche delle particelle che sono state testate nello studio Heinrich [per generare un’atmosfera di prova con un MMAD di 0,8 μm (GSD di 1,80), è stato utilizzato «TiO2 ultrafine (P25, Degussa, materiale di prova TiO2 classico di grandezza nanometrica; qui senza ulteriore caratterizzazione della purezza), con una dimensione primaria delle particelle di 15-40 nm e una composizione di ~80% anatasio e ~20% rutilo»].</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-85" href="#c-85">85</a>
</span>) V., ad esempio, sentenze del 13 febbraio 1979, Hoffmann‑La Roche/Commissione (85/76, EU:C:1979:36, punto 89), sull’interpretazione della nozione di «posizione dominante», quale risulta dall’articolo 102 TFUE; del 14 novembre 1984, Intermills/Commissione (323/82, EU:C:1984:345), punto 16 e seg.), sull’interpretazione della nozione di «interessati» ai sensi dell’articolo 108, paragrafo 2, TFUE; e del 13 dicembre 1989, Brother International (C‑26/88, EU:C:1989:637, punto 11), sull’interpretazione della nozione di «sovvenzione», quale appare nell’attuale articolo 3 del regolamento (UE) 2016/1037 del Parlamento europeo e del Consiglio, dell’8 giugno 2016, relativo alla difesa contro le importazioni oggetto di sovvenzioni provenienti da Paesi non membri dell’Unione europea (GU 2016, L 176, pag. 55).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-86" href="#c-86">86</a>
</span>) Fino al 2024, i giudici statunitensi hanno adottato un approccio alquanto diverso da quello seguito dai giudici dell’Unione. Sin dalla decisione della Corte Suprema degli Stati Uniti nella sentenza Chevron c. Natural Resources Defense Council, 467 U.S. 837 (1984), pag. 843 (in prosieguo: la «sentenza Chevron»), i giudici sono tenuti ad attenersi all’interpretazione di una legge ambigua operata da un’agenzia amministrativa, a condizione che tale interpretazione costituisca un’«interpretazione ammissibile della legge» (sentenza Chevron, pag. 843). Tuttavia, nel giugno 2024, la Corte Suprema degli Stati Uniti ha superato l’approccio della sentenza Chevron, spiegando che lo US Administrative Procedure Act (legge sulla procedura amministrativa degli Stati Uniti) «comprende la comprensione tradizionale della funzione giurisdizionale, in base alla quale i giudici devono esercitare un giudizio indipendente nel determinare il significato delle disposizioni di legge, cosicché le conoscenze specialistiche di un’agenzia possono informare ma non vincolare un tribunale» [Loper Bright Enterprises e a. c. Raimondo, Secretary of Commerce, et al., 603 U.S. 369 (2024), pagg. 16 e 35].</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-87" href="#c-87">87</a>
</span>) Detto considerando esorta ad utilizzare metodi alternativi alle prove su animali, al fine di acquisire, tra l’altro, informazioni sulle proprietà intrinseche di sostanze e miscele. </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-88" href="#c-88">88</a>
</span>) Tale punto si trova nella sezione dell’allegato I del regolamento n. 1272/2008 che riguarda la pericolosità per la pelle. Nella parte pertinente stabilisce che «[i] dati umani devono quindi essere valutati con cautela, poiché la frequenza dei casi riflette, oltre alle proprietà intrinseche delle sostanze, anche fattori quali la situazione d’esposizione, la biodisponibilità, la predisposizione individuale e le misure di prevenzione adottate».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-89" href="#c-89">89</a>
</span>) Tali punti appartengono alla parte relativa ai pericoli per l’ambiente acquatico. Il punto 4.1.1.1 stabilisce che «[p]er tossicità acuta per l’ambiente acquatico s’intende la capacità propria di una sostanza di causare danni a un organismo sottoposto a un’esposizione di breve durata» e che «[p]er tossicità cronica per l’ambiente acquatico s’intende la proprietà intrinseca di una sostanza di provocare effetti nocivi su organismi acquatici durante esposizioni determinate in relazione al ciclo vitale dell’organismo». Il punto 4.1.2.4. prevede che «[p]er classificare una sostanza in una categoria di pericolo di tossicità cronica (a lungo termine) si considerano le sue proprietà intrinseche consistenti nell’assenza di rapida degradabilità e/o nella sua capacità di bioconcentrazione in associazione alla tossicità acuta».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-90" href="#c-90">90</a>
</span>) V., in tal senso ed ex multis, sentenze del 17 novembre 1983, Merck (292/82, EU:C:1983:335, punto 12), e del 7 giugno 2005, VEMW e a. (C‑17/03, EU:C:2005:362, punto 41 e giurisprudenza ivi citata).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-91" href="#c-91">91</a>
</span>) Sentenza impugnata, punto 138.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-92" href="#c-92">92</a>
</span>) Anche una rapida ricerca su Internet dimostra che scienze differenti hanno interpretazioni differenti riguardo alla proprietà intrinseca di una sostanza. Inoltre, detta nozione è tutt’altro che semplice in termini filosofici, compresa la filosofia della fisica. V., a tale proposito, «Intrinsic vs. Extrinsic Properties», Stanford Encyclopaedia of Philosophy, disponibile all’indirizzo: https://plato.stanford.edu/entries/intrinsic-extrinsic/.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-93" href="#c-93">93</a>
</span>) L’esempio spesso utilizzato per spiegare la differenza tra proprietà «intrinseche» ed «estrinseche» è la differenza tra massa e peso. La massa è una proprietà intrinseca di un corpo, mentre il suo peso dipende dalla gravità del pianeta relativamente al luogo in cui si trova il corpo, e quindi costituisce una proprietà estrinseca. Nel caso di specie, il Tribunale sembra intendere la forma (polvere), la quantità (contenente l’1% o più di particelle con diametro aerodinamico ≤ 10 μm), l’insolubilità e la modalità di azione (inalazione) con cui il biossido di titanio provoca il cancro come proprietà estrinseche a tale sostanza; quindi, per usare le mie analogie, come il suo «peso», non la sua «massa».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-94" href="#c-94">94</a>
</span>) V. sentenza impugnata, punti 139 e 140.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-95" href="#c-95">95</a>
</span>) V. articolo 1, paragrafo 1, del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-96" href="#c-96">96</a>
</span>) V. articolo 1, paragrafo 1, lettere a), d) ed e), del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-97" href="#c-97">97</a>
</span>) V., a tale proposito, articolo 1, paragrafo 2, del regolamento n. 1272/2008.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-98" href="#c-98">98</a>
</span>) Come spiega anche il governo svedese, una «proprietà intrinseca» di provocare danni è intrinsecamente legata al dosaggio, ed è per questo che gli studi sperimentali sugli animali sono concepiti in modo tale da somministrare agli animali da laboratorio dosaggi diversi di una sostanza. Il fatto che gli effetti negativi possono manifestarsi a dosaggi più elevati della sostanza ma non, ad esempio, a dosaggi inferiori, non impedisce di considerare gli effetti negativi come causati da una «proprietà intrinseca» della sostanza.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-99" href="#c-99">99</a>
</span>) Durante l’udienza, il Cefic ha osservato che anche altre sostanze con caratteristiche simili (come la bassa solubilità) possono provocare il cancro con un meccanismo di azione simile (ad esempio l’inalazione di grandi quantità). Ciò dimostrerebbe che il cancro non è provocato dalla proprietà intrinseca della sostanza testata, ma costituisce piuttosto un effetto secondario di un’infiammazione causata dall’accumulo di grandi quantità di particelle, ad esempio nei polmoni. Tuttavia, sebbene, come sostiene il governo francese, sia vero che il parere del RAC non indica se gli effetti cancerogeni siano causati semplicemente dall’infiammazione dovuta all’accumulo di particelle nel polmone o dalla capacità del biossido di titanio di generare stress ossidativo in grado di indurre genotossicità, o se siano coinvolti entrambi i meccanismi, resta il fatto che nessuna di queste possibilità osta alla conclusione che le proprietà intrinseche del biossido di titanio possano portare allo sviluppo del cancro.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-100" href="#c-100">100</a>
</span>) V. sentenza impugnata, punti 165 e 166.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-101" href="#c-101">101</a>
</span>) Ad esempio, come stabilisce l’articolo 4, paragrafo 3, del regolamento n. 1272/2008, se non esiste già una voce per la sostanza di cui trattasi, la classificazione ha luogo secondo le regole del titolo II di detto regolamento.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-102" href="#c-102">102</a>
</span>) V. nota 89 delle presenti conclusioni.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-103" href="#c-103">103</a>
</span>) V. considerando 12 del regolamento n. 1272/2008, che spiega che «[l]a terminologia e le definizioni utilizzate nel presente regolamento dovrebbero essere coerenti (...) con le definizioni del GHS stabilite nell’ambito delle Nazioni Unite, per assicurare la massima coerenza nell’applicazione della legislazione sui prodotti chimici all’interno della Comunità nel contesto del commercio mondiale».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-104" href="#c-104">104</a>
</span>) V. punto 1.1.2.6.2.1. del GHS.V. altresì punto 4.1.1.1. e definizione della nozione di «tossicità cronica per l’ambiente acquatico» nel GHS: «la proprietà intrinseca di una sostanza di provocare effetti nocivi su organismi acquatici durante esposizioni determinate in relazione al ciclo vitale dell’organismo». Inoltre, il 3.6.2.2. del GHS spiega che: «[l]a classificazione di una sostanza come cancerogena si basa su studi ottenuti con metodi affidabili e accettabili e si applica alle sostanze dotate della proprietà intrinseca di provocare il cancro». Infine, v. nota 1 al punto 1.1.1.6 del GHS, che spiega che «in alcuni casi è necessario prendere in considerazione anche i pericoli derivanti da altre proprietà, come lo stato fisico della sostanza o della miscela (...) o le proprietà delle sostanze prodotte da determinate reazioni chimiche».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-105" href="#c-105">105</a>
</span>) Regolamento (CE) n. 1907/2006 del Parlamento europeo e del Consiglio, del 18 dicembre 2006, concernente la registrazione, la valutazione, l’autorizzazione e la restrizione delle sostanze chimiche (REACH), che istituisce un’Agenzia europea per le sostanze chimiche, che modifica la direttiva 1999/45/CE e che abroga il regolamento (CEE) n. 793/93 del Consiglio e il regolamento (CE) n. 1488/94 della Commissione, nonché la direttiva 76/769/CEE del Consiglio e le direttive della Commissione 91/155/CEE, 93/67/CEE, 93/105/CE e 2000/21/CE (GU 2006, L 396, pag. 1), (in prosieguo: il «regolamento REACH»).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-106" href="#c-106">106</a>
</span>) V. articolo 3, paragrafo 1, del regolamento REACH, che definisce «sostanza» come «un elemento chimico e i suoi composti, allo stato naturale od ottenuti per mezzo di un procedimento di fabbricazione, compresi gli additivi necessari a mantenerne la stabilità e le impurezze derivanti dal procedimento utilizzato, ma esclusi i solventi che possono essere separati senza compromettere la stabilità della sostanza o modificarne la composizione».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-107" href="#c-107">107</a>
</span>) V., ad esempio, sezione 2.4 dell’allegato VI del regolamento REACH.V. altresì considerando 8 del regolamento (UE) 2018/1881 della Commissione, del 3 dicembre 2018, che modifica il regolamento (CE) n. 1907/2006 del Parlamento europeo e del Consiglio concernente la registrazione, la valutazione, l’autorizzazione e la restrizione delle sostanze chimiche (REACH) per quanto riguarda gli allegati I, III, VI, VII, VIII, IX, X, XI e XII per ricomprendervi le nanoforme delle sostanze (GU 2018, L 308, pag. 1), che spiega che «[p]er le nanoforme, nell’ambito dell’identificazione della sostanza, tra le informazioni sulla composizione dovrebbero essere fornite specifiche informazioni minime sulla caratterizzazione. Le dimensioni delle particelle, la forma e le proprietà della superficie di una nanoforma possono influenzarne il profilo tossicologico o ecotossicologico, l’esposizione e il comportamento nell’ambiente.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-108" href="#c-108">108</a>
</span>) V., a tale proposito, sentenza impugnata, punto 156.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-109" href="#c-109">109</a>
</span>) Al punto 39 della sentenza impugnata, il Tribunale fa riferimento al punto 82 della sentenza Nickel Institute per suggerire che una valutazione dei pericoli inerenti alle proprietà intrinseche delle sostanze non deve essere limitata in considerazione di specifiche circostanze di utilizzazione. Per esteso, il paragrafo 82 della sentenza Nickel Institute recita come segue: «Infatti, una valutazione dei pericoli inerenti alle proprietà intrinseche delle sostanze non deve essere limitata in considerazione di specifiche circostanze di utilizzazione, come nel caso di una valutazione dei rischi, e può essere validamente realizzata a prescindere dal luogo di utilizzo della sostanza (laboratorio o altro), dalle modalità con cui si produce il contatto e dai livelli dell’eventuale esposizione alla sostanza».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-110" href="#c-110">110</a>
</span>) V. punto 82 della sentenza Nickel Institute; il corsivo è mio.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-111" href="#c-111">111</a>
</span>) V., a tal proposito, sentenza Etimine, punto 75, che recita come segue: «Infatti, una valutazione dei pericoli inerenti alle proprietà intrinseche delle sostanze non deve essere limitata in considerazione di specifiche circostanze di utilizzazione, come nel caso di una valutazione dei rischi, e può essere validamente realizzata a prescindere dal luogo di utilizzo della sostanza, dalle modalità con cui si potrebbe produrre il contatto (ingestione, inalazione o penetrazione cutanea) e dai livelli dell’eventuale esposizione alla sostanza».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-112" href="#c-112">112</a>
</span>) V., in tal senso, sentenza Etimine, punto 70.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-113" href="#c-113">113</a>
</span>) Tale parte dei ricorsi del governo francese e della Commissione è diretta contro il punto 74 della sentenza impugnata.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-114" href="#c-114">114</a>
</span>) Tale parte del ricorso della Commissione è diretta contro il punto 120 della sentenza impugnata.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-115" href="#c-115">115</a>
</span>) V., a tal proposito, sentenze del 10 febbraio 2011, Activision Blizzard Germany/Commissione (C‑260/09 P, EU:C:2011:62, punto 54), del 26 settembre 2013, Francia/Commissione (C‑115/12 P, EU:C:2013:596, punto 60), e del 27 giugno 2024, Commissione/Servier e a. (C‑176/19 P, EU:C:2024:549, punto 128 e giurisprudenza ivi citata) (tutte riguardanti documenti che consentivano diverse interpretazioni ragionevoli).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-116" href="#c-116">116</a>
</span>) V., in particolare, sentenza del 25 febbraio 2021, Dalli/Commissione (C‑615/19 P, EU:C:2021:133, punto 139 e giurisprudenza ivi citata).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-117" href="#c-117">117</a>
</span>) V., ad esempio, parere del RAC, pag. 41 [«il RAC ritiene che tali condizioni di esposizione rappresentino un’esposizione eccessiva che invalida gli stessi risultati dello studio di Lee e a. (1985) ai fini della classificazione»] e pag. 35 [«A causa della completa cessazione della clearance alveolare, il RAC ritiene che i risultati dello studio di Lee et al. (1985) sui ratti non dovrebbero avere un’influenza determinante sulla classificazione del TiO2»]. V. altresì parere del RAC, pag. 36.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-118" href="#c-118">118</a>
</span>) V. parere del RAC, pag. 13.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-119" href="#c-119">119</a>
</span>) V. punto 120 della sentenza impugnata e pag. 17 del parere del RAC. </p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-120" href="#c-120">120</a>
</span>) La Commissione non censura tale argomento nella causa C‑71/23 P.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-121" href="#c-121">121</a>
</span>) V., in particolare, punti da 76 a 78, nonché 120 e 121 della sentenza impugnata.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-122" href="#c-122">122</a>
</span>) V. parere del RAC, pag. 39, che spiega che il «RAC ritiene che le prove sperimentali e umane non suffraghino la classificazione del biossido di titanio come Carc. 1A o 1B. Il RAC ha inoltre valutato se il TiO2 soddisfi i criteri di classificazione della categoria 2 per la cancerogenicità o se non sia più appropriata una non classificazione per la cancerogenicità. Nel bilanciare le ragioni della categoria 2 o della mancanza di classificazione, il RAC ha esaminato attentamente le condizioni sperimentali degli studi sull’inalazione nei ratti e le differenze interspecie». V. altresì pag. 35 di tale parere, che spiega che «[n]ell’ambito di un approccio preferito basato sulla forza probante il RAC ha esaminato ulteriori considerazioni in merito alla classificazione (...) Il RAC considera essenziale prendere in considerazione anche i seguenti fattori: la nozione di sovraccarico, in particolare il relativo meccanismo d’azione per la genotossicità e la cancerogenicità e le differenze tra le specie, compresa la considerazione della rilevanza per l’uomo dei dati sperimentali sugli animali».</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-123" href="#c-123">123</a>
</span>) Tale motivo sembra essere diretto contro i punti 157 e 158 della sentenza impugnata.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-124" href="#c-124">124</a>
</span>) V, in tal senso, sentenze del 20 marzo 1959, Nold/High Authority (18/57, EU:C:1959:6, pag. 51) e del 2 settembre 2021, EPSU/Commissione (C‑928/19 P, EU:C:2021:656, punto 108 e giurisprudenza ivi citata).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-125" href="#c-125">125</a>
</span>) V., in tal senso, sentenze del 2 aprile 1998, Commissione/Sytraval e Brink’s France (C‑367/95 P, EU:C:1998:154, punti da 66 a 68) e del 6 ottobre 2020, Bank Refah Kargaran/Consiglio (C‑134/19 P, EU:C:2020:793, punto 62 e giurisprudenza ivi citata).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-126" href="#c-126">126</a>
</span>) Sentenza impugnata, punto 158.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-127" href="#c-127">127</a>
</span>) V., ex multis, sentenza del 20 settembre 2016, Mallis e a./Commissione e BCE (da C‑105/15 P a C‑109/15 P, EU:C:2016:702, punto 45 e giurisprudenza ivi citata).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-128" href="#c-128">128</a>
</span>) V. sentenza impugnata, punti da 135 a 177.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-129" href="#c-129">129</a>
</span>) V., a tale proposito, sentenza impugnata, punti 122 e 178.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-130" href="#c-130">130</a>
</span>) Come spiegato al punto 21 della sentenza impugnata, il Tribunale si è limitato a valutare il secondo motivo, la prima e la quinta parte del settimo motivo e l’ottavo motivo nelle cause riunite T‑279/20 e T‑288/20, nonché il primo motivo nella causa T‑283/20. Ciò lascia irrisolti tutti i motivi riassunti nei punti da 22 a 27 della sentenza impugnata.</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-131" href="#c-131">131</a>
</span>) V., in tal senso, sentenza del 14 settembre 2023, Land Rheinland‑Pfalz/Deutsche Lufthansa (C‑466/21 P, EU:C:2023:666, punto 112).</p>
<p class="note footnote">(<span class="note footnote notemarker">
<a id="t-132" href="#c-132">132</a>
</span>) V. l’alternativa di cui alla seconda frase del primo comma dell’articolo 61 dello Statuto della Corte di giustizia dell’Unione europea.</p>
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