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    <div style="header">
      <div id="rId27" style="first"/>
      <div id="rId23" style="even">KONKLUŻJONIJIET BOBEK – KAWŻA C691/15 P</div>
      <div id="rId24" style="default">IL-KUMMISSJONI vs BILBAÍNA DE ALQUITRANES ET</div>
    </div>
    <p class="C36Centre" id="para-1" title="page-1">
      KONKLUŻJONIJIET TAL-AVUKAT ĠENERALI
    </p>
    <p class="C36Centre" id="para-2" title="page-1">
      BOBEK
    </p>
    <p class="C36Centre" id="para-3" title="page-1">
      ippreżentati fis-7 ta’ Settembru 2017  (<span class="note">
<a id="c-1" href="#t-1">1</a>
</span>)
      
    </p>
    <p class="C38Centregrasgrandespacement" id="para-4" title="page-1">
      Kawża C-691/15 P
    </p>
    <p class="C37Centregras" id="para-5" title="page-1">
      Il-Kummissjoni Ewropea
    </p>
    <p class="C37Centregras" id="para-6" title="page-1">
      vs
    </p>
    <p class="C37Centregras" id="para-7" title="page-1">
      Bilbaína de Alquitranes, SA
    </p>
    <p class="C37Centregras" id="para-8" title="page-1">
      Deza, a.s.
    </p>
    <p class="C37Centregras" id="para-9" title="page-1">
      Industrial Química del Nalón, SA
    </p>
    <p class="C37Centregras" id="para-10" title="page-1">
      Koppers Denmark A/S
    </p>
    <p class="C37Centregras" id="para-11" title="page-1">
      Koppers UK Ltd
    </p>
    <p class="C37Centregras" id="para-12" title="page-1">
      Koppers Netherlands BV
    </p>
    <p class="C37Centregras" id="para-13" title="page-1">
      Rütgers basic aromatics GmbH
    </p>
    <p class="C37Centregras" id="para-14" title="page-1">
      Rütgers Belgium NV
    </p>
    <p class="C37Centregras" id="para-15" title="page-1">
      Rütgers Poland Sp. z o.o.
    </p>
    <p class="C37Centregras" id="para-16" title="page-1">
      Bawtry Carbon International Ltd
    </p>
    <p class="C37Centregras" id="para-17" title="page-1">
      Grupo Ferroatlántica, SA
    </p>
    <p class="C37Centregras" id="para-18" title="page-1">
      SGL Carbon GmbH
    </p>
    <p class="C37Centregras" id="para-19" title="page-1">
      SGL Carbon GmbH
    </p>
    <p class="C37Centregras" id="para-20" title="page-1">
      SGL Carbon
    </p>
    <p class="C37Centregras" id="para-21" title="page-1">
      SGL Carbon, SA
    </p>
    <p class="C37Centregras" id="para-22" title="page-1">
      SGL Carbon Polska S.A.
    </p>
    <p class="C37Centregras" id="para-23" title="page-1">
      ThyssenKrupp Steel Europe AG
    </p>
    <p class="C37Centregras" id="para-24" title="page-1">
      Tokai erftcarbon GmbH
    </p>
    <p class="C71Indicateur" id="para-25" title="page-1">
      “Appell — Ambjent — Klassifikazzjoni, ittikkettar u ppakkettjar ta’ ċerti sustanzi u taħlitiet — Adattament għal progress tekniku – Klassifikazzjoni ta’ żift tal-qatran tal-faħam b’temperatura għolja bħala Aquatic Acute 1 (H400) u Aquatic Chronic 1 (H410)”
    </p>
    <p class="C02AlineaAltA" id="para-26" title="page-1">
      
    </p>
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<p class="count">I.</p>
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<p class="normal">Introduzzjoni</p>
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<p class="count">1.</p>
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<p class="normal">Dan il-każ jikkonċerna r-rikonċiljazzjoni ta’ evalwazzjonijiet xjentifiċi kumplessi bil-ħtieġa ta’ legalità ta' azzjoni amministrattiva. F’każijiet fejn il-leġiżlazzjoni tkun stabbilixxiet lista ta’ “fatturi rilevanti” li għandhom jittieħdu inkunsiderazzjoni waqt evalwazzjoni bħal din, dik il-lista għandha tiġi interpretata bħala waħda eżawrjenti, li tirrikjedi lill-amministraturi li jinjoraw il-fatturi l-oħra kollha? Din hija l-kwistjoni fundamentali ta’ dritt mertu ta’ dan l-appell.</p>
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<p class="count">2.</p>
</td>
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<p class="normal">Żift tal-qatran tal-faħam b’temperatura għolja (iktar ’il quddiem “CTPHT”) (KE Nru 266-028-2) huwa solidu iswed, ir-residwu mid-distillazzjoni ta’ qatran tal-faħam b’temperatura għolja. Huwa tip ta’ “UVCB”, jiġifieri sustanza li għandha kompożizzjoni kumplessa u varjabbli. Is-CTPHT ġie kklassifikat taħt ir-Regolament (UE) Nru 944/2013 (ir-“regolament ikkontestat”)  (<span class="note">
<a id="c-2" href="#t-2">2</a>
</span>) bħala Aquatic Acute 1 (H400), u Aquatic Chronic 1 (H410). Dik il-klassifikazzjoni ġiet ibbażata fuq il-“metodu ta’ addittività”, li jikklassifika sustanzi skont il-klassifikazzjoni tal-kostitwenti tagħhom.</p>
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<p class="count">3.</p>
</td>
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<p class="normal">Bilbaína de Alquitranes, SA et  (<span class="note">
<a id="c-3" href="#t-3">3</a>
</span>) (l-“appellati”) huma fornituri u utenti downstream tas-CTPHT. Huma kkontestaw il-validità tar-regolament ikkontestat quddiem il-Qorti Ġenerali. B’sentenza fil-kawża T689/13,  (<span class="note">
<a id="c-4" href="#t-4">4</a>
</span>) il-Qorti Ġenerali annullat partijiet mir-regolament ikkontestat li jikkonċerna l-klassifikazzjoni tas-CTPHT (is-“sentenza kkontestata”). Essenzjalment għamlet dan abbażi li, bil-klassifikazzjoni ta’ CTPHT bħala Aquatic Acute 1 (H400) u Aquatic Chronic 1 (H410), il-Kummissjoni naqset milli tieħu inkunsiderazzjoni l-fatt li CTPHT bilkemm jinħall fl-ilma.</p>
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<p class="count">4.</p>
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<p class="normal">Permezz tal-appell tagħha, il-Kummissjoni tirribatti s-sentenza kkontestata u tirrileva tliet aggravji. L-ewwel, il-Kummissjoni targumenta li s-sentenza kkontestata hija vvizzjata minħabba nuqqas ta’ motivazzjoni. It-tieni, il-Qorti Ġenerali wettqet żball manifest, b’mod partikolari billi sostniet li l-Kummissjoni, meta applikat il-“metodu ta’ addittività” ta’ klassifikazzjoni, kellha tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ. It-tielet, il-Qorti Ġenerali eċċediet il-limiti tal-kompetenza tagħha fl-istħarriġ tal-kwistjoni, u b’hekk iddisturbat l-evidenza ppreżentata lilha.</p>
</td>
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<p class="count">II.</p>
</td>
<td valign="top">
<p class="normal">Il-kuntest ġuridiku</p>
</td>
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<p class="count">A.</p>
</td>
<td valign="top">
<p class="normal">Id-dritt tal-Unjoni</p>
</td>
</tr>
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<p class="count">1.</p>
</td>
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<p class="normal">Ir-Regolament (KE) Nru 1272/2008 (iktar ’il quddiem ir-“Regolament CLP”)</p>
</td>
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<p class="count">5.</p>
</td>
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<p class="normal">L-Artikolu 1 tar-Regolament CLP dwar il-klassifikazzjoni, l-ittikkettar u l-imballaġġ tas-sustanzi u t-taħlitiet  (<span class="note">
<a id="c-5" href="#t-5">5</a>
</span>) jipprovdi li “L-għan ta’ dan ir-Regolament huwa li jkun żgurat livell għoli ta’ protezzjoni tas-saħħa tal-bniedem u ta’ l-ambjent kif ukoll il-moviment liberu ta’ sustanzi, taħlitiet u oġġetti […] billi: (a) jarmonizza l-kriterji għall-klassifikazzjoni ta’ sustanzi u taħlitiet […]”.</p>
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<p class="count">6.</p>
</td>
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<p class="normal">It-Titolu V jistabbilixxi regoli għall-armonizzazzjoni ta’ klassifikazzjoni ta’ sustanzi, li jantiċipa li Stati Membri jistgħu jipproponu klassifikazzjoni armonizzata f’ċerti każijiet [Artikolu 37(1)]. F’każijiet bħal dawn, il-proposta hija sottomessa lill-Kumitat għall-Valutazzjoni tar-Riskju stabbilit taħt l-Artikolu 76(1)(c) tar-Regolament (KE) Nru 1907/2006 (iktar ’il quddiem ir-“Regolament REACH”)  (<span class="note">
<a id="c-6" href="#t-6">6</a>
</span>), li jagħti l-opinjoni tiegħu lill-Kummissjoni wara li jagħti lill-partijiet ikkonċernati l-opportunità li jikkummentaw [Artikolu 37(4)].</p>
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<p class="count">7.</p>
</td>
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<p class="normal">L-Artikolu 37(5) jipprovdi li:</p>
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    <p class="C02AlineaAltA" id="para-38" title="page-4">
      “Fejn il-Kummissjoni ssib li l-armonizzazzjoni tal-klassifikazzjoni u l-ittikkettar tas-sustanza kkonċernata hija adatta, hija għandha, mingħajr dewmien bla bżonn tippreżenta abbozz ta’ deċiżjoni li tikkonċerna l-inklużjoni ta’ dik is-sustanza flimkien ma’ l-elementi rilevanti ta’ klassifikazzjoni u ttikkettar […]”
    </p>
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<p class="count">8.</p>
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<p class="normal">Wara, dak l-abbozz jiġi adottat skont il-proċedura regolatorja bi skrutinju msemmija fl-Artikolu 54(3).</p>
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<p class="count">9.</p>
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<p class="normal">Il-Parti 4 tal-Anness I tar-Regolament CLP hija intitolata “Perikli Ambjentali”. Il-Punt 4.1 jinkludi r-regoli dwar klassifikazzjoni ta’ perikoli akwatiċi.</p>
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<p class="count">10.</p>
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<p class="normal">Skont il-punti 4.1.2.3 u 4.1.2.4 u t-tabella 4.1.0:</p>
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    <p class="C02AlineaAltA" id="para-42" title="page-5">
      “Il-kriterji għall-klassifikazzjoni ta’ sustanza fil-Kategorija Akuta 1 huma definiti abbażi tad-dejta dwar it-tossiċità akuta akwatika biss (EC50 jew LC50). Il-kriterji għall-klassifikazzjoni ta’ sustanza fil-kategoriji Kronika 1 sa 3 isegwu approċċ maqsum fi stadji fejn l-ewwel pass huwa l-verifika ta’ jekk hemmx informazzjoni disponibbli dwar il-merti tat-tossiċità kronika fil-klassifikazzjoni tal-periklu fit-tul. Fin-nuqqas ta’ dejta adattata ta’ tossiċità kronika, il-pass sussegwenti huwa li jingħaqdu żewġ tipi ta’ informazzjoni, jiġifieri dejta dwar it-tossiċità akkwatika akuta u dejta dwar id-destin ambjentali (dejta dwar id-degradabbiltà u l-bijoakkumulazzjoni)
    </p>
    <p class="C02AlineaAltA" id="para-43" title="page-5">
      […]
    </p>
    <p class="C02AlineaAltA" id="para-44" title="page-5">
      Is-sistema tintroduċi wkoll klassifikazzjoni ta’ ‘xibka tas-sigurtà’ (msejħa kategorija Kronika 4) biex tintuża’ meta d-dejta disponibbli ma tippermettix li ssir il-klassifikazzjoni skont il-kriterji formali għal akut 1 jew kronika minn 1 sa 3 iżda li dwarhom xorta hemm raġunijiet għal tħassib (ara l-eżempju fit-tabella 4.1.0).
    </p>
    <p class="C02AlineaAltA" id="para-45" title="page-5">
      […]
    </p>
    <p class="C02AlineaAltA" id="para-46" title="page-5">
      Klassifikazzjoni ta’ ‘xibka tas-sigurtà’
    </p>
    <p class="C02AlineaAltA" id="para-47" title="page-5">
      Il-Kategorija Kronika 4
    </p>
    <p class="C02AlineaAltA" id="para-48" title="page-5">
      Każijiet fejn id-dejta ma tippermettix li ssir il-klassifikazzjoni skont il-kriterji ta’ hawn fuq, iżda hemm xorta waħda raġunijiet għal tħassib. Dan jinkludi, pereżempju, sustanzi li ma jinħallux malajr li għalihom l-ebda tossiċità akuta m’hi reġistrata f’livelli sas-solubilità fl-ilma (nota 4), u li mhumiex degradabbli malajr skont it-Taqsima 4.1.2.9.5 u li għandhom BCF determinata b’mod sperimentali ta’ ≥ 500 (jew, f’nuqqas ta’ dan, log Kow ≥ 4), li tindika potenzjal ta’ bijoakkumulazzjoni, li għandhom jiġu kklassifikati f’din il-kategorija sakemm ma teżistix evidenza xjentifika oħra li turi li l-klassifikazzjoni mhix meħtieġa. Din l-evidenza tinkludi NOECs ta’ tossiċità kronika &gt; solubilità fl-ilma jew &gt; 1 mg/l, jew evidenza oħra ta’ degradazzjoni malajr fl-ambjent minbarra dawk provduti permezz ta’ kwalunkwe wieħed mill-metodi mniżżla fit-Taqsima 4.1.2.9.5.
    </p>
    <p class="C02AlineaAltA" id="para-49" title="page-5">
      […]
    </p>
    <p class="C02AlineaAltA" id="para-50" title="page-5">
      Nota 4:
    </p>
    <p class="C02AlineaAltA" id="para-51" title="page-5">
      ‘L-ebda tossiċità akuta’ hi meqjusa li tfisser li l-L(E)C50(s) hija/huma ’l fuq minn meta l-ilma jibda jinħall. Anki għas-sustanzi li ma jinħallux malajr fl-ilma, (meta l-ilma jibda jinħall &lt; 1 mg/l), fejn hemm evidenza li t-test akut ma jkunx ta miżura vera tat-tossiċità intrinsika.”
    </p>
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<p class="count">11.</p>
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<p class="normal">Il-punt 4.1.3 tal-Anness I, intitolat “Kriterji dwar il-klassifikazzjoni tat-taħlitiet” jipprovdi kif ġej:</p>
</td>
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    <p class="C29Marge0doubleretrait" id="para-53" title="page-6">
      “4.1.3.1. Is-sistema ta’ klassifikazzjoni għat-taħlitiet tkopri l-kategoriji kollha ta’ klassifikazzjoni li huma użati għas-sustanzi, jiġifieri l-kategoriji Akuta 1 u Kronika minn 1 sa 4. Sabiex tintuża d-dejta kollha disponibbli għall-finijiet tal-klassifikazzjoni tal-perikli ambjentali akkwatiċi tat-taħlita, dan li ġej hu applikat fejn adatt […]
    </p>
    <p class="C29Marge0doubleretrait" id="para-54" title="page-6">
      4.1.3.2. L-istrateġija dwar il-klassifikazzjoni tal-perikli ambjentali akwatiċi hija maqsuma f’partijiet, u tiddependi fuq it-tip ta’ informazzjoni li teżisti għat-taħlita nnifisha u għall-komponenti tagħha. Il-figura 4.1.2 telenka l-proċess li għandu jiġi segwit.
    </p>
    <p class="C14Marge2avecretrait" id="para-55" title="page-6">
      Elementi ta’ l-istrateġija f’partijiet jinkludu:
    </p>
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<p class="count">–</p>
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<p class="normal">klassifikazzjoni bbażata fuq taħlitiet ittestjati;</p>
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<p class="count">–</p>
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<p class="normal">klassifikazzjoni bbażata fuq prinċipji ta’ konnessjoni,</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">l-użu tal-‘addizzjoni tal-komponenti kklassifikati’ u/jew ‘formula ta’ addittività’”.</p>
</td>
</tr>
</table>
    <p class="C36Centre" id="para-59" title="page-6">
      Figura 4.1.2
    </p>
    <p class="C36Centre" id="para-60" title="page-6">
      Approċċ fi stadji dwar il-klassifikazzjoni tat-taħlitiet għal l-perikli akwatiċi ambjentali akuti u fit-tul
    </p>
    <p class="C36Centre" id="para-61" title="page-6">
      
        <img alt="image1.PNG" 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"/>
 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<p class="count">12.</p>
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<p class="normal">Il-punt 4.1.3.5.5 tal-Anness I jiddeskrivi l-metodu ta’ addittività fid-dettall. Dak il-metodu essenzjalment jikkonsisti f’: (i) identifikazzjoni tal-proporzjon tas-sustanza investigata rrappreżentata minn kull kostitwent ikklassifikat (f’perċentwali); (ii) multiplikazzjoni ta’ kull wieħed millperċentwali b’fatturM (koeffiċjent li jirrifletti l-perikolożità tal-kostitwenti inkwistjoni); u, (iii) l-għadd tar-riżultati għall-kostitwenti kollha sabiex takkwista figura perċentwali finali. Imbagħad, dak ir-riżultat jiġi pparagunat ma’ serje ta’ livelli li jirrappreżentaw klassifikazzjonijiet differenti (Kroniku 1, 2, 3 u Akut 1).</p>
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<p class="count">2.</p>
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<p class="normal">Ir-Regolament Nru 944/2013</p>
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<p class="count">13.</p>
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<p class="normal">Ir-Regolament Nru 944/2013, fost l-oħrajn, jikklassifika s-CTPHT fir-rigward tat-tossiċità akwatika bħala Aquatic Acute 1 u Aquatic Chronic 1.</p>
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<p class="count">III.</p>
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<p class="normal">Il-fatti u l-proċedura</p>
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<p class="count">14.</p>
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<p class="normal">L-isfond ta’ din it-tilwima jinsab fil-punti 1 sa 8 tas-sentenza kkontestata.</p>
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<p class="count">15.</p>
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<p class="normal">L-appellati huma fornituri u utenti downstream tas-CTPHT, solidu iswed, ir-residwu mid-distillazzjoni ta’ qatran tal-faħam b’temperatura għolja. Is-CTPHT hija fost dawk is-sustanzi li għandha kompożizzjoni li ma hijiex magħrufa jew varjabbli, prodotti kumplessi li jirreaġixxu jew materjal bijoloġiku peress li ma tistax tkun identifikata b’mod sħiħ mill-kompożizzjoni kimika tagħha.</p>
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<p class="count">16.</p>
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<p class="normal">Fil-21 ta’ Novembru 2011, il-Kumitat għall-Valutazzjoni tar-Riskju (iktar ’il quddiem “RAC”)  (<span class="note">
<a id="c-7" href="#t-7">7</a>
</span>) tal-Aġenzija Ewropea għas-Sustanzi Kimiċi (iktar ’il quddiem “ECHA”) adotta opinjoni dwar is-CTPHT. Dik l-opinjoni, li ġiet akkumpanjata b’dokument ta’ sfond li jinkludi l-analiżi ddettaljata tal-RAC (iktar ’il quddiem id-“dokument ta’ sfond”), ippropona inter alia li jikklassifika s-CTPHT bħala Aquatic Acute 1 (H400), u Aquatic Chronic 1 (H410).</p>
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<p class="count">17.</p>
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<p class="normal">L-RAC kkunsidra li klassifikazzjoni ta’ tossiċità akwatika ma tistax tkun “diretta”, ibbażata fuq dejta relatata mas-CTPHT innifsu, u kkwota dgħjufijiet f’dik id-dejta. Id-dejta kienet ġiet akkwistata fl-assenza ta’ irradjazzjoni ultraviolet (UV), anki jekk ċerti kostitwenti idrokarburi aromatiċi poliċikliċi (iktar ’il quddiem “PAH”) tas-CTPHT huma fototossiċi. Barra minn hekk, l-istudji kkonċernati kienu saru biss b’kariku singlu.</p>
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<p class="count">18.</p>
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<p class="normal">Għalhekk, l-RAC argumenta li l-klassifikazzjoni tas-CTPHT kellu jkun ibbażat fuq approċċ alternattiv għall-klassifikazzjoni, il-“metodu ta’ addittività”. Skont dan l-approċċ, is-16-il kostitwenti tas-CTPHT, li ġew iddefiniti bħala sustanzi ta’ prijorità mill-Aġenzija tal-Protezzjoni Ambjentali tal-Istati Uniti (EPA), u li għaliha kien hemm disponibbli dejta ta’ effett u espożizzjoni suffiċjenti (is-“16-il kostitwenti PAH”), ġew analizzati separatament skont l-effetti akwatiċi tossiċi tagħhom. Bl-applikar ta’ metodu li jikkonsisti fid-determinazzjoni tas-somma tar-riżultati miksuba bl-attribuzzjoni ta’ fatturi multiplikanti għall-PAH differenti sabiex tpoġġi iktar piż fuq il-kostitwenti ferm tossiċi tas-CTPHT, dik l-analiżi weriet, skont l-opinjoni tal-RAC, li s-CTPHT kellha tiġi kklassifikata bħala Aquatic Acute 1 (H400) u Aquatic Chronic 1 (H410).</p>
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<p class="count">19.</p>
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<p class="normal">Fit-2 ta’ Ottubru 2013, abbażi tal-opinjoni tal-RAC, il-Kummissjoni adottat ir-regolament ikkontestat li jikklassifika s-CTPHT bħala Aquatic Acute 1 (H400), u Aquatic Chronic 1 (H410).</p>
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<p class="count">IV.</p>
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<p class="normal">Il-proċeduri quddiem il-Qorti Ġenerali u s-sentenza kkontestata</p>
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<p class="count">20.</p>
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<p class="normal">Fl-20 ta’ Diċembru 2013, l-appellati intavolaw azzjoni għal annullament parzjali tar-regolament ikkontestat quddiem il-Qorti Ġenerali, sal-punt li kklassifikat is-CTPHT bħala Aquatic Acute 1 (H400) u Aquatic Chronic 1 (H410).</p>
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<p class="count">21.</p>
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<p class="normal">Permezz ta’ sentenza tas-7 ta’ Ottubru 2015, il-Qorti Ġenerali laqgħet dik l-azzjoni, u parzjalment annullat ir-regolament ikkontestat.</p>
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<p class="count">22.</p>
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<p class="normal">Fil-punti 32 sa 34 tas-sentenza kkontestata, li ser tiġi diskussa fid-dettall iktar ’il quddiem, il-Qorti Ġenerali stabbilixxiet is-segwenti:</p>
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    <p class="C09Marge0avecretrait" id="para-77" title="page-8">
      “32 Madankollu, la l-Kummissjoni u lanqas l-ECHA ma kienu kapaċi jistabbilixxu quddiem il-Qorti Ġenerali li, meta bbażat il-klassifikazzjoni ta’ CTPHT bħala sustanza Aquatic Acute 1 (H400) u Aquatic Chronic 1 (H410) fuq l-assunzjoni li l-PAH kollu preżenti f’dik is-sustanza jinħall fil-fażi tal-ilma u huwa għalhekk disponibbli għal organiżmi akwatiċi, il-Kummissjoni ħadet inkunsiderazzjoni l-fatt li, skont il-punt 1.3 tad-dokument ta’ sfond, intitolat ‘Elementi fiżjokimiċi’, il-kostitwenti tas-CTPHT ġew rilaxxati minn CTPHT sa ċertu punt biss u li dik is-sustanza kienet stabbli ħafna.
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    <p class="C09Marge0avecretrait" id="para-78" title="page-8">
      33 L-ewwel nett, la l-opinjoni tal-RAC dwar is-CTPHT u lanqas id-dokument ta’ sfond ma jinkludu xi raġunar li juri li, bl-assunzjoni li l-PAH kollu preżenti f’dik is-sustanza jinħall fil-fażi tal-ilma u huwa disponibbli għal organiżmi akwatiċi, ittieħdet inkunsiderazzjoni s-solubbiltà baxxa tal-ilma tas-CTPHT. Iktar minn hekk, b’risposta għad-domanda bil-miktub mill-Qorti Ġenerali, il-Kummissjoni u l-ECHA setgħu juru biss li s-solubbiltà ta’ 16-il kostitwenti PAH, ikkunsidrati waħedhom, ittieħdu inkunsiderazzjoni matul il-proċedura ta’ klassifikazzjoni tas-CTPHT. Barra minn hekk, b’risposta għad-domanda tal-Qorti Ġenerali waqt is-smigħ, il-Kummissjoni u l-ECHA sempliċiment indikaw li ġie preżunt li l-PAH kollu fis-CTPHT jinħall fl-ilma sa fejn l-eżami tat-tossiċità akwatiku ta’ dik is-sustanza ġie magħmul abbażi tal-kostitwenti tagħha. Madankollu, dan ir-raġunar ma jistabbilixxix li s-solubbiltà baxxa ta’ dik is-sustanza ittieħdet inkunsiderazzjoni.
    </p>
    <p class="C09Marge0avecretrait" id="para-79" title="page-9">
      34 It-tieni nett, għandu jiġi nnotat li, skont il-punt 1.3 tad-dokument ta’ sfond, l-ogħla rata ta’ solubbiltà tal-ilma tas-CTPHT fir-rigward ta’ load kien ta’ 0.0014% fil-massimu. Fid-dawl ta’ solubbiltà tal-ilma baxxa tas-CTPHT, il-Kummissjoni bl-ebda mod ma uriet li tista’ tibbaża l-klassifikazzjoni inkwistjoni ta’ dik is-sustanza fuq assunzjoni li l-PAH kollu preżenti fis-CTPHT jinħall fil-fażi tal-ilma u li hu disponibbli għal organiżmi akwatiċi. Mit-Tabella 7.6.2 tad-dokument ta’ sfond huwa evidenti li s-16-il kostitwenti PAH tas-CTPHT jikkostitwixxu 9.2% ta’ dik is-sustanza. Għalhekk, bl-assunzjoni li dak il-PAH kollu jinħall fl-ilma, il-Kummissjoni essenzjalment ibbażat il-klassifikazzjoni inkwistjoni fuq l-assunzjoni li 9.2% tas-CTPHT seta’ jinħall fl-ilma. Madankollu, kif jista’ jidher mill-punt 1.3 tad-dokument sfond, dan il-valur ma huwiex realistiku, peress illi r-rata massima hija ta’ 0.0014%.”
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<p class="count">V.</p>
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<p class="normal">Il-proċedura quddiem il-Qorti tal-Ġustizzja</p>
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<p class="count">23.</p>
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<p class="normal">Permezz tal-appell tagħha, ippreżentat fis-17 ta’ Diċembru 2015, il-Kummissjoni titlob lill-Qorti tal-Ġustizzja sabiex tirrevoka s-sentenza kkontestata, tirrinvija l-kawża lura lejn il-Qorti Ġenerali, u tirriżerva l-ispejjeż.</p>
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<p class="count">24.</p>
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<p class="normal">L-appellati jitolbu lill-Qorti tal-Ġustizzja sabiex tiċħad l-appell u tikkundanna lill-Kummissjoni għall-ispejjeż. L-appellati jitolbu li l-Kummissjoni tiġi kkundannata għall-ispejjeż anki fl-eventwalità li l-appell jintlaqa’.</p>
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<p class="count">25.</p>
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<p class="normal">ECHA u GrafTech Iberica, SL, bħala intervenjenti quddiem il-Qorti Ġenerali, insostenn tal-Kummissjoni u tal-appellati rispettivament, huma wkoll partijiet fil-proċeduri quddiem il-Qorti tal-Ġustizzja.</p>
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<p class="count">26.</p>
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<p class="normal">Il-Gvernijiet tad-Danimarka, tal-Ġermanja u tal-Pajjiżi l-Baxxi intervjenew fil-proċeduri ta’ appell insostenn tal-Kummissjoni.</p>
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<p class="count">27.</p>
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<p class="normal">Permezz ta’ digriet tas-7 ta’ Lulju 2016, il-Qorti tal-Ġustizzja ċaħdet it-talba tal-appellati għal miżuri provviżorji, imressqa fl-24 ta’ Marzu 2016, effettivament immirata għall-ksib ta’ sospensjoni tar-regolament ikkontestat.</p>
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<p class="count">28.</p>
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<p class="normal">Il-Kummissjoni, l-appellati, l-ECHA u l-Gvernijiet tad-Danimarka, tal-Ġermanja u tal-Pajjiżi l-Baxxi ssottomettew osservazzjonijiet bil-miktub. Il-Kummissjoni, l-appellati, l-ECHA, GrafTech Ibercia SL u l-Gvernijiet tad-Danimarka u tal-Ġermanja ppreżentaw l-argumenti tagħhom waqt is-seduta tal-15 ta’ Ġunju 2017.</p>
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<p class="count">VI.</p>
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<p class="normal">Evalwazzjoni</p>
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<p class="count">29.</p>
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<p class="normal">L-appell tal-Kummissjoni huwa bbażat fuq tliet aggravji, li ser neżaminahom wara xulxin. L-ewwel, il-Qorti Ġenerali naqset milli tagħti raġunijiet (A). It-tieni, il-Qorti Ġenerali wettqet żball ta’ liġi meta ddikjarat li l-Kummissjoni wettqet żball manifest ta’ evalwazzjoni meta naqset milli tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ (B). It-tielet, il-Qorti Ġenerali eċċediet il-limitu tal-kompetenza tagħha sabiex tistħarreġ il-kwistjoni, u b’hekk iddisturbat l-evidenza ppreżentata lilha (C).</p>
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<p class="count">A.</p>
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<p class="normal">L-ewwel aggravju: in-nuqqas li tagħti raġunijiet</p>
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<p class="count">30.</p>
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<p class="normal">Il-Kummissjoni targumenta li l-Qorti Ġenerali kisret l-obbligu tagħha li tagħti raġunijiet, u b’hekk kisret l-Artikolu 36 u 53 tal-Istatut tal-Qorti tal-Ġustizzja tal-Unjoni Ewropea. F’dak ir-rigward, il-Kummissjoni tikkunsidra li mis-sentenza kkontestata ma huwiex ċar jekk il-Qorti Ġenerali tikkunsidrax li (i) il-Kummissjoni kienet żbaljata meta applikat il-metodu ta’ addittività (għall-kuntrarju ta’ metodu ieħor, pereżempju, il-metodu ta’ klassifikazzjoni diretta), jew (ii) il-Kummissjoni applikat il-metodu ta’ klassifikazzjoni diretta b’mod żbaljat.</p>
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<p class="count">31.</p>
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<p class="normal">Ma naqbilx li s-sentenza kkontestata ma hijiex ċara f’dak ir-rigward.</p>
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<p class="count">32.</p>
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<p class="normal">Il-punti fundamentali tas-sentenza kkontestata (punti 32 sa 34, riprodotti iktar ’il fuq fil-punt 22 ta’ dawn il-konklużjonijiet), jagħmluha ċara li l-Kummissjoni applikat il-metodu ta’ addittività b’mod skorrett.</p>
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<p class="count">33.</p>
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<p class="normal">Il-punt 30 tas-sentenza kkontestata jipprovdi li l-Kummissjoni “naqset milli tosserva l-obbligu tagħha li tieħu inkunsiderazzjoni l-fatturi u ċ-ċirkustanzi rilevanti kollha biex b’hekk tieħu kont tal-proporzjon ta’ preżenza ta’ dawn is-16-il kostitwent fis-CTPHT u l-effetti kimiċi tagħhom”.</p>
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<p class="count">34.</p>
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<p class="normal">Għalhekk, il-Qorti Ġenerali tirreferi għan-nuqqas tal-Kummissjoni li tieħu inkunsiderazzjoni l-fatturi rilevanti kollha li jippermettulha tevalwa b’mod xieraq l-effetti kimiċi tal-kostitwenti tas-CTPHT. Dik ir-referenza għall-evalwazzjoni tal-kostitwenti tindika b’mod ċar li l-Qorti Ġenerali qed tirreferi għal tħassib fil-mod li l-Kummissjoni applikat il-metodu ta’ addittività (il-metodu bbażat fuq klassifikazzjoni ta’ kostitwenti iktar milli s-sustanza b’mod sħiħ).</p>
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<p class="count">35.</p>
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<p class="normal">Il-punt 31 tas-sentenza kkontestata jipprovdi li: “Skont il-punt 7.6 tad-dokument ta’ sfond, għall-finijiet ta’ klassifikazzjoni ta’ CTPHT abbażi tal-kostitwenti tagħha, ġie preżunt li l-PAH kollu preżenti fis-CTPHT jinħall fil-fażi tal-ilma u huwa għalhekk disponibbli għal organiżmi akwatiċi.” (Enfasi miżjuda)</p>
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<p class="count">36.</p>
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<p class="normal">Fi kliem ieħor, fil-kuntest tal-applikazzjoni tal-metodu bbażat fuq klassifikazzjoni ta’ kostitwenti – il-metodu ta’ addittività – il-Kummissjoni għamlet assunzjoni dwar is-solubbiltà ta’ dawk il-kostitwenti.</p>
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<p class="count">37.</p>
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<p class="normal">F’kull punt minn 32 sa 34 tas-sentenza kkontestata, il-Qorti Ġenerali tkompli tgħaqqad dik l-assunzjoni man-nuqqas tal-Kummissjoni milli tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ.  (<span class="note">
<a id="c-8" href="#t-8">8</a>
</span>) Pereżempju, fil-punt 34 il-Qorti Ġenerali tgħid: “Fid-dawl tas-solubbiltà baxxa tal-ilma tas-CTPHT, il-Kummissjoni bl-ebda mod ma uriet li tista’ tibbaża l-klassifikazzjoni inkwistjoni ta’ dik is-sustanza fuq l-assunzjoni li l-PAH kollu preżenti fis-CTPHT jinħall fil-fażi tal-ilma u huwa disponibbli għal organiżmi akwatiċi.” (Enfasi miżjuda)</p>
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<p class="count">38.</p>
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<p class="normal">Speċifikament huwa dak in-nuqqas li tieħu inkunsiderazzjoni s-solubbiltà baxxa tas-CTPHT b’mod sħiħ li jammonta għal żball manifest ta’ evalwazzjoni li jiġġustifika l-annullament parzjali tar-regolament ikkontestat.</p>
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<p class="count">39.</p>
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<p class="normal">Minn dak li ntqal iktar ’il fuq isegwi li t-tħassib tal-Qorti Ġenerali jirrigwarda l-mod li bih il-Kummissjoni applikat il-metodu ta’ addittività minflok l-għażla ta’ dak il-metodu nnifsu.</p>
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<p class="count">40.</p>
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<p class="normal">Għalhekk, il-Qorti Ġenerali ma kisritx l-obbligu tagħha li tagħti raġunijiet. Nipproponi li l-ewwel aggravju tal-appell għandu jiġi miċħud bħala infondat.</p>
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<p class="count">41.</p>
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<p class="normal">Bħala kumment konklussiv, ninnota li l-kwistjoni jekk il-Qorti Ġenerali kinitx żbaljata li ssostni li l-Kummissjoni kienet legalment obbligata li tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT bħala parti mill-applikazzjoni tagħha tal-metodu ta’ addittività, hija kwistjoni ta’ sustanza (ikkunsidrata taħt it-tieni aggravju iktar ’il quddiem). Ma hijiex kwistjoni ta’ adegwatezza tar-raġunament tal-Qorti Ġenerali u għalhekk ma hijiex rilevanti għall-ewwel aggravju.</p>
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<p class="count">B.</p>
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<p class="normal">It-tieni aggravju: l-għażla tal-metodu ta’ klassifikazzjoni u/jew l-applikazzjoni żbaljata tiegħu</p>
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<p class="count">1.</p>
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<p class="normal">L-ewwel parti: għażla ta’ metodu żbaljat</p>
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<p class="count">42.</p>
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<p class="normal">Fl-ewwel aggravju tagħha, il-Kummissjoni targumenta li s-sentenza kkontestata ma hijiex ċara dwar jekk: (i) il-Kummissjoni kinitx żbaljata li tapplika l-metodu ta’ addittività, jew (ii) il-Kummissjoni applikatx il-metodu ta’ addittività b’mod żbaljat. Fit-tieni aggravju tagħha, il-Kummissjoni tikkunsidra dawn iż-żewġ verżjonijiet alternattivi tas-sentenza kkontesta wara xulxin (taħt l-ewwel u t-tieni parti rispettivament) u tikkonkludi li kull waħda minnhom hija vvizzjata bi żbalji ta’ liġi.</p>
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<p class="count">43.</p>
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<p class="normal">Fid-dawl tar-risposta tiegħi fl-ewwel aggravju, li tikkonkludi li l-ewwel interpretazzjoni ssuġġerita mill-Kummissjoni tikkostitwixxi interpretazzjoni żbaljata tas-sentenza tal-Qorti Ġenerali, nipproponi li l-ewwel parti tat-tieni aggravju għandha tiġi miċħuda bħala infondata.</p>
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<p class="count">2.</p>
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<p class="normal">It-tieni parti: applikazzjoni tal-metodu ta’ addittività b’mod żbaljat</p>
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<p class="count">i)</p>
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<p class="normal">L-argument tal-Kummissjoni: il-metodu ta’ addittività huwa eżawrjenti</p>
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<p class="count">44.</p>
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<p class="normal">Il-Kummissjoni targumenta li għandha diskrezzjoni li tiddeċiedi jekk hemmx dejta suffiċjenti li tippermetti l-użu tal-metodu ta’ klassifikazzjoni diretta, jew fin-nuqqas, il-prinċipji li jgħaqqdu. Madankollu, ġaladarba jkun iddeterminat li hemm dejta insuffiċjenti sabiex tapplika xi wieħed mill-metodi, u għalhekk tkun għażlet li tapplika l-metodu ta’ addittività, il-Kummissjoni ma tistax tieħu inkunsiderazzjoni kwalunkwe dejta jew evidenza għajr għal dik speċifikament intiża fir-regoli ddettaljati li jiddeskrivu l-metodu ta’ addittività fl-Anness I tar-Regolament CLP.</p>
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<p class="count">45.</p>
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<p class="normal">Il-Kummissjoni tasal għal erba’ konklużjonijiet minn dik l-osservazzjoni. L-ewwel, il-Kummissjoni ma għamlet l-ebda żball ta’ evalwazzjoni billi ma ħaditx inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ, meta kklassifikat dik is-sustanza. Tabilħaqq, ma setgħetx tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT.</p>
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<p class="count">46.</p>
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<p class="normal">It-tieni, il-Kummissjoni ma wettqitx żball ta’ evalwazzjoni meta assumiet, waqt l-applikar tal-metodu ta’ addittività, li l-PAH rilevanti u preżenti fis-CTPHT jinħallu fl-ilma. Dik l-assunzjoni hija integrali għall-metodu ta’ addittività nnifsu.</p>
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<p class="count">47.</p>
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<p class="normal">It-tielet, il-Kummissjoni ħadet kont tal-proporzjon li jinsab fil-kostitwenti rilevanti preżenti fis-CTPHT u l-effetti kimiċi tagħhom, kif mitlub mill-metodu ta’ addittività u l-ġurisprudenza (iċċitata fil-punt 29 tas-sentenza kkontestat).</p>
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<p class="count">48.</p>
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<p class="normal">Ir-raba’, il-Qorti Ġenerali kienet żbaljata li timplika li, sabiex japplika l-metodu ta’ addittività, il-kostitwenti rilevanti għandhom ikopru proporzjon kbir tas-sustanza li għandha tiġi kklassifikata.</p>
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<p class="count">49.</p>
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<p class="normal">F’dak li jikkonċerna r-raba’ punt, il-Qorti Ġenerali ma tagħmilx din l-implikazzjoni, u l-interpretazzjoni tal-Kummissjoni dwar is-sentenza kkontestata hija kjarament żbaljata f’dak ir-rigward. Tabilħaqq, il-Kummissjoni nnifisha ressqet ’il quddiem l-argument kemmxejn tentattivament. Għalhekk, m’iniex ser niddiskuti dak il-punt ulterjorment.</p>
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<p class="count">50.</p>
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<p class="normal">Essenzjalment, l-ewwel, it-tieni u t-tielet punt tal-Kummissjoni ċċitati iktar ’il fuq jirrilevaw l-istess kwistjoni. Fir-rigward tal-ewwel u t-tielet punt, fiż-żewġ każijiet il-Kummissjoni bażikament ma taqbilx mal-konklużjoni tal-Qorti Ġenerali li s-solubbiltà tas-CTPHT b’mod sħiħ kienet fattur rilevanti li kellha l-obbligu legali li tieħu inkunsiderazzjoni. Fir-rigward tat-tieni punt, is-sentenza kkontestata fil-fatt ma tikkritikax lill-Kummissjoni għall-assunzjoni nnifisha, iżda minflok għall-fatt li ma ittieħed l-ebda kunsiderazzjoni għas-solubbiltà tas-CTPHT b’mod sħiħ.</p>
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<p class="count">51.</p>
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<p class="normal">Għar-raġunijiet mogħtija iktar ’il quddiem, fl-opinjoni tiegħi, il-Qorti Ġenerali ma wettqitx żball ta’ liġi.</p>
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<p class="count">ii)</p>
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<p class="normal">X’inhu “fattur rilevanti” li għandu jiġi kkunsidrat?</p>
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<p class="count">52.</p>
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<p class="normal">Il-qofol tal-kwistjoni hija r-“rilevanza” ta’ element fattwali partikolari u kif dan huwa ddeterminat.</p>
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<p class="count">53.</p>
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<p class="normal">Is-sentenza kkontestata  (<span class="note">
<a id="c-9" href="#t-9">9</a>
</span>) tirreferi għall-ġurisprudenza stabbilita li, qabel tadotta att, il-Kummissjoni għandha obbligu li tieħu inkunsiderazzjoni “il-fatturi u ċirkustanzi rilevanti kollha tas-sitwazzjoni li l-att kellu jirregola.” Dak l-obbligu jista’ kjarament jiġi intraċċat lura mill-ġurisprudenza tal-Qorti tal-Ġustizzja għal obbligu iktar ġenerali ta’ amministrazzjoni tajba, li timplika “obbligu tal-istituzzjoni kompetenti li teżamina b’attenzjoni u b’imparzjalità l-aspetti kollha rilevanti tal-każ individwali [u] d-dritt tal-persuna kkonċernata li tagħmel l-opinjonijiet tagħha magħrufa u li jkollha deċiżjoni raġonevolment xierqa.”  (<span class="note">
<a id="c-10" href="#t-10">10</a>
</span>)
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<p class="count">54.</p>
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<p class="normal">Ma nikkunsidrax – u tassew ħadd mill-partijiet ma jargumenta – li dik il-ġurisprudenza hija ħażina meta tgħid li l-Kummissjoni għandha obbligu legali li tieħu inkunsiderazzjoni l-fatturi rilevanti kollha. Ukoll, ħadd mill-partijiet ma jargumenta li l-Kummissjoni f’dan il-każ effettivament ħadet inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ fl-applikazzjoni tagħha tal-metodu tal-addittività. Pjuttost il-vertenza hija essenzjalment dwar jekk solubbiltà ta’ CTPHT b’mod sħiħ hijiex “fattur rilevanti” li għandu jittieħed inkunsiderazzjoni fil-kuntest tal-metodu ta’ addittività.</p>
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<p class="count">55.</p>
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<p class="normal">Għandu jiġi osservat, sa mill-bidu, li jekk parti speċifika minn dejta, rapport, sejba eċċ hija “fattur rilevanti”, li tagħti lok għal obbligu legali li għandu jittieħed inkunsiderazzjoni, u jekk dak il-fattur rilevanti kienx fil-prattika ttieħed kont tiegħu huma, fil-prinċipju, kwistjonijiet ta’ fatt. Il-Qorti Ġenerali għandha ġurisdizzjoni esklużiva, fl-ewwel lok, sabiex tikseb il-fatti, ħlief meta l-ineżattezza sostantiva tal-istħarriġ tagħha hija evidenti mid-dokumenti sottomessi lilha, u fit-tieni lok, li tevalwa dawk il-fatti.  (<span class="note">
<a id="c-11" href="#t-11">11</a>
</span>) B’riżultat ta’ dan, fl-assenza ta’ xi talba li l-fatti ġew iddisturbati,  (<span class="note">
<a id="c-12" href="#t-12">12</a>
</span>) fil-prinċipju, (ri)evalwazzjoni ta’ rilevanza hija ’l barra mill-ġurisdizzjoni tal-Qorti tal-Ġustizzja.  (<span class="note">
<a id="c-13" href="#t-13">13</a>
</span>)
      </p>
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<p class="count">56.</p>
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<p class="normal">Madankollu, l-argument tal-Kummissjoni essenzjalment iwassal għall-konklużjoni li s-solubbiltà tas-CTPHT hija “irrilevanti”, peress li l-metodu ta’ addittività ma jidentifikahiex rilevanti. Fi kliem ieħor, il-Kummissjoni ma għandhiex diskrezzjoni li tiddetermina x’jikkonsisti bħala “fattur rilevanti” u hija legalment obbligata li tieħu inkunsiderazzjoni dawk l-elementi u dawk l-elementi biss mogħtija fir-Regolament CLP (Anness I, punti 4.1.3.5, 4.1.3.5.2 u 4.1.3.5.5).</p>
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<p class="count">57.</p>
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<p class="normal">Dwar jekk ir-Regolament CLP jiddefinixxix b’mod eżawrjenti jew le x’jikkostitwixxi fattur rilevanti – u fl-istess waqt jipprevjeni lill-Kummissjoni milli tieħu inkunsiderazzjoni fatturi oħra– hija kwistjoni ta’ liġi.</p>
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<p class="count">58.</p>
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<p class="normal">Fl-opinjoni tiegħi, il-Kummissjoni ma hijiex imċaħħda mid-diskrezzjoni tagħha b’dak il-mod. Għandha tevalwa jekk hemmx fatturi rilevanti oħra u, skont il-ġurisprudenza ċċitata iktar ’il fuq fin-nota ta’ qiegħ il-paġna 11, fejn tali fatturi huma identifikati, għandha obbligu legali li tikkunsidrahom.  (<span class="note">
<a id="c-14" href="#t-14">14</a>
</span>)
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<p class="count">59.</p>
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<p class="normal">Bħala riassunt ta’ dak li ntqal iktar ’il fuq u sabiex inkun ċar daqs il-kristall dwar il-punt legali dibattut, f’dan l-istadju huwa ta’ għajnuna li nenfasizza erba’ kwistjonijiet legali differenti li potenzjalment jistgħu jkunu suġġett għal stħarriġ ġudizzjarju:</p>
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<p class="count">–</p>
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<p class="normal">jekk il-Kummissjoni għandhiex xi diskrezzjoni li tidentifika “fatturi rilevanti” lil hinn minn dawk elenkati fil-partijiet rilevanti tal-leġiżlazzjoni applikabbli;</p>
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<p class="count">–</p>
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<p class="normal">jekk il-Kummissjoni eżerċitatx b’mod korrett dik id-diskrezzjoni u identifikat fattur bħala rilevanti;</p>
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<p class="count">–</p>
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<p class="normal">ladarba fattur rilevanti jiġi identifikat, jekk il-Kummissjoni tkunx fil-prattika issodisfat l-obbligi legali tagħha sabiex tieħu dak il-fattur inkunsiderazzjoni fl-eżerċizzju tas-setgħa ta’ deċiżjoni tagħha;</p>
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<p class="count">–</p>
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<p class="normal">jekk il-Kummissjoni tatx piż suffiċjenti lil dak il-fattur fl-evalwazzjoni.</p>
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<p class="count">60.</p>
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<p class="normal">Huwa biss l-ewwel mill-punti msemmija iktar ’il fuq li qiegħed jiġi diskuss fil-kuntest tat-tieni parti tat-tieni aggravju.</p>
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<p class="count">iii)</p>
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<p class="normal">Il-Kummissjoni kellha diskrezzjoni?</p>
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<p class="count">61.</p>
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<p class="normal">Bħala punt ta’ prinċipju, huwa possibbli għal-leġiżlatur tal-UE li jagħti setgħa lill-Kummissjoni sabiex tadotta atti u, f’dan it-twettiq, teskludi l-kunsiderazzjoni ta’ ċerti fatturi. Eżempju ovvju jkun il-projbizzjoni li fl-evalwazzjoni tagħha tieħu inkunsiderazzjoni avvenimenti li seħħew qabel data partikolari. Huwa ugwalment possibbli għal-leġiżlatur tal-UE li jimponi fuq il-Kummissjoni kompitu li effettivament ma jinvolvi ebda diskrezzjoni, pereżempju l-kalkolu ta’ tunnellaġġi jew pagamenti monetarji bl-applikazzjoni ta’ formuli matematiċi.</p>
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<p class="count">62.</p>
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<p class="normal">Madankollu, ma nikkunsidrax li wieħed jista’ jipparaguna dawk it-tipi ta’ sitwazzjonijiet ma’ sitwazzjonijiet bħal dik odjerna li tinvolvi stadju (potenzjalment deċiżiv) f’evalwazzjoni xjentifika ferm kumplessa, li huma ta’ natura differenti ħafna.</p>
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<p class="count">63.</p>
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<p class="normal">Kif preċedentement stabbilixxiet il-Qorti tal-Ġustizzja, “din id-diskrezzjoni fuq l-amministrazzjoni, li hija essenzjali sabiex tippermettilha tieħu inkunsiderazzjoni fatti imprevedibbli varji li huma partikolari għal kull każ, ma hijiex inkompatibbli mal-prinċipju ġenerali, li tistrieħ fuqu l-appellanta, ta’ ugwaljanza fit-trattament […] Dan il-prinċipju ġenerali ma jfissirx li, fl-applikazzjoni tad-dispożizzjoni kkonċernata, l-amministrazzjoni għandha biss twettaq applikazzjoni mekkanika ta’ regoli u kriterji predeterminati. Tali interpretazzjoni tkun f’konflitt mal-bżonn ta’ evalwazzjoni tal-kunsiderazzjonijiet fattwali li sikwit huma kkomplikati li huma partikolari għal kull każ individwali”.  (<span class="note">
<a id="c-15" href="#t-15">15</a>
</span>)
      </p>
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<p class="count">64.</p>
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<p class="normal">Għalkemm il-kuntest ta’ dik il-kwotazzjoni kien pjuttost differenti, il-punt l-iktar ġenerali jinftiehem sew. Li tirrikjedi amministrazzjoni sabiex tevalwa fatti kumplessi ferm filwaqt li tkun limitata ħafna jista’ jwassal għal riżultati inġusti u anki strambi.</p>
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<p class="count">65.</p>
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<p class="normal">Bla dubju, il-Kummissjoni ma tirrilevax l-assenza ta’ diskrezzjoni matul l-evalwazzjoni kollha, iżda biss f’partijiet speċifiċi minnha.</p>
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<p class="count">66.</p>
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<p class="normal">Madankollu, fl-opinjoni tiegħi dik l-analiżi tal-inqas tinkludi, jekk mhux kontradizzjoni inerenti, mill-inqas ġustapożizzjoni skomda ferm. Minn naħa, il-Kummissjoni tikkonferma li hija tgawdi minn marġni ta’ diskrezzjoni wiesgħa fir-rigward tan-natura xierqa ta’ tip ta’ metodu ta’ klassifikazzjoni. Min-naħa l-oħra, għandha tikkunsidra kull metodu tal-approċċ imtarraġ f’ordni ġerarkika stretta (il-metodu ta’ klassifikazzjoni diretta, il-prinċipji li jgħaqqdu,  (<span class="note">
<a id="c-16" href="#t-16">16</a>
</span>) u l-metodu ta’ addittività). Barra minn hekk, f’każ li l-Kummissjoni tagħżel il-metodu ta’ addittività, tiċħad li għandha xi diskrezzjoni fi ħdan dak il-metodu ta’ klassifikazzjoni. Għandha ssegwi l-metodu b’mod “mekkaniku” għamja għal xi fatturi li ma humiex elenkati b’mod espliċitu fir-Regolament CLP.</p>
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<p class="count">67.</p>
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<p class="normal">Ma naqbilx.</p>
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<p class="count">68.</p>
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<p class="normal">L-ewwel u qabel kollox, m’iniex konvint bid-dikotomija proposta mill-Kummissjoni ta’ (i) diskrezzjoni wiesgħa fl-għażla tal-metodu xieraq, u (ii) assolutament l-ebda diskrezzjoni fl-applikazzjoni tiegħu. Min-natura tagħhom, iż-żewġ passi, jiġifieri, l-għażla u r-realizzazzjoni tal-metodu huma partijiet tal-istess evalwazzjoni ferm kumplessa dwar perikolu xjentifiku. Fil-prattika, huwa mistenni li amministratur diliġenti l-ewwel jgħaqqad id-dejta disponibbli kollha. Abbażi tal-(in)suffiċjenza ta’ elementi individwali ta’ dik id-dejta, wara jiddeċiedi dwar il-metodu li għandu jadotta, naturalment billi jieħu inkunsiderazzjoni t-tip ta’ dejta li hija meħtieġa għal kull metodu.</p>
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<p class="count">69.</p>
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<p class="normal">Ma nistax neskludi li f’każijiet fejn il-Kummissjoni tgawdi diskrezzjoni meta l-evalwazzjoni tittieħed b’mod globali hemm ċerti parti(jiet) diskreti tagħha li fil-fatt hija mċaħħda mid-diskrezzjoni. Madankollu, għandu jkun hemm bażi ċara għad-dissezzjoni tal-evalwazzjoni b’dak il-mod. F’dan il-każ, ma narahx hekk.</p>
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<p class="count">70.</p>
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<p class="normal">Nixtieq nenfasizza li jien bl-ebda mod ma qiegħed nissuġġerixxi li fuq il-mertu tiegħu, ir-riżultat li waslet għalih il-Kummissjoni huwa insostenibbli. Ma ngħaddi assolutament l-ebda ġudizzju dwar il-klassifikazzjoni (s)korretta tas-CTPHT. Qiegħed biss insemmi dan l-element sabiex nuri d-diskrezzjoni inerenti li teżisti fl-għażla tal-metodu u b’hekk fl-evalwazzjoni xjentifika kumplessa globali.</p>
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<p class="count">71.</p>
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<p class="normal">Inżid li fil-fatt ma huwiex ċar li, f’dan il-każ speċifiku, il-Kummissjoni żammet b’mod riġidu mal-approċċ li tipproponi. Il-Kummissjoni tirrileva li għandha tikkunsidra kull metodu f’ordni ġerarkika riġidu u ma għadhiex diskrezzjoni f’dak is-sens. Madankollu, fir-realtà jidher li fl-evalwazzjoni tagħha dwar is-CTPHT, il-Kummissjoni qabżet direttament mill-ewwel metodu (klassifikazzjoni diretta) għat-tielet metodu (metodu ta’ addittività) mingħajr ma espliċitament ikkunsidrat u warrbet it-tieni metodu (li tgħaqqad il-prinċipji) bħala alternattiva.</p>
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<p class="count">72.</p>
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<p class="normal">Barra minn hekk, fl-opinjoni tiegħi hemm mill-inqas erba’ elementi ulterjuri li jikkonfermaw li l-argument tal-Kummissjoni dwar l-assenza assoluta ta’ diskrezzjoni għandu jiġi miċħud.</p>
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<p class="count">73.</p>
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<p class="normal">L-ewwel, b’ħarsa lejn it-test innifsu, taħt il-punt 4.1.3. tal-Anness I tar-Regolament CLP, intitolat “Kriterji ta’ klassifikazzjoni tat-taħlitiet” hemm bla dubju ċertu diskrezzjoni implikata fl-għażla tal-kliem “Sabiex tintuża d-data kollha li teżisti għall-finijiet li jiġu kklassifikati l-perikoli ambjentali akwatiċi tat-taħlita, dan li ġej hu applikat fejn adatt.” (Enfasi miżjuda)</p>
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<p class="count">74.</p>
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<p class="normal">It-taqsima tkompli b’deskrizzjoni tal-approċċ imtarraġ ta’ klassifikazzjoni. Ma hemm l-ebda dikjarazzjoni fil-partijiet tal-Anness I tar-Regolament CLP li jipprovdu għal rimedju ta’ u d-deskrizzjoni tal-kontenut tal-metodu ta’ addittività, li jipprojbixxi t-teħid inkunsiderazzjoni tal-fatturi lil hinn minn dawk espliċitament imsemmija.  (<span class="note">
<a id="c-17" href="#t-17">17</a>
</span>)
      </p>
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<p class="count">75.</p>
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<p class="normal">Nifhem il-punt tal-Kummissjoni dwar il-legalità tal-azzjoni amministrattiva f’dan il-kuntest, li fi ftit kliem jissuġġerixxi li billi hija awtorità pubblika, din tista’ taġixxi biss fi ħdan il-limiti tal-liġi. B’mod ġenerali, din il-perspettiva tista’ biss tkun imfaħħra. Madankollu, f’dan ix-xenarju partikolari, il-limiti testwali u sistematiċi tal-liġi ma humiex daqstant dojoq daqs kif deskritti mill-Kummissjoni.</p>
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<p class="count">76.</p>
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<p class="normal">It-tieni nett, hemm il-kuntest iktar wiesgħa u l-oriġini internazzjonali tar-Regolament CLP. Skont il-premessa 6 tar-Regolament CLP: “Dan ir-Regolament isegwi diversi dikjarazzjonijiet li fihom il-Komunità kkonfermat l-intenzjoni tagħha li tikkontribwixxi għall-armonizzazzjoni globali tal-kriterji tal-klassifikazzjoni u l-ittikkettar, mhux biss fil-livell tan-NU, iżda anki permezz tal-inkorporazzjoni tal-kriterji tal-GHS miftehma internazzjonalment fid-dritt Komunitarju.”</p>
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<p class="count">77.</p>
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<p class="normal">L-approċċ imtarraġ għall-klassifikazzjoni ta’ perikolu akwatiku jirrifletti l-approċċ meħud fuq livell internazzjonali taħt is-Sistema Globalment Armonizzata ta’ Klassifikazzjoni u Tikkettar ta’ Kimiċi (Globally Harmonised System of Classification and Labelling of Chemicals, iktar ’il quddiem “GHS”). Tabilħaqq, hemm partijiet sinifikanti ta’ dak l-approċċ fl-Anness I tar-Regolament CLP li huma testwalment identiċi għall-gwida GHS ekwivalenti.  (<span class="note">
<a id="c-18" href="#t-18">18</a>
</span>)
      </p>
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<p class="count">78.</p>
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<p class="normal">L-Anness 9 tal-GHS huwa iktar kumpless mill-punt 4 tal-Anness I tar-Regolament CLP. Fl-opinjoni tiegħi, l-Anness 9 jagħmilha ċara li tista’ tingħata gwida dettaljata iżda huwa diffiċli li tipprovdi regoli f’dan il-qasam li japplikaw b’mod kompletament sistematiku u mekkaniku. Pereżempju, l-Anness 9 tal-GHS jelenka sfidi għal “problemi ta’ interpretazzjoni” li jikkonċernaw “sustanzi diffiċli”, li jinkludu sustanzi li “diffiċli jinħallu” u “sustanzi kumplessi jew multi-komponenti”.  (<span class="note">
<a id="c-19" href="#t-19">19</a>
</span>)
      </p>
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<p class="count">79.</p>
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<p class="normal">Qabel ngħaddi sabiex niddeskrivi l-iskema ta’ klassifikazzjoni armonizzata, l-Anness 9 tal-GHS jibda billi jgħid li “ma tistax tittama li tkopri s-sitwazzjonijiet kollha li joħorġu fi klassifikazzjoni. Għalhekk għandu jintwera bħala dokument ħaj li f’parti jiddeskrivi l-prinċipji fundamentali tas-sistema, [jiġifieri] bbażat fuq perikolu iktar milli bbażat fuq riskju, u l-kriterju fiss. F’parti, għandu wkoll ikun repożitorju għall-esperjenza akkumulata fl-użu tal-iskema sabiex tinkludi l-interpretazzjonijiet li jippermettu l-kriterji apparentement fissi sabiex jiġu applikati f’varjetà wiesgħa ta’ sitwazzjonijiet mhux standard.” (Enfasi miżjuda)  (<span class="note">
<a id="c-20" href="#t-20">20</a>
</span>)
      </p>
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<p class="count">80.</p>
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<p class="normal">Għalhekk huwa ċar li l-istandards internazzjonali li l-leġiżlatur tal-UE xtaq li jinkorpora permezz tar-Regolament CLP jieħdu pożizzjoni iktar sfumata. Jistabbilixxu prinċipji u, filwaqt li gwida hija dettaljata ħafna, huwa aċċettat fil-miftuħ li hemm każijiet diffiċli u r-regoli ma jistgħux jitqiesu bħala listi kompletament eżawrjenti.</p>
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<p class="count">81.</p>
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<p class="normal">It-tielet nett, fl-opinjoni tiegħi, huwa wkoll importanti li tħares lil hinn mill-każ individwali u tesplora fuq is-sistema u operat globali tar-Regolament CLP. Fil-każ odjern, il-Kummissjoni tirrileva assenza ta’ diskrezzjoni, u fuq dik il-bażi, tikkonkludi li hija meħtieġa klassifikazzjoni ta’ perikolu l-iktar severa. Fil-każ odjern, dik il-konklużjoni hija tassew konformi mal-għan tar-Regolament CLP li jiżgura livell għoli ta’ protezzjoni tas-saħħa tal-bniedem u tal-ambjent. Madankollu, x’jingħad fuq każijiet oħrajn fejn l-inabbiltà tal-Kummissjoni li tieħu inkunsiderazzjoni fatturi oħra rilevanti, fl-aħħar twassal għal klassifikazzjoni ta’ perikolu iktar baxxa minn dik li kieku tkun iġġustifikata?</p>
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<p class="count">82.</p>
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<p class="normal">Huwa minnu li teżisti klassifikazzjoni bħala “xibka ta’ sikurezza”, li tippermetti li sustanzi li ma jkunux ġew ikklassifikati bħala Aquatic Acute 1 jew Aquatic Chronic 1, 2 jew 3, u li iżda xorta waħda jikkawżaw tħassib, jiġu kklassifikati bħala Aquatic Chronic 4. Dik il-possibbiltà tnaqqas ir-riskju ta’ klassifikazzjonijiet li huma “baxxi wisq”.</p>
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<p class="count">83.</p>
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<p class="normal">Madankollu, fl-opinjoni tiegħi, “xibka ta’ sikurezza” għandha tiġi kkunsidrata bħala tali. L-użu tagħha huwa proprju bħala rimedju aħħari. Jekk jinkixfu fatturi rilevanti u ta’ importanza kbira li serjament jikkontestaw klassifikazzjoni ta’ perikolu li hija “baxxa wisq”, dawn għandhom jitqiesu bħala parti mill-evalwazzjoni prinċipali.</p>
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<p class="count">84.</p>
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<p class="normal">Jekk tassew hemm diskrezzjoni, għandu jiġi aċċettat li din id-diskrezzjoni tista’ taqta’ miż-żewġ naħat. Jekk jinkixfu fatturi rilevanti u ta’ importanza kbira li juru li l-klassifikazzjoni tal-perikolu hija “għoli wisq”, dawk il-fatturi wkoll għandhom jitqies bħala parti mill-evalwazzjoni prinċipali. Din hija effettivament il-pożizzjoni tal-appellati.</p>
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<p class="count">85.</p>
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<p class="normal">Nenfasizza li xejn minn dak li ssemma’ iktar ’il fuq ma jispeċifika x’jikkostitwixxi “fattur rilevanti” jew dwar x’piż irid jingħata għalih (ara l-punt 59 iktar ’il fuq). Fl-ewwel istanza, dawk huma domandi għall-Kummissjoni. Fl-eventwalità ta’ stħarriġ, hija l-Qorti Ġenerali li għandha tikkunsidra jekk twettaqx żball manifest f’dak ir-rigward.</p>
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<p class="count">86.</p>
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<p class="normal">Finalment, il-Qorti tal-Ġustizzja diġà semgħet każ relatat mas-CTPHT. Il-każ omonimu T93/10 Bilbaína vs ECHA (fl-appell, C287/13 P Bilbaína vs ECHA) (iktar ’il quddiem “Bilbaína I”)  (<span class="note">
<a id="c-21" href="#t-21">21</a>
</span>) ikkonċerna, sal-punt li huwa ta’ interess hawnhekk, l-identifikazzjoni tas-CTPHT bħala li huwa persistenti ħafna u bijoakkumulattiv ferm (iktar ’il quddiem “vPvB”).</p>
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<p class="count">87.</p>
</td>
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<p class="normal">Sabiex tidentifika sustanza bħala vPvB, il-Kummissjoni għandha ssegwi r-rekwiżiti mogħtija fost l-oħrajn, fl-Anness XIII tar-Regolament Nru 1907/2006. Fil-verżjoni applikabbli dak iż-żmien, il-kriterji għall-identifikazzjoni ta’ sustanza bħal vPvB ingħataw fis-Sezzjonijiet 1.1, 1.2 u 1.3 tal-Anness XIII. Dawk il-kriterji ma semmewx l-elementi tal-kostitwenti tas-sustanza. Madankollu, ġie identifikat CTPHT bħala vPvB abbażi tal-elementi tal-kostitwenti.</p>
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<p class="count">88.</p>
</td>
<td valign="top">
<p class="normal">L-appellanti kkontestaw dak it-tluq mill-kriterji mogħtija fl-Anness XIII. Il-Qorti Ġenerali laqgħet l-approċċ tal-Kummissjoni. Fl-appell, il-Qorti tal-Ġustizzja laqgħet dik is-sentenza u fil-punt 34 ta’ Bilbaína I tgħid: “Tassew, huwa veru li, fil-verżjoni applikabbli fid-data tal-adozzjoni tad-deċiżjoni kkontestata, l-Anness XIII tar-Regolament REACH ma pprovdiex li sustanza tista’ tiġi identifikata bit-teħid inkunsiderazzjoni tal-elementi PBT jew vPvB tal-kostitwenti rilevanti tagħha. Kuntrarjament għas-sottomissjonijiet tal-appellanti, madankollu dan ma jfissirx li l-Anness XIII tar-Regolament REACH jipprekludi li jittieħed kont mill-elementi PBT jew vPvB fuq il-kostitwenti rilevanti ta’ sustanza.”</p>
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<p class="count">89.</p>
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<p class="normal">Il-Qorti tal-Ġustizzja kkonfermat li t-teħid inkunsiderazzjoni ta’ elementi ta’ kostitwenti kien, barra minn hekk, konformi mal-għanijiet tar-Regolament REACH.</p>
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<p class="count">90.</p>
</td>
<td valign="top">
<p class="normal">Hemm differenzi ovvji bejn dawn il-każijiet. B’mod partikolari, Bilbaína I tirrigwarda r-Regolament REACH għall-kuntrarju tar-Regolament CLP. Madankollu, iż-żewġ każijiet iqajmu l-istess domanda ta’ prinċipju. Il-Kummissjoni meta għandha diskrezzjoni li titbiegħed mill-kriterji ta’ evalwazzjoni ta’ sustanza mogħtija f’regolament sabiex tidentifika fatturi rilevanti oħra? F’Bilbaína I, il-Qorti Ġenerali u l-Qorti tal-Ġustizzja effettivament ibbażaw il-konferma ta’ diskrezzjoni tagħhom sabiex jidentifikaw fatturi rilevanti oħra fuq: (i) l-assenza ta’ kliem li jipprekludi tali diskrezzjoni, u (ii) il-fatt li tieħu dawk il-fatturi inkunsiderazzjoni kien konformi mal-għanijiet tar-Regolament REACH.</p>
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<p class="count">91.</p>
</td>
<td valign="top">
<p class="normal">Kif innotat iktar ’il fuq, fil-każ odjern ukoll ma hemmx kliem fl-Anness I tar-Regolament CLP li kjarament jipprekludi identifikazzjoni ta’ fatturi rilevanti oħra meta jiġi applikat il-metodu ta’ addittività.</p>
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<p class="count">92.</p>
</td>
<td valign="top">
<p class="normal">Fir-rigward ta’ għanijiet, nirreferi għall-kummenti tiegħi fil-punti 81 sa 84 iktar ’il fuq. Jekk wieħed jaċċetta xi grad ta’ diskrezzjoni bħala kwistjoni ta’ prinċipju, wieħed għandu jaċċetta li dik id-diskrezzjoni tista’ taqta’ minn żewġ naħat. Tista’ tiġi eżerċitata b’mod li kjarament tmur fid-direzzjoni tal-għanijiet billi timponi klassifikazzjoni ta’ perikolu ogħla u iktar stretti. Madankollu, tista’ wkoll tiġi eżerċitata b’mod li tirriżulta fi klassifikazzjoni iktar baxxa u inqas stretta. Dan ma jfissirx li l-għanijiet tar-Regolament CLP ġew kompromessi, iżda sempliċiment tfisser kunsiderazzjoni iktar estensiva ta’ informazzjoni disponibbli sabiex tagħmel il-klassifikazzjoni l-iktar preċiża possibbli.</p>
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<p class="count">93.</p>
</td>
<td valign="top">
<p class="normal">Fid-dawl tal-punti preċedenti kollha flimkien, nikkunsidra li legalment, il-Kummissjoni kellha diskrezzjoni li tidentifika fatturi rilevanti oħra fil-kors tal-applikazzjoni tal-metodi ta’ addittività, mingħajr ma tikser ir-Regolament CLP.</p>
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<p class="count">94.</p>
</td>
<td valign="top">
<p class="normal">Għal dik il-konklużjoni, mill-ġdid nenfasizza li dwar x’inhuma dawk il-fatturi rilevanti, hija kwistjoni ta’ fatt li, salv xi distorsjoni tal-fatti, ġiet deċiża mill-Qorti Ġenerali u ma tistax terġa tinfetaħ mill-Qorti tal-Ġustizzja. Madankollu, ninnota li fl-ebda punt il-Qorti Ġenerali ma (jew tassew setgħet) tistabbilixxi li jekk, ipotetikament, il-Kummissjoni kienet ħadet inkunsiderazzjoni s-solubbiltà baxxa tas-CTPHT, tkun wettqet żball manifest fl-ikklassifikar tas-CTPHT bħala Aquatic Acute 1 jew Aquatic Chronic 1. Pjuttost, hija l-falliment oġġettiv tal-Kummissjoni li tieħu inkunsiderazzjoni dak l-element fir-raġunament tagħha, kif ikkonfermat mill-Qorti Ġenerali, li rriżulta fl-annullament parzjali tar-regolament ikkontestat.</p>
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<p class="count">95.</p>
</td>
<td valign="top">
<p class="normal">Finalment, l-evalwazzjoni msemmija iktar ’il fuq tindirizza l-kwistjoni stretta tal-eżistenza ta’ diskrezzjoni fil-kuntest speċifiku ta’ dan il-każ. Għalkemm talludi għall-kwistjoni, ma tgħid xejn konklussiv dwar firxa ta’ diskrezzjoni fejn tingħata gwida sinifikanti u dettaljata fil-leġiżlazzjoni bażika. Fl-opinjoni tiegħi din hija kwistjoni importanti li tiġi murija, iżda mhux waħda li għandha tiġi indirizzata f’dan l-appell.</p>
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<p class="count">iv)</p>
</td>
<td valign="top">
<p class="normal">Konklużjoni dwar it-tieni parti tat-tieni aggravju</p>
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<p class="count">96.</p>
</td>
<td valign="top">
<p class="normal">Fid-dawl ta’ dak li ntqal iktar ’il fuq, ma nqisx li l-Qorti Ġenerali wettqet żball ta’ liġi meta qieset li l-Kummissjoni applikat il-metodu ta’ addittività b’mod skorrett, u nipproponi li t-tieni parti tat-tieni aggravju għandu jiġi miċħud bħala infondat. B’referenza għall-punt 55 iktar ’il fuq, sa fejn it-tieni parti tat-tieni aggravju għandha tiġi interpretata li tikkontesta evalwazzjoni fattwali tal-Qorti Ġenerali dwar ir-rilevanza tas-solubbiltà tas-CTPHT b’mod sħiħ, din għandha tiġi miċħuda bħala inammissibbli.</p>
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<p class="count">C.</p>
</td>
<td valign="top">
<p class="normal">It-tielet aggravju: l-eċċess tal-limiti ta’ stħarriġ u d-disturbazzjoni tal-evidenza</p>
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<p class="count">97.</p>
</td>
<td valign="top">
<p class="normal">Il-Kummissjoni targumenta li l-Qorti Ġenerali eċċediet il-limiti tal-istħarriġ tagħha billi marret lil hinn mill-evalwazzjoni ta’ żball manifest u ssostitwiet l-evalwazzjoni tagħha stess għal dik tal-Kummissjoni, u b’hekk iddisturbat il-provi prodotti quddiemha.</p>
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<p class="count">98.</p>
</td>
<td valign="top">
<p class="normal">Essenzjalment, il-Kummissjoni targumenta li l-Qorti Ġenerali kienet żbaljata li tagħti daqstant importanza lill-assunzjoni li l-kostitwenti PAH tas-CTPHT jinħallu fl-ilma. Dak kien biss fattur wieħed fost ħafna li fuqu ġiet ibbażata l-evalwazzjoni xjentifika. Barra minn hekk, ittieħdet barra mill-kuntest tagħha mill-Qorti Ġenerali.</p>
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<p class="count">99.</p>
</td>
<td valign="top">
<p class="normal">Ma naqbilx.</p>
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<p class="count">100.</p>
</td>
<td valign="top">
<p class="normal">Inqis li l-argument tal-Kummissjoni huwa difettuż billi jistrieħ fuq interpretazzjoni skorretta tas-sentenza kkontestata. Kif spjegat iktar ’il fuq fil-punt 50, il-Qorti Ġenerali tilmenta kontra l-Kummissjoni mhux speċifikament għaliex tassumi li l-kostitwenti tas-CTPHT jinħallu fl-ilma. Ma sabitx li l-Kummissjoni ġiet ipprojbita milli tagħmel dik l-assunzjoni. Minflok, it-tħassib tal-Qorti Ġenerali huwa li, bil-ħsieb ta’ dik l-assunzjoni, il-Kummissjoni naqset milli tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ.</p>
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<p class="count">101.</p>
</td>
<td valign="top">
<p class="normal">Fuq dik il-bażi waħedha, it-tielet aggravju tal-Kummissjoni jista’ jiġi miċħud bħala infondat.</p>
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<p class="count">102.</p>
</td>
<td valign="top">
<p class="normal">Madankollu, sa fejn it-tielet aggravju jista’ jiġi interpretat li jfisser li l-Qorti Ġenerali eċċediet il-limiti tal-istħarriġ tagħha billi (i) tidentifika s-solubbiltà tas-CTPHT b’mod sħiħ bħala li hija fattur rilevanti, jew (ii) billi tagħti wisq piż lil dak il-fattur, nagħmel l-osservazzjonijiet segwenti.</p>
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<p class="count">103.</p>
</td>
<td valign="top">
<p class="normal">L-ewwel, jekk il-Kummissjoni għandhiex diskrezzjoni sabiex tidentifika s-solubbiltà tas-CTPHT b’mod sħiħ bħala li huwa fattur rilevanti, ġie diskuss iktar ’il fuq taħt it-tieni parti tat-tieni aggravju. Għandha diskrezzjoni.</p>
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<p class="count">104.</p>
</td>
<td valign="top">
<p class="normal">It-tieni, kif jingħad iktar ’il fuq fil-punt 55 dwar jekk is-solubbiltà tas-CTPHT b’mod sħiħ hijiex “fattur rilevanti”, li tagħti lok għal obbligu legali li teħodha inkunsiderazzjoni, hija kwistjoni ta’ fatt fi ħdan il-ġurisdizzjoni esklużiva tal-Qorti Ġenerali, sakemm ma kienx hemm disturbazzjoni tal-fatti.  (<span class="note">
<a id="c-22" href="#t-22">22</a>
</span>)
      </p>
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<p class="count">105.</p>
</td>
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<p class="normal">Il-Kummissjoni targumenta li l-Qorti Ġenerali ddisturbat il-fatti billi ħadet ir-referenza għas-solubbiltà tal-kostitwenti tas-CTPHT ’il barra mill-kuntest u ma kkunsidratx l-importanza tagħha fil-kuntest tal-metodu ta’ addittività. Il-Kummissjoni ma targumentax b’mod espliċitu li l-Qorti Ġenerali wettqet distorsjoni tal-fatti meta identifikat is-solubbiltà tas-CTPHT b’mod sħiħ bħala fattur rilevanti.</p>
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<p class="count">106.</p>
</td>
<td valign="top">
<p class="normal">Madankollu, sal-punt li l-argumenti tagħha jistgħu jiġu interpretati b’dak il-mod, biżżejjed jingħad li s-solubbiltà tas-sustanza b’mod sħiħ kjarament ma hijiex element marġinali jew dettall minuri. Isiru diversi referenzi għas-solubbiltà ta’ sustanza fil-punt 4 tal-Anness I għar-Regolament CLP fir-rigward tal-evalwazzjoni tat-tossiċità akwatika u espliċitament identifikata bħala sors ta’ diffikultajiet f’każ ta’ solubbiltà baxxa.  (<span class="note">
<a id="c-23" href="#t-23">23</a>
</span>) Hija wkoll diskussa fit-tul fl-Anness 9 tal-GHS, li huwa inkorporat fid-dritt tal-UE b’mod partikolari permezz tal-punt 4 tal-Anness I tar-Regolament CLP.  (<span class="note">
<a id="c-24" href="#t-24">24</a>
</span>) Għalhekk, ma hemm l-ebda distorsjoni tal-fatti mill-Qorti Ġenerali fir-rigward tar-rilevanza ta’ dak il-fattur.</p>
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<p class="count">107.</p>
</td>
<td valign="top">
<p class="normal">It-tielet, fir-rigward tal-importanza mogħtija mill-Qorti Ġenerali għas-solubbiltà tas-CTPHT b’mod sħiħ, ninnota sempliċiment li s-sentenza kkontestata hija siekta dwar dik il-kwistjoni. Is-sentenza kkontestata ma tgħidx li, jekk il-Kummissjoni kellha tieħu inkunsiderazzjoni s-solubbiltà tas-CTPHT b’mod sħiħ, kienet inevitabbilment “tinjora” l-fatturi l-oħra kollha. Il-Qorti Ġenerali tikkonkludi biss li l-Kummissjoni wettqet żball manifest billi oġġettivament naqset milli tikkunsidra s-solubbiltà tas-CTPHT b’mod sħiħ (ara wkoll il-punt 93 iktar ’il fuq).</p>
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<p class="count">108.</p>
</td>
<td valign="top">
<p class="normal">Fid-dawl ta’ dak li ntqal iktar ’il fuq, inqis li l-Qorti Ġenerali ma eċċedietx il-limiti tagħha ta’ stħarriġ tal-legalità tar-regolament ikkontesta jew iddisturbat il-fatti. Għaldaqstant, it-tielet aggravju għandu jiġi miċħud bħala infondat.</p>
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<p class="count">VII.</p>
</td>
<td valign="top">
<p class="normal">Konklużjoni</p>
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<p class="count">109.</p>
</td>
<td valign="top">
<p class="normal">Nipproponi lill-Qorti tal-Ġustizzja:</p>
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<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">tiċħad l-appell bħala infondat;</p>
</td>
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<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">tikkundanna lill-Kummissjoni Ewropea tbati l-ispejjeż tagħha u dawk tal-appellati GrafTech Iberica, SL;</p>
</td>
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<p class="count">–</p>
</td>
<td valign="top">
<p class="normal">tikkundanna lill-Aġenzija Ewropea għas-Sustanzi Kimiċi (ECHA) u lill-intervenjenti jbatu l-ispejjeż tagħhom.</p>
</td>
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</table>
    <div/>
  <hr class="note"/>
<p class="note">(<span class="note">
<a id="t-1" href="#c-1">1</a>
</span>)Lingwa oriġinali: l-Ingliż.</p>
<p class="note">(<span class="note">
<a id="t-2" href="#c-2">2</a>
</span>)Regolament tal-Kummissjoni tat-2 ta’ Ottubru 2013 li jemenda, għall-finijiet tal-adattament tiegħu għall-progress tekniku u xjentifiku, ir-Regolament (KE) Nru 1272/2008 tal-Parlament Ewropew u tal-Kunsill dwar il-klassifikazzjoni, l-ittikkettar u l-imballaġġ tas-sustanzi u t-taħlitiet (ĠU 2013 L 261, p. 5)</p>
<p class="note">(<span class="note">
<a id="t-3" href="#c-3">3</a>
</span>)Deza, a.s.; Industrial Química del Nalón, SA; Koppers Denmark A/S; Koppers UK Ltd; Koppers Netherlands BV; Rütgers basic aromatics GmbH; Rütgers Belgium NV; Rütgers Poland Sp. z o.o.; Bawtry Carbon International Ltd; Grupo Ferroatlántica, SA; SGL Carbon GmbH; SGL Carbon GmbH; SGL Carbon; SGL Carbon, SA; SGL Carbon Polska S.A.; ThyssenKrupp Steel Europe AG; Tokai erftcarbon GmbH.</p>
<p class="note">(<span class="note">
<a id="t-4" href="#c-4">4</a>
</span>)Sentenza tas-7 ta’ Ottubru 2015, Bilbaína de Alquitranes et vs Il-Kummissjoni (T689/13, mhux ippubblikata, EU:T:2015:767).</p>
<p class="note">(<span class="note">
<a id="t-5" href="#c-5">5</a>
</span>)Regolament tal-Parlament Ewropew u tal-Kunsill tas-16 ta’ Diċembru 2008 dwar il-klassifikazzjoni, l-ittikkettar u l-imballaġġ tas-sustanzi u t-taħlitiet, li jemenda u jħassar id-Direttivi 67/548/KEE u 1999/45/KE, u li jemenda r-Regolament (KE) Nru 1907/2006 (ĠU L 353, 31.12.2008, p. 1).</p>
<p class="note">(<span class="note">
<a id="t-6" href="#c-6">6</a>
</span>)Regolament tal-Parlament Ewropew u tal-Kunsill tat-18 ta’ Diċembru 2006 dwar ir-reġistrazzjoni, il-valutazzjoni, l-awtorizzazzjoni u r-restrizzjoni ta’ sustanzi kimiċi (REACH), li jistabbilixxi Aġenzija Ewropea għas-Sustanzi Kimiċi, li jemenda d-Direttiva 1999/45/KE u li jħassar ir-Regolament (KEE) Nru 793/93 tal-Kunsill u r-Regolament (KE) Nru 1488/94 tal-Kummissjoni kif ukoll id-Direttiva 76/769/KEE tal-Kunsill u d-Direttivi 91/155/KEE, 93/67/KEE, 93/105/KE u 2000/21/KE tal-Kummissjoni (ĠU 2006 L 396, p. 1)</p>
<p class="note">(<span class="note">
<a id="t-7" href="#c-7">7</a>
</span>)Li saret referenza għalih fl-Artikolu 76(1)(c) tar-Regolament Nru 1907/2006.</p>
<p class="note">(<span class="note">
<a id="t-8" href="#c-8">8</a>
</span>)“[…] la l-Kummissjoni u lanqas l-ECHA ma kienu kapaċi jistabbilixxu quddiem il-Qorti Ġenerali li […] il-Kummissjoni ħadet inkonsiderazzjoni l-fatt li […] l-kostitwenti tas-CTPHT kienu rilaxxati minn CTPHT sa ċertu punt biss u li dik is-sustanza kienet stabbli ħafna. […] la l-opinjoni tal-RAC dwar is-CTPHT u lanqas id-dokument ta’ sfond ma kienu jinkludu xi raġunament li juri li […] ittieħed kont tas-solubbiltà baxxa tal-ilma tas-CTPHT […] Madankollu, dan ir-raġunament ma jistabbilixxix li s-solubbiltà baxxa ta’ [CTPHT] ittieħdet inkonsiderazzjoni.”</p>
<p class="note">(<span class="note">
<a id="t-9" href="#c-9">9</a>
</span>)Sentenza tas-7 ta’ Ottubru 2015, Bilbaína de Alquitranes et vs Il-Kummissjoni (T689/13, mhux ippubblikata, EU:T:2015:767, punt 24).</p>
<p class="note">(<span class="note">
<a id="t-10" href="#c-10">10</a>
</span>)Sentenza tal-21 ta’ Novembru 1991, Technische Universität München (C269/90, EU:C:1991:438, punt 14); u s-sentenza tad-29 ta’ Marzu 2012, Il-Kummissjoni vs LEstonja (C-505/09 P, EU:C:2012:179, punt 95).</p>
<p class="note">(<span class="note">
<a id="t-11" href="#c-11">11</a>
</span>)Artikolu 256 TFUE u l-ewwel paragrafu tal-Artikolu 58 tal-Istatut tal-Qorti tal-Ġustizzja tal-Unjoni Ewropea.</p>
<p class="note">(<span class="note">
<a id="t-12" href="#c-12">12</a>
</span>)Il-Kummissjoni fil-fatt tirrileva li l-Qorti Ġenerali wettqet distorsjoni tal-evidenza quddiemha iżda b’mod separat taħt it-tielet aggravju u b’mod li ma tħallix impatt fuq din l-analiżi (ara b’mod partikolari iktar ’il quddiem il-punti 104 u 105).</p>
<p class="note">(<span class="note">
<a id="t-13" href="#c-13">13</a>
</span>)Digriet tas-27 ta’ Marzu 2014, Polyelectrolyte Producers Group et vs IlKummissjoni (C199/13 P, mhux ippubblikat, EU:C:2014:205, punti 33 sa 36).</p>
<p class="note">(<span class="note">
<a id="t-14" href="#c-14">14</a>
</span>)Jekk ibiddlux l-eżitu tal-evalwazzjoni hija kwistjoni differenti u fil-prinċipju taqa’ taħt id-diskrezzjoni tal-Kummissjoni li twettaq evalwazzjonijiet xjentifiċi kumplessi kif fil-fatt ikkonfermat bl-istess ġurisprudenza.</p>
<p class="note">(<span class="note">
<a id="t-15" href="#c-15">15</a>
</span>)Sentenza tas-7 ta’ Ġunju 1972, Brandau vs Il-Kunsill (46/71, EU:C:1972:50, punti 12 sa 14). Ara wkoll f’dak is-sens is-sentenza tas-7 ta’ Mejju 1992, Il-Kunsill vs Brems (C70/91 P, EU:C:1992:201) u l-konklużjonijiet tal-Avukat Ġenerali Darmon fil-kawża IlKunsill vs Brems (C-70/91 P, EU:C:1992:77 fil-punti 2993 u 2994).</p>
<p class="note">(<span class="note">
<a id="t-16" href="#c-16">16</a>
</span>)Bażikament klassifikazzjoni li tuża dejta relatata ma’ sustanzi simili.</p>
<p class="note">(<span class="note">
<a id="t-17" href="#c-17">17</a>
</span>)Ara d-digriet tat-22 ta’ Mejju 2014, Bilbaína de Alquitranes et vs ECHA (C287/13 P, mhux ippubblikat, EU:C:2014:599, punt 34), fejn assenza simili ta’ limitazzjonijiet espliċiti ġiet użata bħala fattur insostenn ta’ kisba ta’ diskrezzjoni (ara wkoll iktar ’il quddiem, punt 90).</p>
<p class="note">(<span class="note">
<a id="t-18" href="#c-18">18</a>
</span>)Anness 9 tas-Sistema Globali Armonizzata għat-Tikkettar u l-Klassifikazzjoni ta’ Kimiċi (GHS), ir-raba’ edizzjoni. Disponibbli fuq: https://www.unece.org/fileadmin/DAM/trans/danger/publi/ghs/ghs_rev04/English/ST-SG-AC10-30-Rev4e.pdf.</p>
<p class="note">(<span class="note">
<a id="t-19" href="#c-19">19</a>
</span>)F’A9.1.10, ara wkoll A9.3.5.7 u A9.3.5.10.</p>
<p class="note">(<span class="note">
<a id="t-20" href="#c-20">20</a>
</span>)F’A9.1.16.</p>
<p class="note">(<span class="note">
<a id="t-21" href="#c-21">21</a>
</span>)Sentenza tas-7 ta’ Marzu 2013, Bilbaína de Alquitranes et vs ECHA (T93/10, EU:T:2013:106). Digriet tat-22 ta’ Mejju 2014, Bilbaína de Alquitranes et vs ECHA (C287/13 P, mhux ippubblikat, EU:C:2014:599).</p>
<p class="note">(<span class="note">
<a id="t-22" href="#c-22">22</a>
</span>)Digriet tas-27 ta’ Marzu 2014, Polyelectrolyte Producers Group et vs IlKummissjoni (C199/13 P, mhux ippubblikat, EU:C:2014:205, punt 33).</p>
<p class="note">(<span class="note">
<a id="t-23" href="#c-23">23</a>
</span>)Punt 4.1.2.10 tal-Anness I li jidentifika kwistjonijiet bil-klassifikazzjoni ta’ komponenti inorganiċi u metalli ta’ solubbiltà baxxa; punt 4.1.2.6 u l-kategorija 4 klassifikazzjoni “xibka ta’ sikurezza” li saret referenza għaliha fil-punti 82 u 83. Is-solubbiltà tifforma parti mid-definizzjoni ta’ “disponibbiltà” taħt il-punt 4.1.1.1.</p>
<p class="note">(<span class="note">
<a id="t-24" href="#c-24">24</a>
</span>)Ara l-punt 78 iktar ’il fuq.</p>
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