{"id":24114,"date":"2020-01-10T18:46:57","date_gmt":"2020-01-10T17:46:57","guid":{"rendered":"https:\/\/balkon.art\/home\/?p=24114"},"modified":"2022-01-08T09:38:31","modified_gmt":"2022-01-08T08:38:31","slug":"a-ketseg-es-az-egyseg-kaldi-katalin-tokeletes-hatos","status":"publish","type":"post","link":"https:\/\/balkon.art\/home\/a-ketseg-es-az-egyseg-kaldi-katalin-tokeletes-hatos\/","title":{"rendered":"A k\u00e9ts\u00e9g \u00e9s az egys\u00e9g | K\u00e1ldi Katalin \u00faj m\u0171veir\u0151l"},"content":{"rendered":"[vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos<\/em><\/h2>\n[\/vc_column_text][vc_column_text]\n

Budapest Gal\u00e9ria
\n2019. december 6 \u2013 2020. janu\u00e1r 19.<\/h4>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none”][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text](K\u00e9ts\u00e9g)<\/p>\n

Minden gondolat kiindul\u00f3pontja a k\u00e9ts\u00e9g. Egyfajta eld\u00f6ntetlens\u00e9g \u00e9s bizonytalans\u00e1g. Ha nem lenne k\u00e9ts\u00e9g, \u00fagy sejtem, nem lenne \u00e9rtelme gondolkodni sem. A k\u00e9t\u00e9rtelm\u0171s\u00e9g \u00e9s a sok\u00e9rtelm\u0171s\u00e9g ennyiben term\u00e9kenyebbnek t\u0171nik az egy\u00e9rtelm\u0171s\u00e9gn\u00e9l. Az egy\u00e9rtelm\u0171s\u00e9g nem kiindul\u00f3pont, hanem ink\u00e1bb v\u00e9gc\u00e9l. A feladat: egy\u00e9rtelm\u0171en fogalmazni a sok\u00e9rtelm\u0171s\u00e9gr\u0151l, vagyis egys\u00e9gbe foglalni a k\u00e9ts\u00e9get. Sz\u00e1mos m\u0171v\u00e9sz \u00edrt \u00e9s besz\u00e9lt arr\u00f3l, hogy alkot\u00f3folyamat\u00e1nak kiindul\u00f3pontja a term\u00e9keny k\u00e9tely, c\u00e9lja pedig a gondolati \u00e9s formai tisztas\u00e1g.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”full-20l-1000″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24122″ alignment=”” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos,<\/em> Budapest Gal\u00e9ria (r\u00e9szlet a ki\u00e1ll\u00edt\u00e1sb\u00f3l) \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]Az egys\u00e9g \u00e9s a k\u00e9ts\u00e9g K\u00e1ldi Katalin<\/span> m\u0171v\u00e9szet\u00e9nek kulcsfogalmai k\u00f6z\u00e9 tartozik. Zsikla M\u00f3nika<\/span> monogr\u00e1fi\u00e1j\u00e1b\u00f3l kit\u0171nik, hogy m\u00e1r legkor\u00e1bbi, 1996 k\u00f6r\u00fcli alkot\u00e1sait is ezekhez a fogalmakhoz kapcsolta, k\u00e9s\u0151bb, DLA disszert\u00e1ci\u00f3j\u00e1ban pedig kit\u00fcntetett figyelmet szentelt a kifejez\u00e9seknek. A k\u00e9ts\u00e9g sz\u00f3alak visszavezethet\u0151 a kett\u0151ss\u00e9gre, \u00e9pp\u00fagy ahogy az angol \u2013 val\u00f3j\u00e1ban latin eredet\u0171 \u2013 doubt \u00f6sszecseng a double-lel \u00e9s a n\u00e9met Zweifel a zwei-jal.<\/p>\n

K\u00e1ldi Katalin m\u0171v\u00e9szet\u00e9nek gyakran visszat\u00e9r\u0151 alapelemei, moduljai a kett\u0151s alakzatok. P\u00e9ld\u00e1ul a k\u00e9tv\u00e9g\u0171 s\u00falyz\u00f3, amely els\u0151 pillant\u00e1sra ban\u00e1lisan egy\u00e9rtelm\u0171nek t\u0171nik festm\u00e9nyein \u00e9s plasztik\u00e1in, \u00e1m m\u00e1sodik pillant\u00e1sra sejtelmesen sok\u00e9rtelm\u0171v\u00e9 v\u00e1lik: csonthalmazz\u00e1, molekul\u00e1k stiliz\u00e1lt r\u00e9szlet\u00e9v\u00e9, a szerves \u00e9s a szervetlen vil\u00e1g strukt\u00far\u00e1inak t\u0151mondat egyszer\u0171s\u00e9g\u0171 \u00e1br\u00e1zol\u00e1s\u00e1v\u00e1. K\u00e9t egym\u00e1ssal azonos, m\u00e9gis ellent\u00e9tes poz\u00edci\u00f3j\u00fa forma \u2013 ha \u00fagy tetszik, k\u00e9t alapprinc\u00edpium \u2013 egyens\u00faly\u00e1nak k\u00e9p\u00e9v\u00e9, k\u00e9plet\u00e9v\u00e9, egyenlet\u00e9v\u00e9, amely mintha az ellent\u00e9tek egyes\u00fcl\u00e9s\u00e9nek, a k\u00e9ts\u00e9g egys\u00e9gg\u00e9 v\u00e1l\u00e1s\u00e1nak alaps\u00e9m\u00e1ja lenne.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”full-20l-1000″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24124″ alignment=”” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos,<\/em> Budapest Gal\u00e9ria (r\u00e9szlet a ki\u00e1ll\u00edt\u00e1sb\u00f3l) \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]M\u00e1s esetekben nem egy s\u00falyz\u00f3, hanem maga a kettes sz\u00e1m v\u00e1lik a vil\u00e1g eg\u00e9sz\u00e9nek alapegys\u00e9g\u00e9v\u00e9, amelyb\u0151l olykor p\u00e1lcikaemberek (csontv\u00e1zak?) t\u00f6mege, m\u00e1skor egy dombos t\u00e1jk\u00e9p bontakozik ki. A form\u00e1kat a kettes sz\u00e1m \u00e9s annak hi\u00e1nya, illetve a sz\u00e1m t\u00f3nusfokozatainak kifinomult fest\u0151i j\u00e1t\u00e9ka artikul\u00e1lja. A sz\u00e1mok az \u00f6sszes l\u00e9tez\u0151 entit\u00e1s alapegys\u00e9gek\u00e9nt lebegnek, \u00fasznak a defini\u00e1latlan t\u00e9rben. Esz\u00fcnkbe juthat, hogy b\u00e1rmi \u2013 l\u00e9nyeg\u00e9ben az univerzum eg\u00e9sze \u2013 le\u00edrhat\u00f3 bin\u00e1ris k\u00f3dok rendszer\u00e9vel, gondoljunk a h\u00e9tk\u00f6znapjainkat ural\u00f3 digit\u00e1lis vil\u00e1gra. A digit\u00e1lis a latin digitus sz\u00f3b\u00f3l sz\u00e1rmazik, ami eredetileg ujjat jelent. Az ember \u00e9pp\u00fagy a kez\u00e9vel \u00e9s az ujjaival sz\u00e1mol, ahogy a kez\u00e9vel \u00e9s az ujjaival fest: az intellektu\u00e1lis tev\u00e9kenys\u00e9g mindk\u00e9t esetben \u00f6sszekapcsol\u00f3dik a taktilis \u00e9rzetekkel.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24125″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos,<\/em> Budapest Gal\u00e9ria (r\u00e9szlet a ki\u00e1ll\u00edt\u00e1sb\u00f3l) \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]Sokszor azt \u00e9rzem, hogy K\u00e1ldi Katalin nem m\u00e1st csin\u00e1l, mint sz\u00e1mol a t\u00e9rben \u00e9s sz\u00e1mol a s\u00edkon. Tudatosan \u00e9s \u00f6ntudatlanul is sorban halad: 1, 2, 3, 4, 5, 6, a sz\u00e1most\u00f3l a sz\u00e1mtalanig, a v\u00e9gest\u0151l a v\u00e9gtelenig, a m\u00e9rhet\u0151t\u0151l a m\u00e9rhetetlenig. Olykor j\u00e1t\u00e9kosan felcser\u00e9li a l\u00e9p\u00e9seket, \u00e9s ez\u00e1ltal megbontja a monot\u00f3ni\u00e1t. A l\u00e1tsz\u00f3lagos hiba, a szab\u00e1lytalans\u00e1g a szab\u00e1lyt er\u0151s\u00edti, egy\u00fattal tomp\u00edtja-ellens\u00falyozza a didaxist. K\u00e1ldi Katalin sz\u00e1mol az alkot\u00f3folyamatba k\u00f3dolt v\u00e9letlenekkel \u00e9s esetlegess\u00e9gekkel, \u00e9s ez\u00e1ltal lesz\u00e1mol a t\u00f6k\u00e9letess\u00e9g ill\u00fazi\u00f3j\u00e1val. Mindemellett lesz\u00e1mol bizonyos fest\u0151i hagyom\u00e1nyokkal is. A fest\u00e9szet\u00e9t ural\u00f3 monokr\u00f3mia mag\u00e1ban rejti a klasszikus t\u00e1blak\u00e9p-fogalommal kapcsolatos k\u00e9ts\u00e9geket. K\u00e1ldi Katalin azonban nemcsak megid\u00e9zi a monokr\u00f3m fest\u00e9szetet ural\u00f3 k\u00e9telyeket, hanem meg is k\u00e9rd\u0151jelezi azokat \u2013 az \u00e1ltala \u00e1br\u00e1zolt k\u00e9ts\u00e9g \u00f6nmag\u00e1ban is k\u00e9ts\u00e9ges.<\/p>\n

A k\u00e9ts\u00e9g fogalm\u00e1ba k\u00f3dolt kett\u0151ss\u00e9gen t\u00f6prengve felmer\u00fclhet benn\u00fcnk, hogy az eur\u00f3pai kult\u00far\u00e1t \u00e9vezredekig meghat\u00e1roz\u00f3 metafizikus gondolkod\u00e1s sem m\u00e1s, mint egy bin\u00e1ris rendszer, amely szembes\u00edti az anyagot a szellemmel, a testet a l\u00e9lekkel, a dolgokat az ide\u00e1kkal. K\u00e1ldi Katalin leg\u00fajabb m\u0171veinek a t\u00e1rgyai ide\u00e1lis form\u00e1k \u00e9s azokhoz k\u00f6thet\u0151 sz\u00e1mok. Ezek a sz\u00fcks\u00e9gszer\u0171en elvont dolgok azonban minden esetben hangs\u00falyosan anyagszer\u0171 form\u00e1t \u00f6ltenek.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24127″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos,<\/em> Budapest Gal\u00e9ria (r\u00e9szlet a ki\u00e1ll\u00edt\u00e1sb\u00f3l) \u00a9 Fot\u00f3: Juh\u00e1sz G. Tam\u00e1s<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]Cs\u00e1b\u00edt\u00f3 lenne innen tov\u00e1bbl\u00e9pve K\u00e1ldi Katalin m\u0171v\u00e9szet\u00e9t t\u00e9zisek \u00e9s antit\u00e9zisek dialektikus j\u00e1t\u00e9kterek\u00e9nt le\u00edrni. Mindez azonban v\u00e9gk\u00e9pp elt\u00e9r\u00edten\u00e9 figyelm\u00fcnket magukr\u00f3l a m\u0171vekr\u0151l. A fest\u0151k t\u00f6bbnyire nem filoz\u00f3fusok. Els\u0151sorban nem a szavakkal, hanem az anyaggal van dolguk. K\u00e1ldi Katalin is k\u00fczd az anyaggal. A gipsz t\u00f6r\u00e9kenys\u00e9g\u00e9vel \u00e9s s\u00faly\u00e1val. A h\u00e9jszerkezetek lebeg\u00e9s\u00e9vel. A pigmentek sz\u00e1rad\u00e1si idej\u00e9vel \u00e9s elt\u00e9r\u0151 tulajdons\u00e1gaival. A mozaikrak\u00e1s \u00e9vezredes technik\u00e1iban rejl\u0151 technikai buktat\u00f3kkal. Az anyag m\u00e9rhet\u0151nek t\u0171nik (van t\u00f6mege, van t\u00e9rfogata), m\u00e9gsem megsz\u00e1ml\u00e1lhat\u00f3. Csak az anyag legjobb ismer\u0151i tudj\u00e1k meg\u00e1llap\u00edtani, vajon h\u00e1ny tubus fest\u00e9k ter\u00fcl el a v\u00e1sznon, vagy mennyi folyad\u00e9kra volt sz\u00fcks\u00e9g a gipszfel\u00fclet megk\u00f6t\u00e9s\u00e9hez.<\/p>\n

K\u00e1ldi Katalin a sz\u00e1moss\u00e1got a sz\u00e1mtalannal artikul\u00e1lja. A mozaikrak\u00e1s nem m\u00e1s, mint egy s\u00edk feldarabol\u00e1sa, majd \u00fajrarendez\u00e9se a darabokb\u00f3l. A mozaikszemek sz\u00e1mszer\u0171s\u00edthet\u0151k, szabad szemmel m\u00e9gis alig megsz\u00e1ml\u00e1lhat\u00f3k. A ragyog\u00e1s maga sem megsz\u00e1ml\u00e1lhat\u00f3 \u00e9s kisz\u00e1m\u00edthat\u00f3. A l\u00e1tv\u00e1ny egzakt, kim\u00e9rt, k\u00f6r\u00fclrajzolt, m\u00e9gis folyamatosan v\u00e1ltozik a bees\u0151 f\u00e9ny f\u00fcggv\u00e9ny\u00e9ben. A mozaikszemek meg-megcsillan\u00f3 darabjai, a festm\u00e9nyek selymes fel\u00fclete \u00e9s a pigmentek mikroszkopikus red\u0151i az adott napszakt\u00f3l, n\u00e9z\u0151pontt\u00f3l f\u00fcgg\u0151en m\u00e1sk\u00e9nt-m\u00e1sk\u00e9nt jelennek meg.<\/p>\n

A l\u00e1tv\u00e1ny egy\u00e9rtelm\u0171en adottnak t\u0171nik, val\u00f3j\u00e1ban m\u00e9gis k\u00e9ts\u00e9ges.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”full-20l-1000″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24128″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: Ragyog\u00e1s I.,<\/em> 2019, olaj, v\u00e1szon, 40\u00d750 cm \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-3-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]\n

Ragyog\u00e1s<\/h6>\n

A t\u00f6k\u00e9letess\u00e9g k\u00e1pr\u00e1ztat, ragyog fel\u00e9nk. A ragyog\u00e1s t\u00e1vols\u00e1gb\u00f3l \u00e9rkezik. El\u00e9ri a szemlencs\u00e9t, azon kereszt\u00fcl a fej\u00fcnk legbelsej\u00e9t, de a b\u0151rt nem, nem tapinthat\u00f3. A t\u00e1vols\u00e1gok \u00e1thidal\u00e1s\u00e1hoz id\u0151 sz\u00fcks\u00e9ges, b\u00e1rmilyen r\u00f6vid is. Egy nem m\u00e9rhet\u0151 kiterjed\u00e9s, intenz\u00edv jelenval\u00f3s\u00e1g. A ragyog\u00e1s a krist\u00e1lyszerkezetek h\u0171v\u00f6ss\u00e9g\u00e9vel \u00e9s a h\u0151kibocs\u00e1jt\u00e1s meleg\u00e9vel egyszerre rendelkezik, ahogy a spektrum \u00f6sszes sz\u00edn\u00e9vel is. Van ir\u00e1nya is, de m\u00e9rt\u00e9ke nincs.<\/p>\n

A k\u00e9k egy hat\u00e1rozatlan sz\u00edn. Maszatos, h\u00edg. A novalisi kis, k\u00e9k vir\u00e1gokt\u00f3l tekints\u00fcnk most el, kicsi a fel\u00fclet\u00fck. A k\u00e9k nem tud sug\u00e1rozni, anyagot, h\u0151t nem k\u00f6zvet\u00edt. A j\u00f3zan ember idegenkedik t\u0151le, azon t\u0171n\u0151dik, hogy meg kellene t\u0151le szabadulni. Ez a nagy semlegess\u00e9g m\u00e9gis csak felhaszn\u00e1l\u00e1sra v\u00e1r, annyira semleges, semmi, hogy az egy pontra (vagy ezt magam sem tudom eld\u00f6nteni), az egy pontb\u00f3l h\u00fazott egyenesek sokas\u00e1g\u00e1t ak\u00e1r halv\u00e1nyk\u00e9k ker\u00e1mia mozaikszemekkel is ki lehet jel\u00f6lni, ir\u00e1nyul\u00e1suk r\u00f6gz\u00edt\u00e9s\u00e9t v\u00e9gre lehet hajtani. Mindennel v\u00e9gre lehet, csak az ir\u00e1nyul\u00e1s a l\u00e9nyeges, hogy az pontos legyen, hozz\u00e1vet\u0151legesen pontos. \u00c9s haladjanak azok az egyenesek, az id\u0151ben is, meghat\u00e1rozatlan sebess\u00e9ggel. Ossz\u00e1k a mez\u0151ket r\u00e9szekre, tagoljanak. De egy legyen a pont, ahov\u00e1 futnak, mindig egy.<\/p>\n

A v\u00e1gyhoz, a f\u0151 mozgat\u00f3hoz t\u00e1vols\u00e1g kell.<\/p>\n

A k\u00e9k, az egy t\u00e9velyg\u00e9s, de azzal is meg lehet csin\u00e1lni. (K\u00e1ldi Katalin)<\/p>\n[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”full-20l-1000″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24129″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: Ragyog\u00e1s,<\/em> 2019, ker\u00e1mia mozaik, 100\u00d7125 cm \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text](Egys\u00e9g)<\/p>\n

Az egys\u00e9g alapform\u00e1ja K\u00e1ldi Katalin m\u0171v\u00e9szet\u00e9ben a k\u00f6r. Egy kiterjed\u00e9s n\u00e9lk\u00fcli pont k\u00f6r\u00e9 v\u00e9gtelensz\u00e1m\u00fa pontot rajzol. A k\u00f6r nem m\u00e1s, mint v\u00e9gtelensz\u00e1m\u00fa \u00e9lek \u00f6sszess\u00e9ge. A k\u00f6rforma egys\u00e9ge nem bonthat\u00f3 meg annak csorbul\u00e1sa n\u00e9lk\u00fcl.<\/p>\n

K\u00e1ldi Katalin festm\u00e9nyein a k\u00f6r\u00edv val\u00f3j\u00e1ban egy v\u00f6d\u00f6r vagy egy poh\u00e1r pereme. Nek\u00fcnk m\u00e9gis kozmikus l\u00e9pt\u00e9k\u0171nek t\u0171nik. A napfogyatkoz\u00e1s egyszerre fens\u00e9ges \u00e9s vak\u00edt\u00f3 l\u00e1tv\u00e1ny\u00e1nak. K\u00e1ldi kor\u00e1bban t\u00e1rgyakat rendezett strukt\u00far\u00e1kba. Konceptu\u00e1lis csend\u00e9leteket alkotott. \u00dajabban pedig a gondolat strukt\u00far\u00e1it alak\u00edtja objektumokk\u00e1, vagyis nem puszt\u00e1n konceptualiz\u00e1lja a csend\u00e9letet \u00e9s a (t\u00e1rgy)fest\u00e9szetet, hanem mag\u00e1t a konceptust teszi a fest\u00e9szet t\u00e1rgy\u00e1v\u00e1.<\/p>\n

Form\u00e1i ide\u00e1lis form\u00e1k, mot\u00edvumvil\u00e1g\u00e1nak forr\u00e1sa l\u00e1tsz\u00f3lag a s\u00edkgeometria \u00e9s a t\u00e9rgeometria. \u00dagy t\u0171nik, k\u00e9t- \u00e9s h\u00e1romdimenzi\u00f3s m\u0171form\u00e1kban gondolkodik, \u00e1m val\u00f3j\u00e1ban az egydimenzi\u00f3s \u00e9s a n\u00e9gydimenzi\u00f3s alakzatok k\u00f6z\u00f6tt \u00e9p\u00edt hidat.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24130″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos,<\/em> Budapest Gal\u00e9ria (r\u00e9szlet a ki\u00e1ll\u00edt\u00e1sb\u00f3l) \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]A kiindul\u00f3pontja gyakran nem m\u00e1s, mint a pont. Egy kiterjed\u00e9s n\u00e9lk\u00fcli \u00e9s ennyiben nulladimenzi\u00f3s alakzat. A k\u00f6rform\u00e1k egyetlen pontban koncentr\u00e1l\u00f3dnak. K\u00e1ldi Katalin m\u0171v\u00e9szet\u00e9nek paradox m\u00f3don azonban nem is ez a pont a t\u00e1rgya, hanem a koncentr\u00e1ci\u00f3 maga.<\/p>\n

A koncentr\u00e1ci\u00f3 mozzanat\u00e1val f\u00fcgg \u00f6ssze a redukci\u00f3. K\u00e1ldi t\u00f6bbnyire egyetlen sz\u00ednre korl\u00e1tozza palett\u00e1j\u00e1t (\u00e1m a \u201esz\u00ednesebb\u201d m\u0171vein sem alkalmaz k\u00e9t-h\u00e1rom sz\u00ednn\u00e9l t\u00f6bbet). A k\u00e9pi egys\u00e9g monokr\u00f3miak\u00e9nt realiz\u00e1l\u00f3dik. A kompoz\u00edci\u00f3k alapja az egysz\u00edn\u0171 fel\u00fclet. Kezdetben volt a s\u00edk. Kezdetben volt a sz\u00edn. Valahogy \u00edgy hangzana K\u00e1ldi Katalin teremt\u00e9st\u00f6rt\u00e9nete.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”full-5-20″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24131″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: Hatsz\u00f6g,<\/em> 2019, ker\u00e1mia mozaik, 100\u00d7150 cm \u00a9 Fot\u00f3: Juh\u00e1sz G. Tam\u00e1s<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]Nemcsak a festm\u00e9ny, hanem az \u00e9letm\u0171 m\u00e1sik gyakori m\u00e9diuma, a gipsz is monokr\u00f3m, a mozaikokon pedig monokr\u00f3m kvantumokb\u00f3l \u00e9p\u00edti fel a reduk\u00e1lt polikr\u00f3mi\u00e1t. A gipszform\u00e1kban a festm\u00e9ny kil\u00e9p a t\u00e9rbe. A festm\u00e9nyeken a rideg gipszform\u00e1k sz\u00ednnel tel\u00edt\u0151dnek. Vibr\u00e1lni \u00e9s pulz\u00e1lni kezdenek. A gipszr\u0151l esz\u00fcnkbe juthatnak a gipszmodellek. A g\u00f6mb, a k\u00fap \u00e9s a henger, amikr\u0151l Paul C\u00e9zanne is \u00edrt. A gipszform\u00e1k a rajzoktat\u00e1s eszk\u00f6zei, ak\u00e1rcsak a gipszm\u00e1solatok. Az efemer gipszobjektumok modellek. Tal\u00e1n a gondolat modelljei? K\u00e1ldi Katalin festm\u00e9nyeit sem tudom m\u00e1sk\u00e9nt n\u00e9zni, mint a gondolat modelljeik\u00e9nt. Azok a mozaikjai is ezt a benyom\u00e1st er\u0151s\u00edtik, amelyek alaprajzokat \u201e\u00e1br\u00e1zolnak\u201d, \u00e9s ekk\u00e9nt nem m\u00e1sok, mint a t\u00e9r lek\u00e9pez\u00e9sei. T\u00e9rk\u00e9pek a sz\u00f3 szoros \u00e9s \u00e1tvitt \u00e9rtelm\u00e9ben is, vagyis v\u00e9gs\u0151 soron szint\u00e9n nem m\u00e1sok, mint modellek.<\/p>\n

K\u00e1ldi Katalin ki\u00e1ll\u00edt\u00e1s\u00e1n ez\u00fattal az egys\u00e9get nem is az egyes sz\u00e1m fejezi ki a legink\u00e1bb, hanem a hatos. A \u2013 c\u00edmm\u00e9 emelt \u2013 t\u00f6k\u00e9letes hatos. Akaratlanul is esz\u00fcnkbe jut err\u0151l a kockadob\u00e1s, a sorsvet\u00e9s, \u00e9s annak (\u00fajra)\u00e9rtelmez\u00e9se St\u00e9phane Mallarm\u00e9t\u00f3l Marcel Duchamp-ig. (A dob\u00f3kocka mot\u00edvuma felbukkant m\u00e1r K\u00e1ldi kor\u00e1bbi alkot\u00e1sain.) Vajon mennyi szerep jut K\u00e1ldi Katalin m\u0171v\u00e9szet\u00e9ben a v\u00e9letleneknek? Minden bizonnyal sok. Annak ellen\u00e9re, hogy minden kisz\u00e1m\u00edtott \u00e9s j\u00f3l struktur\u00e1lt.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”full-20l-1000″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][image_with_animation image_url=”24132″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][vc_column_text]\n

K\u00e1ldi Katalin: T\u00f6k\u00e9letes hatos,<\/em> Budapest Gal\u00e9ria (r\u00e9szlet a ki\u00e1ll\u00edt\u00e1sb\u00f3l) \u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-4-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]A t\u00f6k\u00e9letes hatos ez\u00fattal nem m\u00e1s, mint h\u00e1romszor h\u00e1rom t\u00e9rbeny\u00fal\u00f3, k\u00f6z\u00e9ppontosan szimmetrikus hatsz\u00f6g. Gipszb\u0151l form\u00e1lt falanx: felf\u00fcggesztett pajzsok szik\u00e1r egy\u00fcttese, amely egyszerre agressz\u00edv \u00e9s t\u00f6r\u00e9keny. Olyan, mint egy k\u00f6ny\u00f6rtelen precizit\u00e1ssal megfogalmazott, \u00e1m \u00f6nmag\u00e1t egy\u00fattal meg is k\u00e9rd\u0151jelez\u0151 \u00e1ll\u00edt\u00e1s. Eszembe jut Bak Imre hossz\u00fa \u00e9vekkel ezel\u0151tt le\u00edrt mondata, amely napjainkban is rendk\u00edv\u00fcl pontosan jellemzi K\u00e1ldi Katalin alkot\u00f3i gyakorlat\u00e1t: \u201eT\u0151mondatszer\u0171 a kijelent\u00e9s, amelynek v\u00e9g\u00e9rv\u00e9nyess\u00e9ge egyidej\u0171leg meg is k\u00e9rd\u0151jelez\u0151dik, \u00e9s \u00edgy a mondat lebegtetett lesz, \u00e9s el\u0151t\u00e9rbe l\u00e9p a munka vizu\u00e1lis jelent\u0151s\u00e9ge: a festm\u00e9ny mint v\u00edzi\u00f3.\u201d<\/p>\n

K\u00e1ldi Katalin m\u0171vei \u00f6nmagukat \u00fajra \u00e9s \u00fajra megk\u00e9rd\u0151jelez\u0151, t\u0151mondatszer\u0171 kijelent\u00e9sek. A t\u00f6k\u00e9letes hatos val\u00f3j\u00e1ban nem t\u00f6k\u00e9letes, \u00e1m tal\u00e1n m\u00e9gis emiatt v\u00e1lik t\u00f6k\u00e9letess\u00e9. \u201eEr\u0151s a k\u00eds\u00e9rt\u00e9s a rend vagy legal\u00e1bb a rend ill\u00fazi\u00f3j\u00e1nak el\u00e9r\u00e9s\u00e9re. M\u00e9gis term\u00e9szetesnek t\u0171nik, hogy ez a k\u00eds\u00e9rlet\u00fcnk rendre elbukik, nem is tartom ezt igaz\u00e1n buk\u00e1snak, mi nem tudunk pontosak lenni.\u201d \u2013 fogalmazott K\u00e1ldi Katalin, \u00e9s \u00e9rz\u00e9sem szerint pont ebben \u00e1ll a \u201et\u00f6k\u00e9letes hatos\u201d val\u00f3di ereje. T\u0171\u00e9les pontoss\u00e1ggal utal a pontoss\u00e1g el\u00e9r\u00e9s\u00e9nek lehetetlens\u00e9g\u00e9re, a pont megfoghatatlans\u00e1g\u00e1ra. A megfoghatatlans\u00e1gra vonatkoz\u00f3 kijelent\u00e9s t\u00e1rgyakban \u00f6lt form\u00e1t, megfoghat\u00f3, tapinthat\u00f3, \u00e9rz\u00e9ki t\u00e1rgyakban, amelyek oszthatatlan-oszthat\u00f3 egys\u00e9gekk\u00e9nt mutatj\u00e1k fel a k\u00e9ts\u00e9get.[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-cont-4-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]\n

\u00a9 Fot\u00f3: Eln Ferenc<\/p>\n[\/vc_column_text][image_with_animation image_url=”24133″ alignment=”center” animation=”Fade In” img_link_large=”yes” hover_animation=”none” border_radius=”none” box_shadow=”none” image_loading=”default” max_width=”100%” max_width_mobile=”default” el_class=”full-img”][\/vc_column][\/vc_row][vc_row type=”in_container” full_screen_row_position=”middle” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” class=”p-3-0″ overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” width=”2\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”][vc_column_text]\n

A t\u00f6k\u00e9letes hatos<\/h6>\n

A hatosr\u00f3l azt \u00e1ll\u00edtja a matematika, hogy t\u00f6k\u00e9letes sz\u00e1m, ezen pedig azt \u00e9rtik, hogy az oszt\u00f3inak az \u00f6sszege megegyezik mag\u00e1val a sz\u00e1mmal, vagyis 1+2+3=6.<\/p>\n

K\u00e9t fogalom \u00e1ll itt: a t\u00f6k\u00e9letess\u00e9g \u00e9s egy sz\u00e1mn\u00e9v, a hatos, amire vonatkoztatva van a t\u00f6k\u00e9letess\u00e9g. Az els\u0151 fogalom term\u00e9szet\u00e9n\u00e9l fogva osztatlan \u00e9s hat\u00e1rtalan, v\u00e9gtelen. A m\u00e1sik, b\u00e1rmekkora sz\u00e1mot jelent is (t\u00f6rt\u00e9netesen a hatost), hat\u00e1rolt, osztott \u00e9s v\u00e9ges. K\u00e9t m\u00e1sik sz\u00e1m k\u00f6z\u00e9 \u00e9kel\u0151dik. M\u00e9gis azt mondjuk r\u00e1, hogy nem \u00e9kel\u0151dik, nem v\u00e9ges, hanem t\u00f6k\u00e9letes, vagyis v\u00e9gtelen. Hogy lehet ez? (K\u00e1ldi Katalin)<\/p>\n[\/vc_column_text][\/vc_column][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”box-l20″ width=”1\/3″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none” offset=”vc_col-sm-offset-0 vc_hidden-sm vc_hidden-xs”][\/vc_column][\/vc_row][vc_row type=”full_width_content” full_screen_row_position=”middle” vertically_center_columns=”true” column_margin=”default” scene_position=”center” text_color=”dark” text_align=”left” overlay_strength=”0.3″ shape_divider_position=”bottom” bg_image_animation=”none” shape_type=””][vc_column column_padding=”no-extra-padding” column_padding_position=”all” background_color_opacity=”1″ background_hover_color_opacity=”1″ column_link_target=”_self” column_shadow=”none” column_border_radius=”none” el_class=”p-2-0″ width=”1\/1″ tablet_width_inherit=”default” tablet_text_alignment=”default” phone_text_alignment=”default” overlay_strength=”0.3″ column_border_width=”none” column_border_style=”solid” bg_image_animation=”none”]

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