{"id":5133,"date":"2015-03-17T23:19:53","date_gmt":"2015-03-17T23:19:53","guid":{"rendered":"http:\/\/sangokai.org\/?page_id=5133"},"modified":"2024-08-15T14:20:02","modified_gmt":"2024-08-15T14:20:02","slug":"sango-chem-balance-ca-1","status":"publish","type":"page","link":"http:\/\/sangokai.org\/?page_id=5133","title":{"rendered":"BALANCE Ca-1"},"content":{"rendered":"<p>[vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column][vc_empty_space height=&#8220;150px&#8220;][vc_custom_heading text=&#8220;BALANCE Ca-1&#8243; font_container=&#8220;tag:h2|font_size:45|text_align:center|color:%236e6e6e&#8220; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;40px&#8220;][vc_custom_heading text=&#8220;Calcium und Mineralstoffzufuhr&#8220; font_container=&#8220;tag:h2|text_align:center|color:%236e6e6e&#8220; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][\/vc_column][\/vc_row][vc_row animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column width=&#8220;1\/2&#8243;][vc_empty_space height=&#8220;80px&#8220;][vc_single_image image=&#8220;9716&#8243; img_size=&#8220;medium&#8220; alignment=&#8220;center&#8220;][\/vc_column][vc_column width=&#8220;1\/2&#8243;][vc_empty_space height=&#8220;100px&#8220;][vc_custom_heading text=&#8220;BALANCE Ca-1 dosiert Calcium und h\u00e4lt es auf einem nat\u00fcrlichen Niveau von 420-425 mg\/L. Gleichzeitig stabilisiert es Strontium, Rubidum und Bor.&#8220; font_container=&#8220;tag:h2|font_size:30|text_align:left|color:%236e6e6e&#8220; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;20px&#8220;][vc_custom_heading text=&#8220;Calcium ist Bestandteil von Kalk und damit wichtiger Baustein der Korallenskelette. Kontrolliere Deinen Calciumgehalt regelm\u00e4\u00dfig und vermeide, dass er unter 400 mg\/L sinkt.&#8220; font_container=&#8220;tag:h2|font_size:30|text_align:left|color:%236e6e6e&#8220; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][\/vc_column][\/vc_row][vc_row][vc_column][vc_empty_space height=&#8220;20px&#8220;][vc_text_separator title=&#8220;Produkt Steckbrief&#8220;][vc_empty_space height=&#8220;20px&#8220;][\/vc_column][\/vc_row][vc_row][vc_column width=&#8220;1\/2&#8243;][vc_single_image image=&#8220;9190&#8243; img_size=&#8220;thumbnail&#8220; alignment=&#8220;center&#8220;][\/vc_column][vc_column width=&#8220;1\/2&#8243;][vc_custom_heading text=&#8220;BALANCE Ca-1&#8243; font_container=&#8220;tag:h2|text_align:left|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_column_text]<\/p>\n<hr \/>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>Einfache und meerwasserkonforme Calcium-Stabilisierung<\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211; Komponente #1 im\u00a0BALANCE-System.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211; erh\u00f6ht \u00fcber reinstes Calciumchlorid Dihydrat in pharmazeutischer Qualit\u00e4t gem\u00e4\u00df Ph. Eur.\/USP gezielt den Calciumgehalt.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211; erg\u00e4nzt angepasst an die Calciumzufuhr auch Strontium, Bor und Rubidium und gleicht damit anteilige Verf\u00fcgbarkeitsdefizite aus.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211;\u00a0der Chloridanteil wird durch die Wirkstoffe im\u00a0sango chem-balance Ca-2\u00a0ausgeglichen.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211;\u00a0das Produkt ist ein 5-fach Konzentrat und wird\u00a0vor Gebrauch zu einer Gebrauchsl\u00f6sung mit Osmosewasser oder Aquadest aufgef\u00fcllt.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211;\u00a0erh\u00f6ht den Salzgehalt &#8211; regelm\u00e4\u00dfige Meerwasserentnahmen und Ausgleich gegen frisches Osmosewasser tr\u00e4gt zum Wasserwechsel bei.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211; Dosierung: 2,5 mL\/100 L Gebrauchsl\u00f6sung erh\u00f6hen den Calciumgehalt um 1 mg Ca\/L.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">&#8211; Umfangreiche Anleitung und Wissen\u00a0zur Kalkhaushalt-Stabilisierung in der Produktbeschreibung\u00a0und\u00a0den SANGOKAI-Empfehlungen\u00a0A-Z (SEA-Z).<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Erh\u00e4ltlich in 1000 mL (Art.-Nr. 10039).<\/span><\/p>\n<p>[\/vc_column_text][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column][vc_text_separator title=&#8220;Basiswissen zum Produkt&#8220;][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column width=&#8220;1\/6&#8243;][\/vc_column][vc_column width=&#8220;2\/3&#8243;][vc_custom_heading text=&#8220;Welche Aufgaben erf\u00fcllt BALANCE Ca-1?&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;60px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">BALANCE Ca-1 ist eine konzentrierte, qualitativ \u00e4u\u00dferst reine und damit schadstofffreie Calcium-, Strontium-, Rubidium- und Borl\u00f6sung zur gezielten Anhebung des Calciumgehalts, unter Ber\u00fccksichtigung des nat\u00fcrlichen Verh\u00e4ltnisses zu Strontium, Rubidium und Bor als Meerwasserelemente, die f\u00fcr die Skelettbildung von marinen Organismen wichtig sind.<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Calcium, zusammen mit Carbonat, ist Bestandteil von Kalk, dem typischen Skelettbaumaterial im tropischen Korallenriff. Die chemische Bezeichnung f\u00fcr Kalk lautet Calciumcarbonat, CaCO<sub>3<\/sub>.\u00a0Die Bildung von Kalkskeletten durch Korallen, und nat\u00fcrlich auch durch andere Wirbellose Tiere (Invertebraten) wie Kalkschw\u00e4mme, Muscheln, Schnecken, oder Kalkr\u00f6hrenw\u00fcrmer, sowie durch Kalkalgen, f\u00fchrt in jedem Riffaquarium dazu, dass im Meerwasser gel\u00f6stes Calcium verbraucht wird.\u00a0<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>Der nat\u00fcrliche und auch f\u00fcr das Riffaquarium anzustrebende Calciumgehalt liegt bei circa 415-425 mg\/L, bei einer Salinit\u00e4t von 35 psu (psu = practical salinity unit, weitere Einheiten sind g\/kg oder promille, bzw. im Englischen ppm = parts per million).<\/strong><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Innerhalb der verschiedenen Organismen bestehen \u00e4u\u00dfert unterschiedliche biochemische Mechanismen und Strategien, wie Skelettkalk abgelagert wird. Die genauen Vorg\u00e4nge sind sehr komplex und teilweise bis heute nur in biochemischen Modellkonzepten verstanden. Korallen verf\u00fcgen, im Vergleich z.B. zu Kalkalgen wie\u00a0<em>Halimeda<\/em>, \u00fcber eine aktive Calciumanreicherung, d.h., sie reichern mit einem energetisch aufw\u00e4ndigen und enzymbasierten Mechanismus gel\u00f6stes Calcium aus dem Wasser in ihrem Gewebe an. Die beteiligten Enzyme (z.B. Calcium-ATPase) sind evolutiv sehr strikt an die nat\u00fcrliche Calciumkonzentration angepasst und funktionieren \u00e4u\u00dferst schlecht, wenn sich Abweichungen in der lokalen Calciumkonzentration ergeben, was im Meer so gut wie nie passiert. Im Riffaquarium sind Calciumdefizite jedoch an der Tagesordnung, denn der sehr begrenzte Wasservorrat ist wiederum auch hinsichtlich der sich verbrauchenden Meerwasserinhaltsstoffe nur ein \u00e4u\u00dferst kleines Reservoir. Dieses Reservoir m\u00fcssen wir Riffaquarianer durch praktische Ma\u00dfnahmen bei Bedarf auff\u00fcllen, und zwar langfristig und stets so, wie sich das eigene, individuelle Becken darstellt! Denn, jedes Becken hat eine f\u00fcr sich eigene Besatzstruktur, nicht nur bez\u00fcglich der Korallen, sondern v.a. auch hinsichtlich der oben genannten anderen Organismen, wie Kalkschw\u00e4mme oder Kalkr\u00f6hrenw\u00fcrmer und Schnecken, die nicht unerheblich zum t\u00e4glichen Calciumverbrauch beitragen.<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;40px&#8220;][vc_custom_heading text=&#8220;Wieviel Calcium wird \u00fcber BALANCE Ca-1 dosiert?&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;60px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Die Calcium-Dosierung \u00fcber BALANCE Ca-1 ist sehr einfach. Alle BALANCE-Produkte sind konzentrierte Stamml\u00f6sungen, die zun\u00e4chst mit Umkehrosmosewasser oder Aquadest (destilliertes Wasser) auf die vorgesehene fertige Gebrauchsl\u00f6sung aufgestockt werden m\u00fcssen. Wie das geht, zeigen wir Dir in der Anleitung zum BALANCE-System. Klicke auf den nachfolgenden button, um direkt zur BALANCE Anleitung mit vielen wichtigen Tipps und h\u00e4ufig gestellten Fragen zu wechseln.<\/span><\/p>\n<p>[\/vc_column_text][vc_btn title=&#8220;Anleitung BALANCE System&#8220; style=&#8220;3d&#8220; color=&#8220;green&#8220; align=&#8220;center&#8220; link=&#8220;url:http%3A%2F%2Fsangokai.org%2F%3Fpage_id%3D5802|title:Anleitung%20BALANCE-System||&#8220;][vc_empty_space height=&#8220;40px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>F\u00fcr die hergestellte Gebrauchsl\u00f6sung gilt folgende Dosiermenge:<\/strong><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>2,5 mL BALANCE Ca-1 Gebrauchsl\u00f6sung auf 100 L Gesamtnettovolumen erh\u00f6hen den Calciumgehalt um 1 mg\/L. Anteilig zu diesem Calciumgehalt werden auch 19,4 \u00b5g\/L Strontium, 0,29 \u00b5g\/L Rubidium und anteilig zu dem entsprechenden Chlorideintrag 0,4 \u00b5g\/L Bor erg\u00e4nzt. Dies entspricht der nat\u00fcrlichen Stoffmengenverteilung von Calcium, Strontium, Rubidium und Bor im Meerwasser.<\/strong><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Um den anteilig \u00fcber das BALANCE Ca-1 dosierten Chloridanteil im Riffaquarium gegen die \u00fcbrigen Massenelemente Schwefel (als Sulfat), Magnesium, Kalium, Brom, Fluor und Iod auszugleichen, muss die exakt gleiche Menge an<em>\u00a0<\/em>BALANCE Ca-2 dosiert werden. Dar\u00fcber wird die jeweilige Verf\u00fcgbarkeit von z.B. Kalium und der Halogene aufrecht erhalten.\u00a0<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Geschieht dies nicht, steigt im Meerwasser der Chloridanteil an, was als Konsequenz den Gehalt der \u00fcbrigen Massenelemente im Vergleich zu Chlorid und zum Anstieg in der Salinit\u00e4t senkt. Ein solcher Zustand wird im Allgemeinen als Ionendisbalance oder &#8222;Ionenverschiebung&#8220; bezeichnet. Insbesondere eine mangelnde Verf\u00fcgbarkeit von Kalium oder Bor k\u00f6nnen vor allem bei empfindlichen SPS Korallen zu Wachstums- und Farbproblemen f\u00fchren. Dieses Problem wird durch die angepasste Dosierung von sango chem-balance Ca-2 verhindert, dessen Zusammensetzung exakt an die Chlorid-Dosierung \u00fcber das BALANCE Ca-1 angepasst ist. Weitere Informationen dazu findest Du in der Produktbeschreibung zu BALANCE Ca-2.<\/span><\/p>\n<p>[\/vc_column_text][vc_custom_heading text=&#8220;Nutze dieses Berechnungstool f\u00fcr Deine korrekte Ca-1\/Ca-2 Dosierung:&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;40px&#8220;][vc_column_text]<style>@media (max-width:480px){#cp_calculatedfieldsf_pform_1{min-height:672px;}}@media (max-width:768px){#cp_calculatedfieldsf_pform_1{min-height:561px;}}@media (max-width:1024px){#cp_calculatedfieldsf_pform_1{min-height:594px;}}@media (min-width:1024px){#cp_calculatedfieldsf_pform_1{min-height:615px;}}<\/style><form name=\"cp_calculatedfieldsf_pform_1\" id=\"cp_calculatedfieldsf_pform_1\" action=\"http:\/\/sangokai.org\/?page_id=5133\" method=\"post\" enctype=\"multipart\/form-data\" onsubmit=\"return fbuilderjQuery.fbuilder.doValidate(this);\" class=\"cff-form no-prefetch  cff-form-13\"  data-nonce=\"fdc0ec771a\">\n<input type=\"hidden\" name=\"cp_calculatedfieldsf_pform_psequence\" value=\"_1\" \/>\n<input type=\"hidden\" name=\"cp_calculatedfieldsf_id\" value=\"13\" \/>\n<input type=\"hidden\" name=\"cp_ref_page\" value=\"http:\/\/sangokai.org\" \/>\n<pre style=\"display:none !important;\"><script data-category=\"functional\" type=\"text\/javascript\">form_structure_1=[[{\"form_identifier\":\"\",\"name\":\"fieldname3\",\"shortlabel\":\"\",\"index\":0,\"ftype\":\"ftext\",\"userhelp\":\"\",\"audiotutorial\":\"\",\"userhelpTooltip\":false,\"tooltipIcon\":false,\"csslayout\":\"\",\"title\":\"Gesamtnettovolumen [L]\",\"autocomplete\":\"off\",\"predefined\":\"100\",\"predefinedClick\":false,\"required\":false,\"exclude\":false,\"readonly\":false,\"size\":\"small\",\"minlength\":\"\",\"maxlength\":\"\",\"equalTo\":\"\",\"regExp\":\"\",\"regExpMssg\":\"\",\"fBuild\":{},\"parent\":\"\"},{\"form_identifier\":\"\",\"name\":\"fieldname2\",\"shortlabel\":\"\",\"index\":1,\"ftype\":\"fnumber\",\"userhelp\":\"\",\"audiotutorial\":\"\",\"userhelpTooltip\":false,\"tooltipIcon\":false,\"csslayout\":\"\",\"title\":\"Ca-Messwert in mg\\\/L\",\"predefined\":\"400\",\"predefinedClick\":false,\"required\":false,\"exclude\":false,\"readonly\":false,\"numberpad\":false,\"spinner\":false,\"size\":\"small\",\"thousandSeparator\":\".\",\"decimalSymbol\":\",\",\"min\":\"\",\"max\":\"\",\"formatDynamically\":false,\"dformat\":\"number\",\"formats\":[\"digits\",\"number\",\"percent\"],\"fBuild\":{},\"parent\":\"\"},{\"form_identifier\":\"\",\"name\":\"fieldname4\",\"shortlabel\":\"\",\"index\":2,\"ftype\":\"fnumber\",\"userhelp\":\"\",\"audiotutorial\":\"\",\"userhelpTooltip\":false,\"tooltipIcon\":false,\"csslayout\":\"\",\"title\":\"Ca-Sollwert [mg\\\/L]\",\"predefined\":\"420\",\"predefinedClick\":false,\"required\":false,\"exclude\":false,\"readonly\":false,\"numberpad\":false,\"spinner\":false,\"size\":\"small\",\"thousandSeparator\":\".\",\"decimalSymbol\":\",\",\"min\":\"\",\"max\":\"\",\"formatDynamically\":false,\"dformat\":\"number\",\"formats\":[\"digits\",\"number\",\"percent\"],\"fBuild\":{},\"parent\":\"\"},{\"dependencies\":[{\"rule\":\"value\\u003E20\",\"complex\":false,\"fields\":[\"fieldname6\"]}],\"form_identifier\":\"\",\"name\":\"fieldname1\",\"shortlabel\":\"\",\"index\":3,\"ftype\":\"fCalculated\",\"userhelp\":\"\",\"audiotutorial\":\"\",\"userhelpTooltip\":false,\"tooltipIcon\":false,\"csslayout\":\"\",\"title\":\"Bestehendes Ca-Defizit [mg\\\/L]\",\"predefined\":\"\",\"required\":false,\"exclude\":false,\"size\":\"small\",\"eq\":\"fieldname4-fieldname2\",\"min\":\"\",\"max\":\"\",\"suffix\":\"\",\"prefix\":\"\",\"decimalsymbol\":\",\",\"groupingsymbol\":\".\",\"readonly\":true,\"currency\":false,\"noEvalIfManual\":true,\"formatDynamically\":false,\"dynamicEval\":true,\"hidefield\":false,\"toolbar\":\"default|mathematical\",\"fBuild\":{},\"parent\":\"\"},{\"dependencies\":[{\"rule\":\"\",\"complex\":false,\"fields\":[\"\"]}],\"form_identifier\":\"\",\"name\":\"fieldname5\",\"shortlabel\":\"\",\"index\":4,\"ftype\":\"fCalculated\",\"userhelp\":\"\",\"audiotutorial\":\"\",\"userhelpTooltip\":false,\"tooltipIcon\":false,\"csslayout\":\"\",\"title\":\"Dosiervolumen BALANCE Ca-1\\\/Ca-2 Gebrauchsl\\u00f6sung in mL\",\"predefined\":\"\",\"required\":false,\"exclude\":false,\"size\":\"small\",\"eq\":\"(fieldname3\\\/100)*2.5*(fieldname4-fieldname2)\",\"min\":\"\",\"max\":\"\",\"suffix\":\"\",\"prefix\":\"\",\"decimalsymbol\":\",\",\"groupingsymbol\":\".\",\"readonly\":true,\"currency\":false,\"noEvalIfManual\":true,\"formatDynamically\":false,\"dynamicEval\":true,\"hidefield\":false,\"toolbar\":\"default|mathematical\",\"fBuild\":{},\"parent\":\"\"},{\"dependencies\":[{\"rule\":\"\",\"complex\":false,\"fields\":[\"\"]}],\"form_identifier\":\"\",\"name\":\"fieldname6\",\"shortlabel\":\"\",\"index\":5,\"ftype\":\"fCalculated\",\"userhelp\":\"\",\"audiotutorial\":\"\",\"userhelpTooltip\":false,\"tooltipIcon\":false,\"csslayout\":\"\",\"title\":\"Dosis aufteilen in 2 Einzeldosierungen einmal morgens und abends [mL]:\",\"predefined\":\"\",\"required\":false,\"exclude\":false,\"size\":\"small\",\"eq\":\"fieldname5\\\/2\",\"min\":\"\",\"max\":\"\",\"suffix\":\"\",\"prefix\":\"\",\"decimalsymbol\":\",\",\"groupingsymbol\":\".\",\"readonly\":true,\"currency\":false,\"noEvalIfManual\":true,\"formatDynamically\":false,\"dynamicEval\":true,\"hidefield\":false,\"toolbar\":\"default|mathematical\",\"fBuild\":{},\"parent\":\"\"}],{\"0\":{\"title\":\"\",\"description\":\"Gib Dein Gesamtnettovolumen (Bsp. 100 L), Deinen aktuellen Ca-Gehalt (Bsp. 400 mg\\\/L) und den Ca-Sollwert (Optimalwert bei 35 psu 420 mg\\\/L) ein.\",\"formlayout\":\"top_aligned\",\"formtemplate\":\"\",\"evalequations\":1,\"evalequationsevent\":2,\"autocomplete\":1,\"persistence\":0,\"customstyles\":\"\",\"evalequations_delay\":0,\"loading_animation\":0,\"animate_form\":0,\"animation_effect\":\"fade\"},\"formid\":\"cp_calculatedfieldsf_pform_1\"}];<\/script><\/pre>\n<div id=\"fbuilder\">\n\t\t<div id=\"fbuilder_1\">\n\t\t<div id=\"formheader_1\"><\/div>\n\t\t<div id=\"fieldlist_1\"><\/div>\n\t\t<div class=\"clearer\"><\/div>\n\t<\/div>\n<\/div>\n\t<div id=\"cp_subbtn_1\" class=\"cp_subbtn\" style=\"display:none;\"><\/div><div class=\"clearer\"><\/div>\n\t<input type=\"hidden\" id=\"_cpcff_public_nonce\" name=\"_cpcff_public_nonce\" value=\"c1a7cd587c\" \/><input type=\"hidden\" name=\"_wp_http_referer\" value=\"\/index.php?rest_route=%2Fwp%2Fv2%2Fpages%2F5133\" \/><\/form>\n\t[\/vc_column_text][\/vc_column][vc_column width=&#8220;1\/6&#8243;][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column][vc_text_separator title=&#8220;F\u00dcR SEHR INTERESSIERTE: Erweitertes Wissen zum Produkt (nicht zwingend notwendig f\u00fcr die Produktanwendung)&#8220;][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column width=&#8220;1\/6&#8243;][\/vc_column][vc_column width=&#8220;2\/3&#8243;][vc_custom_heading text=&#8220;Calciumanalytik: wann und wie wird Calcium gemessen?&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;60px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Weil sich durch das Wachstum der Kalkskelett-bildenden Organismen im Riffaquarium ein Verbrauch von Calcium\u00a0ergibt, musst\u00a0Du diesen Parameter sehr gut im Auge behalten und protokollieren. Hierf\u00fcr bedarf es zun\u00e4chst einer geeigneten Messmethodik. Gl\u00fccklicherweise ist die Calciumbestimmung im Meerwasser verh\u00e4ltnism\u00e4\u00dfig einfach. Wir nutzen\u00a0daf\u00fcr\u00a0ein sog. Titrationsverfahren, bei dem eine bestimmte Substanz (EDTA), die Calcium komplex bindet, so lange schrittweise der calciumhaltigen Meerwasserprobe zugef\u00fchrt wird, bis sich der Calciumanteil mit dieser Reagenzie komplett verbraucht hat.\u00a0Das wird Dir\u00a0durch einen Farbumschlag in der Meerwasserprobe optisch angezeigt. \u00dcber das zum Zeitpunkt des Farbumschlags verbrauchte (titrierte) Reagenzienvolumen kannst Du dann mit Hilfe einer Rechentabelle oder einer Rechenformel den Calciumgehalt relativ\u00a0genau berechnen.\u00a0<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>Um einen probaten Calcium-Test kommst Du nicht\u00a0herum! Wenngleich sich heute auch qualitativ hochwertige Laboranalysen verh\u00e4ltnism\u00e4\u00dfig kosteng\u00fcnstig zur allgemeinen Wasserkontrolle anbieten, die auch Calcium neben den anderen Massenelementen im Meerwasser erfassen, solltest Du zur direkten Kontrolle v.a. der Calciumzufuhr immer einen Test zu Hause bereithalten!<\/strong>\u00a0<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Damit kannst Du schnell und unabh\u00e4ngig von einem ausgegliederten Labor einen Messwert sofort bestimmen. Das dient nicht nur der allgemeinen Kontrolle, sondern v.a bei \u00dcber- oder Unterdosierung durch Dosierpumpen oder bei anderen potentiellen Fehlerquellen einer schnellen situativen Beurteilung. Im Idealfall kontrollierst Du\u00a0den Calciumgehalt nicht nur nach einer\u00a0individuellen Anpassung, sondern auch bei konstanten Dosiermengen mindestens einmal w\u00f6chentlich, selbst,\u00a0wenn\u00a0Dein Becken mit einer guten Kalkhaushalt-Stabilisierung konstant l\u00e4uft! Dadurch kannst Du\u00a0z.B. auch Dosierpumpenfehlfunktionen etc. fr\u00fchzeitig\u00a0erkennen.<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;40px&#8220;][vc_custom_heading text=&#8220;Wann muss ich Calcium nachdosieren und wieviel?&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;60px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Der nat\u00fcrliche Calciumgehalt von ca. 420 mg\/L bei 35 psu Salinit\u00e4t sollte auch im Riffaquarium eingestellt werden. Wichtig ist bei der Bestimmung des Calciumgehalts (und auch des Magnesiumgehalts) die jeweils vorliegende Salinit\u00e4t (Salzgehalt) als quantitativer Bezugspunkt. Ist die Salinit\u00e4t zu hoch oder zu niedrig, ergeben sich automatisch auch Abweichungen im Calcium\/Magnesiumgehalt. Wenn also Meerwasser mit einer Salinit\u00e4t von z.B. nur 33 psu angesetz wird, l\u00e4ge der Calciumgehalt bei einer circa naturidentischen Meersalzmischung nicht bei 420 mg\/L, sondern anteilig niedriger nur bei 396 mg\/L. In diesem Fall ist es wichtig, dass die Salinit\u00e4t auf 35 psu angehoben\u00a0und nicht\u00a0bei gleichbleibend niedriger Salinit\u00e4t nur der Calciumgehalt angepasst\u00a0wird. Es ist also grunds\u00e4tzlich darauf zu achten, dass der Salzgehalt im Riffaquarium (die Salinit\u00e4t) m\u00f6glichst naturnah eingestellt und hier auch stabil gehalten wird, damit die Beurteilung des Calciumgehalts auch einen normalen Bezugspunkt hat.\u00a0<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>Die Salinit\u00e4t sollte im SANGOKAI\u00a0Riffaquarium bei 35 psu liegen, was bei 25\u00b0C Wassertemperatur einer Dichte von ca. 1,023 g\/cm<sup>3<\/sup> enstpricht. Sie sollte nicht unter 33 psu fallen (ca. 1,022 g\/cm<sup>3<\/sup>, 25\u00b0C) und nicht h\u00f6her steigen\u00a0als ca. 37 psu (ca. 1,025 g\/cm<sup>3<\/sup>, 25\u00b0C).\u00a0Innerhalb dieses Salinit\u00e4tsbereichs empfielt das SANGOKAI\u00a0System einen Calciumgehalt von ca. 415-425 mg\/L.<\/strong><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Die wichtige Frage ist zun\u00e4chst einmal, v.a. bei jungen Aquarien mit einem noch unbekannten Calciumverbrauch, ab welchem Calciumgehalt eine Nachdosierung erfolgen sollte, respektive muss, und auf welches Niveau diese Anpassung erfolgen sollte? Auch hier gilt die Vorgabe, wie bei der Salinit\u00e4t, das ein m\u00f6glichst naturnaher Bereich eingehalten wird.\u00a0<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>Der Calciumgehalt sollte m\u00f6glichst nie unter 400 mg\/L fallen (kurzfristige Schwankungen bis 380-390 mg\/L sind in der Regel f\u00fcr wenige Tage tolerierbar, aber keinesfalls w\u00fcnschenswert), und nicht h\u00f6her angehoben werden als 430 mg\/L. Daraus ergibt sich ein globaler Calcium-Referenzbereich von mind. 400 &#8211; max. 430 mg Ca\/L.<\/strong><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Der Grund f\u00fcr den nach Unten vorgegebenen Minimalwert von h\u00f6chstens 400 mg\/L ist, wie bereits erl\u00e4utert wurde, der sehr enge optimale Wirkbereich f\u00fcr die an der Calcifikation beteiligten Enzyme, die Calcium aus der Umgebung schlecht anreichern k\u00f6nnen, wenn der Gehalt vom optimalen Wert abweicht.<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Der nach Oben und im Vergleich zu manchen Literatur &#8211; oder Mitbewerberempfehlungen relativ niedrig angesiedelte Maximalgehalt von 430 mg Ca\/L hat jedoch eine andere Begr\u00fcndung: je h\u00f6her der Calciumgehalt steigt, desto gr\u00f6\u00dfer ist die Wahrscheinlichkeit, dass sich Calcium mit Carbonat aus dem Wasser zu unl\u00f6slichem Kalk chemisch verbindet und ausf\u00e4llt. Dar\u00fcber sinkt die Karbonath\u00e4rte\/Alkalinit\u00e4t! In diesem Fall wird auch der Calciumgehalt um den Anteil sinken, der mit Carbonat ausf\u00e4llt, so dass man bei einer Kontrollmessung nicht auf den theoretisch errechneten Calciumanstieg kommt, sondern teilweise deutlich darunter liegt. Das bedeutet aber nicht, das zu wenig dosiert wurde, sondern, dass ein gewisser Anteil des dosierten Calciums chemisch gef\u00e4llt wurde.\u00a0Auch die KH ist dann um den jeweiligen Anteil an chemisch verbrauchtem Carbonat gesunken.<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\"><strong>An dieser Stelle m\u00fcssen wir kritisch festhalten, dass diese rein chemische Ausf\u00e4llung absolut nichts damit zu tun h\u00e4tte, dass eine Koralle oder eine Kalkrotalge Kalk verbraucht! Dieser rein chemische Verbrauch ist absolut unn\u00f6tig!<\/strong><\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Ein Calciumgehalt von 430 mg\/L ist nicht nur in der Natur, sondern auch im Riffaquarium mehr als ausreichend, um die kalkverbrauchenden Stoffwechselvorg\u00e4nge in vollem Umfang zu erm\u00f6glichen. Steigt der Calciumgehalt \u00fcber 430 mg\/L an, dann ist mit einer Verringerung der KH zu rechnen, den es wiederum auszugleichen gilt, wenngleich diese KH Senkung in keiner Weise etwas mit einem biogenen Verbrauch zu tun hat und daher absolut unn\u00f6tig und wenig effizient, d.h. in letzter Konsequenz auch unwirtschaftlich ist. Durch eine \u00dcberdosierung einer der Komponenten steigt der Verbrauch an\u00a0sango chem-balance\u00a0L\u00f6sungen unn\u00f6tig an.<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Problematisch hinsichtlich des hier vorgeschlagenen Referenzbereichs von 400 &#8211; 430 mg\/L Calcium ist die Anreicherung von Meersalzmischungen mit Calcium weit \u00fcber diesem Maximalwert. Grunds\u00e4tzlich empfielt das SANGOKAI System die Verwendung von Meersalzmischungen, die einen normalen und naturnahen Calcium- und Magnesium aufweisen. Durch die Anreicherung von Meersalzen mit \u00fcberh\u00f6hten Calciumkonzentrationen steigt nur die Gefahr der Kalkf\u00e4llung im Aquarium, was den Kalkhaushalt nicht stabilisiert, sondern destabilisiert, also ins Wanken bringt.<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;40px&#8220;][vc_custom_heading text=&#8220;Besonderheiten bei einer vorliegenden zu hohen Karbonath\u00e4rte&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;60px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Liegt im individuellen Fall die Karbonath\u00e4rte auf einem \u00fcberh\u00f6hten Niveau, z.B. bei 8\u00b0dKH oder h\u00f6her (&gt; 8\u00b0dKH), besteht eine steigende Wahrscheinlichkeit, dass \u00fcber BALANCE Ca-1 dosiertes Calcium gemeinsam mit dem \u00dcberangebot von Carbonaten als Kalk ausf\u00e4llt. Dadurch wird der Calciumgehalt nicht auf das errechnete Niveau kommen, und die Karbonath\u00e4rte kann leicht abfallen. Es gilt also darauf zu achten, dass die Karbonath\u00e4rte immer auf einem Niveau zwischen 7 &#8211; 7,5\u00b0dKH liegt (siehe dazu auch die Produktinformationen zu BALANCE KH). Die Nachdosierung von Carbonaten sollte also so lange eingestellt, bzw. kontrolliert so reduziert werden, dass die Karbonath\u00e4rte auf ein nat\u00fcrliches und damit Calcium-schonendes Niveau von 7 &#8211; 7,5\u00b0dKH gesenkt wird, um die Effizienz der BALANCE Ca-1 Dosierung zu maximieren.<\/span><\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Beachte auch, dass Du bei einem Wasserwechsel mit einem sehr carbonatreichen Meersalz, Ausf\u00e4llungen von Calcium im Riffaquarium und damit eine Destabilisierung des Kalkhaushalts erzeugen kannst.<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;40px&#8220;][vc_custom_heading text=&#8220;Wann sollte BALANCE Ca-1 nicht dosiert werden?&#8220; font_container=&#8220;tag:h2|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;60px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: justify;\"><span style=\"font-family: tahoma, arial, helvetica, sans-serif; font-size: 12pt; color: #000000;\">Sinn und Ziel des BALANCE-Systems ist die Stabilisierung des Kalkhaushalts und der individuelle Ausgleich bestehender Defizite im Calcium und Carbonatgehalt. Das bedeutet nat\u00fcrlich auch, dass bei einem ausreichend hohen Calciumgehalt eine Dosierung von BALANCE Ca-1\/Ca-2 nicht nur unn\u00f6tig, sondern ggf. auch kontraproduktiv ist, weil dar\u00fcber der Calciumgehalt zu stark angehoben wird und infolgedessen chemische Ausf\u00e4llung von Carbonaten wahrscheinlich sind, die wiederum die Karbonath\u00e4rte unter Umst\u00e4nden kritisch tief senken k\u00f6nnen. <strong>Eine solche Destabilisierung des Kalkhaushalts durch eine unsachgem\u00e4\u00dfe und \u00fcbertriebene Calciumdosierung ist grunds\u00e4tzlich zu vermeiden!\u00a0<\/strong>Eine gezielte Nachdosierung von Calcium sollte also erst bei einem gemessenen Calciumgehalt von weniger &lt; 415-420 mg\/L erfolgen, mit einer Erh\u00f6hung auf maximal 420-425 mg Ca\/L.\u00a0<strong>Es muss grunds\u00e4tzlich auch die Karbonath\u00e4rte gepr\u00fcft werden, um eine genaue Beurteilung des Kalkhaushalts treffen zu k\u00f6nnen. KH und Calcium beeinflussen sich gegenseitig.<\/strong><\/span><\/p>\n<p>[\/vc_column_text][\/vc_column][vc_column width=&#8220;1\/6&#8243;][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column][vc_text_separator title=&#8220;Produkt Spezifikationen&#8220;][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column width=&#8220;1\/6&#8243;][\/vc_column][vc_column width=&#8220;2\/3&#8243;][vc_column_text]<\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 14px;\"><strong>Inhaltsstoffe\/Zusammensetzung:<\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; font-size: 14px; color: #6e6e6e;\">Aquadest., Calciumchlorid-Dihydrat Ph.Eur.\/USP, Strontiumchlorid Hexahydrat Ph.Eur.\/USP, Bors\u00e4ure reinst Ph.Eur.\/USP, Rubidiumchlorid reinst.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 14px;\"><strong>Dosierempfehlung: <\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 14px;\"><strong>Beachte\u00a0bitte\u00a0die Anleitungen zum BALANCE-System in der Kategorie SANGOKAI Anwendung und die Informationen in dieser Produktbeschreibung.<\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><strong><span style=\"color: #6e6e6e; font-family: verdana, geneva;\"><span style=\"font-size: 14px;\">Das Produkt ist ein 5-fach Konzentrat und muss zun\u00e4chst zu einer Gebrauchsl\u00f6sung verd\u00fcnnt werden. Die Anleitung dazu findest\u00a0Du in dieser Produktbeschreibung oder auf dem Produkt-Etikett.<\/span><\/span><\/strong><\/p>\n<p style=\"text-align: left;\"><strong><span style=\"color: #6e6e6e; font-family: verdana, geneva;\"><span style=\"font-size: 14px;\">2,5 mL Gebrauchsl\u00f6sung pro 100 L erh\u00f6hen den Calciumgehalt um 1 mg\/L. Die Dosiermenge der Ca-1 Gebrauchsl\u00f6sung richtet sich nach dem jeweiligen Calciumverbrauch bzw. nach dem vorliegenden Calcium-Defizit. Vor der Dosierung muss der Calciumgehalt mit einem funktionierenden Calciumtest gepr\u00fcft werden.<\/span><\/span><\/strong><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; font-size: 14px; color: #6e6e6e;\"><strong>Lagerung und Sicherheitshinweise: <\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; font-size: 14px; color: #6e6e6e;\">Nach Anbruch (auch der Gebrauchsl\u00f6sung) stets verschlossen halten. Bei Raumtemperatur lichtgesch\u00fctzt aufbewahren.<\/span><\/p>\n<p><span style=\"font-family: verdana, geneva, sans-serif; font-size: 12pt; color: #808080;\"><strong>Achtung!<\/strong><\/span><\/p>\n<p><span style=\"color: #808080;\"><img loading=\"lazy\" decoding=\"async\" class=\"\" src=\"data:image\/png;base64,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\" width=\"87\" height=\"85\" \/><\/span><\/p>\n<p><span style=\"font-family: verdana, geneva, sans-serif; font-size: 12pt; color: #808080;\"><strong>Gefahrenhinweis: H319: Verursacht schwere Augenreizung.<\/strong><\/span><\/p>\n<p><span style=\"font-family: verdana, geneva, sans-serif; font-size: 12pt; color: #808080;\"><strong>Sicherheitshinweise: <\/strong><\/span><\/p>\n<p><span style=\"font-family: verdana, geneva, sans-serif; font-size: 12pt; color: #808080;\"><strong>P102,P264,P280: Darf nicht in die H\u00e4nde von Kindern gelangen, nach Gebrauch H\u00e4nde gr\u00fcndlich waschen, Schutzhandschuhe\/Augenschutz tragen.<\/strong><\/span><\/p>\n<p><span style=\"font-family: verdana, geneva, sans-serif; font-size: 12pt; color: #808080;\"><strong>P305 + P351 + P338: Bei Kontakt mit den Augen: einige Minuten lang behutsam mit Wasser sp\u00fclen. Eventuell vorhandene Kontaktlinsen nach M\u00f6glichkeit entfernen. Weiter sp\u00fclen.<\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 14px;\"><strong>Chargeninformationen<\/strong>: <\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 14px;\">Jedes Chargenprotokoll wird zu Kontrollzwecken aufbewahrt. Die Chargennummer und das Herstellungsdatum sind auf dem R\u00fcckseitenetikett der Produktflasche vermerkt. Bei R\u00fcckfragen zu dem Produkt gib\u00a0uns immer auch die batch-Nummer an, die Du\u00a0auf dem Produktetikett findest.<\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; font-size: 14px; color: #6e6e6e;\"><strong>Haltbarkeit: <\/strong><\/span><\/p>\n<p style=\"text-align: left;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 14px;\">Theoretisch unbegrenzt haltbar\u00a0bei Einhaltung der produktspezifischen Hinweise zur Lagerung und Umgang, sowohl f\u00fcr das Kaufprodukt, wie auch die hergestellte Gebrauchsl\u00f6sung.<\/span><\/p>\n<p>[\/vc_column_text][\/vc_column][vc_column width=&#8220;1\/6&#8243;][\/vc_column][\/vc_row][vc_row full_width=&#8220;full_width_content&#8220; bg_type=&#8220;bg_color&#8220; bg_color_value=&#8220;#f4f4f4&#8243; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column width=&#8220;1\/3&#8243; css=&#8220;.vc_custom_1478008547050{border-left-width: 2px !important;border-left-style: solid !important;}&#8220;][vc_empty_space height=&#8220;20px&#8220;][vc_custom_heading text=&#8220;SANGOKAI<br \/>\nWebshop&#8220; font_container=&#8220;tag:h2|font_size:30|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;30px&#8220;]\n<span class=\"aio-icon  none \" data-animation=\"\" data-animation-delay=\"0\" style=\"color:#3aa500;font-size:50px;\" >\n\t<i class=\"picons-text2\"><\/i>\n<\/span>[vc_empty_space height=&#8220;20px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: center;\"><span style=\"font-family: verdana, geneva; color: #6e6e6e; font-size: 16px;\">Hier kannst Du Deine BALANCE Produkte kaufen!<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;20px&#8220;][vc_btn title=&#8220;Jetzt kaufen&#8220; shape=&#8220;round&#8220; color=&#8220;green&#8220; link=&#8220;url:https%3A%2F%2Fsangokai.org%2Fsangokai-shop%2Fbalance-kalkhaushalt-system%2F||target:%20_blank|&#8220;][vc_empty_space height=&#8220;40px&#8220;][\/vc_column][vc_column width=&#8220;1\/3&#8243; css=&#8220;.vc_custom_1426084735406{border-right-width: 2px !important;border-left-width: 2px !important;border-left-color: #ffffff !important;border-left-style: solid !important;border-right-color: #ffffff !important;border-right-style: solid !important;}&#8220;][vc_empty_space height=&#8220;20px&#8220;][vc_custom_heading text=&#8220;SANGOKAI<br \/>\nSupport-Forum&#8220; font_container=&#8220;tag:h2|font_size:30|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;30px&#8220;]\n<span class=\"aio-icon  none \" data-animation=\"\" data-animation-delay=\"0\" style=\"color:#1e73be;font-size:50px;\" >\n\t<i class=\"picons-computer2\"><\/i>\n<\/span>[vc_empty_space height=&#8220;20px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: center;\"><span style=\"font-family: verdana, geneva; font-size: 16px; color: #6e6e6e;\">Hier kannst Du Dich mit anderen SANGOKAI Nutzern austauschen!<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;20px&#8220;][vc_btn title=&#8220;SANGOKAI Forum&#8220; shape=&#8220;round&#8220; color=&#8220;primary&#8220; link=&#8220;url:http%3A%2F%2Fsangokai.org%2Fforum%2Fapp.php%2Fportal||target:%20_blank&#8220;][vc_empty_space height=&#8220;40px&#8220;][\/vc_column][vc_column width=&#8220;1\/3&#8243; css=&#8220;.vc_custom_1478008555912{border-right-width: 2px !important;border-right-style: solid !important;}&#8220;][vc_empty_space height=&#8220;20px&#8220;][vc_custom_heading text=&#8220;SANGOKAI<br \/>\nAnleitungen&#8220; font_container=&#8220;tag:h2|font_size:30|text_align:center|color:%239e9447&#8243; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;30px&#8220;]\n<span class=\"aio-icon  none \" data-animation=\"\" data-animation-delay=\"0\" style=\"color:#dd9933;font-size:50px;\" >\n\t<i class=\"picons-gearbox\"><\/i>\n<\/span>[vc_empty_space height=&#8220;20px&#8220;][vc_column_text]<\/p>\n<p style=\"text-align: center;\"><span style=\"font-family: verdana, geneva; font-size: 16px; color: #6e6e6e;\">Hier findest\u00a0Du Produktanleitungen und n\u00fctzliche Praxis-Tipps!<\/span><\/p>\n<p>[\/vc_column_text][vc_empty_space height=&#8220;20px&#8220;][vc_btn title=&#8220;SANGOKAI Anwendung&#8220; shape=&#8220;round&#8220; color=&#8220;warning&#8220; link=&#8220;url:http%3A%2F%2Fsangokai.org%2F%3Fpage_id%3D8||&#8220;][vc_empty_space height=&#8220;40px&#8220;][\/vc_column][\/vc_row]<\/p>","protected":false},"excerpt":{"rendered":"<p>[vc_row full_width=&#8220;full_width_content&#8220; animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column][vc_empty_space height=&#8220;150px&#8220;][vc_custom_heading text=&#8220;BALANCE Ca-1&#8243; font_container=&#8220;tag:h2|font_size:45|text_align:center|color:%236e6e6e&#8220; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][vc_empty_space height=&#8220;40px&#8220;][vc_custom_heading text=&#8220;Calcium und Mineralstoffzufuhr&#8220; font_container=&#8220;tag:h2|text_align:center|color:%236e6e6e&#8220; google_fonts=&#8220;font_family:PT%20Sans%3Aregular%2Citalic%2C700%2C700italic|font_style:400%20regular%3A400%3Anormal&#8220;][\/vc_column][\/vc_row][vc_row animation_type=&#8220;h&#8220; vertical_animation=&#8220;top-animation&#8220;][vc_column width=&#8220;1\/2&#8243;][vc_empty_space height=&#8220;80px&#8220;][vc_single_image image=&#8220;9716&#8243; img_size=&#8220;medium&#8220; alignment=&#8220;center&#8220;][\/vc_column][vc_column width=&#8220;1\/2&#8243;][vc_empty_space height=&#8220;100px&#8220;][vc_custom_heading text=&#8220;BALANCE Ca-1 dosiert Calcium und h\u00e4lt es auf einem nat\u00fcrlichen Niveau von 420-425 mg\/L. Gleichzeitig stabilisiert es Strontium, Rubidum und Bor.&#8220;&hellip;  <\/p>\n<div class=\"read-more-button\"><a class=\"button\" href=\"http:\/\/sangokai.org\/?page_id=5133\" title=\"Read BALANCE Ca-1\">Mehr lesen<\/a><\/div>\n","protected":false},"author":1,"featured_media":0,"parent":4492,"menu_order":0,"comment_status":"closed","ping_status":"open","template":"page-templates\/no-stunning.php","meta":{"footnotes":""},"class_list":["post-5133","page","type-page","status-publish","hentry"," init "],"_links":{"self":[{"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/pages\/5133","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/sangokai.org\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=5133"}],"version-history":[{"count":94,"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/pages\/5133\/revisions"}],"predecessor-version":[{"id":12967,"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/pages\/5133\/revisions\/12967"}],"up":[{"embeddable":true,"href":"http:\/\/sangokai.org\/index.php?rest_route=\/wp\/v2\/pages\/4492"}],"wp:attachment":[{"href":"http:\/\/sangokai.org\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=5133"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}