community.ases.org
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Submitted URL: http://ases.informz.net/z/cjUucD9taT0yNjcxMTEwJnA9MSZ1PTUzNzc5NjA2NyZsaT0yODA0NjA3OQ/index.html
Effective URL: https://community.ases.org/communities/community-home?CommunityKey=079deedd-6130-4a77-8b0b-065d7750cac7&_zs=x1KUn&_zl=57jR2
Submission: On February 20 via api from US — Scanned from DE
Effective URL: https://community.ases.org/communities/community-home?CommunityKey=079deedd-6130-4a77-8b0b-065d7750cac7&_zs=x1KUn&_zl=57jR2
Submission: On February 20 via api from US — Scanned from DE
Form analysis 1 forms found in the DOM
POST ./community-home?CommunityKey=079deedd-6130-4a77-8b0b-065d7750cac7&_zs=x1KUn&_zl=57jR2
<form method="post" action="./community-home?CommunityKey=079deedd-6130-4a77-8b0b-065d7750cac7&_zs=x1KUn&_zl=57jR2" onsubmit="javascript:return WebForm_OnSubmit();" id="MasterPageForm" class="form">
<div class="aspNetHidden">
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<input type="hidden" name="StyleSheetManager1_TSSM" id="StyleSheetManager1_TSSM" value="">
<input type="hidden" name="__EVENTTARGET" id="__EVENTTARGET" value="">
<input type="hidden" name="__EVENTARGUMENT" id="__EVENTARGUMENT" value="">
<input type="hidden" name="__VIEWSTATE" id="__VIEWSTATE"
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<h3>
<a id="MainCopy_ctl10_DiscussionList_Subject_0" title="RE: Expanding existing PV system" class="LinkDocumentTitle" href="https://community.ases.org/discussion/expanding-existing-pv-system#bmf47fab7c-597c-4c27-9aa7-018664f12713">RE: Expanding existing PV system</a>
</h3>
<div class="ByLine"> By:
<a id="MainCopy_ctl10_DiscussionList_Name_0" biobubblekey="b1a47eba-6b23-4d13-b7ce-0185e19a2d10" href="https://community.ases.org/network/members/profile?UserKey=b1a47eba-6b23-4d13-b7ce-0185e19a2d10">Kyle Combes</a>
, 2 days ago </div>
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<p id="MainCopy_ctl10_DiscussionList_ContentPanel_0"> Hi Samuel, Thanks for posting your question here! It's quite doable to add to an existing system. Based on my understanding ... </p>
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<a id="MainCopy_ctl12_DiscussionList_ProfileLink_0" href="https://community.ases.org/network/members/profile?UserKey=b1a47eba-6b23-4d13-b7ce-0185e19a2d10"></a><a id="MainCopy_ctl12_DiscussionList_ProfileImage_0_lnkDisplay_0" biobubblekey="b1a47eba-6b23-4d13-b7ce-0185e19a2d10" href="https://community.ases.org/network/members/profile?UserKey=b1a47eba-6b23-4d13-b7ce-0185e19a2d10"><img id="MainCopy_ctl12_DiscussionList_ProfileImage_0_imgDisplay_0" title="Kyle Combes" class="Image" height="50" width="50" biobubblekey="b1a47eba-6b23-4d13-b7ce-0185e19a2d10" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/23766a59-9344-400f-baab-0185e19c3d11/200/200/638105957192600000" alt="Profile Picture"></a>
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<h3>
<a id="MainCopy_ctl12_DiscussionList_Subject_0" title="RE: Expanding existing PV system" class="LinkDocumentTitle" href="https://community.ases.org/discussion/expanding-existing-pv-system#bmf47fab7c-597c-4c27-9aa7-018664f12713">RE: Expanding existing PV system</a>
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<div class="ByLine"> By:
<a id="MainCopy_ctl12_DiscussionList_Name_0" biobubblekey="b1a47eba-6b23-4d13-b7ce-0185e19a2d10" href="https://community.ases.org/network/members/profile?UserKey=b1a47eba-6b23-4d13-b7ce-0185e19a2d10">Kyle Combes</a>
, 2 days ago </div>
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<p id="MainCopy_ctl12_DiscussionList_ContentPanel_0"> Hi Samuel, Thanks for posting your question here! It's quite doable to add to an existing system. Based on my understanding ... </p>
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<a id="MainCopy_ctl12_DiscussionList_ProfileLink_1" href="https://community.ases.org/network/members/profile?UserKey=3e54fc73-3993-40d7-bd07-91cdbf18bdb6"></a><a id="MainCopy_ctl12_DiscussionList_ProfileImage_1_lnkDisplay_1" biobubblekey="3e54fc73-3993-40d7-bd07-91cdbf18bdb6" href="https://community.ases.org/network/members/profile?UserKey=3e54fc73-3993-40d7-bd07-91cdbf18bdb6"><img id="MainCopy_ctl12_DiscussionList_ProfileImage_1_imgDisplay_1" title="Samuel Gray" class="Image" height="50" width="50" biobubblekey="3e54fc73-3993-40d7-bd07-91cdbf18bdb6" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/7a52b529-94cf-4bc3-a18d-a6df6e3ed078/200/200/637806807825430000" alt="Profile Picture"></a>
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<a id="MainCopy_ctl12_DiscussionList_Subject_1" title="Expanding existing PV system" class="LinkDocumentTitle" href="https://community.ases.org/discussion/expanding-existing-pv-system#bm9e8f4add-db2d-458f-8d3d-ecb5cb75cccc">Expanding existing PV system</a>
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<div class="ByLine"> By:
<a id="MainCopy_ctl12_DiscussionList_Name_1" biobubblekey="3e54fc73-3993-40d7-bd07-91cdbf18bdb6" href="https://community.ases.org/network/members/profile?UserKey=3e54fc73-3993-40d7-bd07-91cdbf18bdb6">Samuel Gray</a>
, 4 days ago </div>
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<p id="MainCopy_ctl12_DiscussionList_ContentPanel_1"> Hi Everyone, I had a 5kw system installed last year that is not fully offsetting our usage. I'm wondering if it's common to ... </p>
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<a id="MainCopy_ctl12_DiscussionList_ProfileLink_2" href="https://community.ases.org/network/members/profile?UserKey=36d77043-5dd5-4854-a0a6-d65fb993660a"></a><a id="MainCopy_ctl12_DiscussionList_ProfileImage_2_lnkDisplay_2" biobubblekey="36d77043-5dd5-4854-a0a6-d65fb993660a" href="https://community.ases.org/network/members/profile?UserKey=36d77043-5dd5-4854-a0a6-d65fb993660a"><img id="MainCopy_ctl12_DiscussionList_ProfileImage_2_imgDisplay_2" title="Dara Bortman" class="Image" height="50" width="50" biobubblekey="36d77043-5dd5-4854-a0a6-d65fb993660a" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/c6a4b84c-1327-4352-b81b-6404072d18cf/200/200/637491647588300000" alt="Profile Picture"></a>
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<a id="MainCopy_ctl12_DiscussionList_Subject_2" title="RE: What keeps homeowners from going solar?" class="LinkDocumentTitle" href="https://community.ases.org/discussion/what-keeps-homeowners-from-going-solar#bmf3b5aee9-1b15-46e6-8215-018628f90be1">RE: What keeps homeowners from going solar?</a>
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<a id="MainCopy_ctl12_DiscussionList_Name_2" biobubblekey="36d77043-5dd5-4854-a0a6-d65fb993660a" href="https://community.ases.org/network/members/profile?UserKey=36d77043-5dd5-4854-a0a6-d65fb993660a">Dara Bortman</a>
, 13 days ago </div>
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<p id="MainCopy_ctl12_DiscussionList_ContentPanel_2"> I have to say I disagree with this now. There are many many new and creative options for loans to pay for a solar energy system. ... </p>
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<a id="MainCopy_ctl12_DiscussionList_ProfileLink_3" href="https://community.ases.org/network/members/profile?UserKey=8f76c007-f89c-4e0b-9d63-1377551a2a3d"></a><a id="MainCopy_ctl12_DiscussionList_ProfileImage_3_lnkDisplay_3" biobubblekey="8f76c007-f89c-4e0b-9d63-1377551a2a3d" href="https://community.ases.org/network/members/profile?UserKey=8f76c007-f89c-4e0b-9d63-1377551a2a3d"><img id="MainCopy_ctl12_DiscussionList_ProfileImage_3_imgDisplay_3" title="Ken Nadsady" class="Image" height="50" width="50" biobubblekey="8f76c007-f89c-4e0b-9d63-1377551a2a3d" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/e2587e79-b96f-4d4e-a9fb-02d938c30a59/200/200/637739856830330000" alt="Profile Picture"></a>
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<a id="MainCopy_ctl12_DiscussionList_Subject_3" title="RE: What keeps homeowners from going solar?" class="LinkDocumentTitle" href="https://community.ases.org/discussion/what-keeps-homeowners-from-going-solar#bm95ec0dac-a002-46b5-bf8e-018606700620">RE: What keeps homeowners from going solar?</a>
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<a id="MainCopy_ctl12_DiscussionList_Name_3" biobubblekey="8f76c007-f89c-4e0b-9d63-1377551a2a3d" href="https://community.ases.org/network/members/profile?UserKey=8f76c007-f89c-4e0b-9d63-1377551a2a3d">Ken Nadsady</a>
, 20 days ago </div>
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<p id="MainCopy_ctl12_DiscussionList_ContentPanel_3"> Hi Stephen, My responses: 1. I disagree, especially for composition shingle roofed homes that most often are a shade of gray ... </p>
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<a id="MainCopy_ctl12_DiscussionList_ProfileLink_4" href="https://community.ases.org/network/members/profile?UserKey=8f76c007-f89c-4e0b-9d63-1377551a2a3d"></a><a id="MainCopy_ctl12_DiscussionList_ProfileImage_4_lnkDisplay_4" biobubblekey="8f76c007-f89c-4e0b-9d63-1377551a2a3d" href="https://community.ases.org/network/members/profile?UserKey=8f76c007-f89c-4e0b-9d63-1377551a2a3d"><img id="MainCopy_ctl12_DiscussionList_ProfileImage_4_imgDisplay_4" title="Ken Nadsady" class="Image" height="50" width="50" biobubblekey="8f76c007-f89c-4e0b-9d63-1377551a2a3d" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/e2587e79-b96f-4d4e-a9fb-02d938c30a59/200/200/637739856830330000" alt="Profile Picture"></a>
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<a id="MainCopy_ctl12_DiscussionList_Subject_4" title="RE: What keeps homeowners from going solar?" class="LinkDocumentTitle" href="https://community.ases.org/discussion/what-keeps-homeowners-from-going-solar#bm38eae4cd-1cf9-403d-b36b-018606647872">RE: What keeps homeowners from going solar?</a>
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<a id="MainCopy_ctl12_DiscussionList_Name_4" biobubblekey="8f76c007-f89c-4e0b-9d63-1377551a2a3d" href="https://community.ases.org/network/members/profile?UserKey=8f76c007-f89c-4e0b-9d63-1377551a2a3d">Ken Nadsady</a>
, 20 days ago </div>
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<p id="MainCopy_ctl12_DiscussionList_ContentPanel_4"> Hello Kyle, Some homes have significant shading issues due to lots of trees, or they have roofs that are broken up into many ... </p>
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<a id="MainCopy_ctl14_DiscussionList_ProfileLink_0" href="https://community.ases.org/people/ella-nielsen"></a><a id="MainCopy_ctl14_DiscussionList_ProfileImage_0_lnkDisplay_0" biobubblekey="4029c58b-dd90-4d49-8264-b11ec62dde4c" href="https://community.ases.org/people/ella-nielsen"><img id="MainCopy_ctl14_DiscussionList_ProfileImage_0_imgDisplay_0" title="Ella Nielsen" class="Image" height="50" width="50" biobubblekey="4029c58b-dd90-4d49-8264-b11ec62dde4c" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/65d8e6f2-edc1-4d26-b4d6-a73d2a8be8df/200/200/637920150265800000" alt="Profile Picture"></a>
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<a id="MainCopy_ctl14_DiscussionList_Subject_0" title="Solar and Business Tenants Question" class="LinkDocumentTitle" href="https://community.ases.org/discussion/solar-and-business-tenants-question#bme5a0a5a9-18a7-45e3-ba37-d90953e626d3">Solar and Business Tenants Question</a>
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<div class="ByLine"> By: <a id="MainCopy_ctl14_DiscussionList_Name_0" biobubblekey="4029c58b-dd90-4d49-8264-b11ec62dde4c" href="https://community.ases.org/people/ella-nielsen">Ella Nielsen</a> , one month ago </div>
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<p id="MainCopy_ctl14_DiscussionList_ContentPanel_0"> Hi all, someone reached out to me regarding solar and business tenants, and I'm hoping someone in this forum can assist me with ... </p>
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<a id="MainCopy_ctl14_DiscussionList_Subject_1" title="Is Storage Worth the Investment?" class="LinkDocumentTitle" href="https://community.ases.org/discussion/is-storage-worth-the-investment-1#bm2a19367d-a2d5-4dd1-8152-0354c6c9c5d0">Is Storage Worth the Investment?</a>
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<a id="MainCopy_ctl14_DiscussionList_Name_1" biobubblekey="f08ccb85-3c0d-4a51-9a96-3fc4d4cc421d" href="https://community.ases.org/network/members/profile?UserKey=f08ccb85-3c0d-4a51-9a96-3fc4d4cc421d">Nathan Freeman</a>
, 2 months ago </div>
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<p id="MainCopy_ctl14_DiscussionList_ContentPanel_1"> Hello, everyone! So, as I research further and further into Solar Technologies, I find myself asking questions which I cannot ... </p>
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<a id="MainCopy_ctl14_DiscussionList_ProfileLink_2" href="https://community.ases.org/people/ella-nielsen"></a><a id="MainCopy_ctl14_DiscussionList_ProfileImage_2_lnkDisplay_2" biobubblekey="4029c58b-dd90-4d49-8264-b11ec62dde4c" href="https://community.ases.org/people/ella-nielsen"><img id="MainCopy_ctl14_DiscussionList_ProfileImage_2_imgDisplay_2" title="Ella Nielsen" class="Image" height="50" width="50" biobubblekey="4029c58b-dd90-4d49-8264-b11ec62dde4c" src="https://d132x6oi8ychic.cloudfront.net/higherlogic/directory/imagedisplay/e5db66ba-c5f1-4f0e-a75a-0fe3ea4b843d/65d8e6f2-edc1-4d26-b4d6-a73d2a8be8df/200/200/637920150265800000" alt="Profile Picture"></a>
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<a id="MainCopy_ctl14_DiscussionList_Subject_2" title="VELUX Solar Water Heating System Question" class="LinkDocumentTitle" href="https://community.ases.org/discussion/velux-solar-water-heating-system-question#bmd11ec9ed-66e8-4361-9c6c-6628f8e504a2">VELUX Solar Water Heating System Question</a>
</h3>
<div class="ByLine"> By: <a id="MainCopy_ctl14_DiscussionList_Name_2" biobubblekey="4029c58b-dd90-4d49-8264-b11ec62dde4c" href="https://community.ases.org/people/ella-nielsen">Ella Nielsen</a> , 4 months ago </div>
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<p id="MainCopy_ctl14_DiscussionList_ContentPanel_2"> Hi all, a member asked me the following question below. Does anyone have any suggestions for how to replace the tank or a way ... </p>
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NOTE: The opinions and answers expressed in this forum are those of the experts
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FEATURED POST
* RE: EXPANDING EXISTING PV SYSTEM
By: Kyle Combes , 2 days ago
Hi Samuel, Thanks for posting your question here! It's quite doable to add to
an existing system. Based on my understanding ...
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* RE: EXPANDING EXISTING PV SYSTEM
By: Kyle Combes , 2 days ago
Hi Samuel, Thanks for posting your question here! It's quite doable to add to
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Hi Everyone, I had a 5kw system installed last year that is not fully
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I have to say I disagree with this now. There are many many new and creative
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* RE: WHAT KEEPS HOMEOWNERS FROM GOING SOLAR?
By: Ken Nadsady , 20 days ago
Hi Stephen, My responses: 1. I disagree, especially for composition shingle
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Hello Kyle, Some homes have significant shading issues due to lots of trees,
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* SOLAR AND BUSINESS TENANTS QUESTION
By: Ella Nielsen , one month ago
Hi all, someone reached out to me regarding solar and business tenants, and
I'm hoping someone in this forum can assist me with ...
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By: Nathan Freeman , 2 months ago
Hello, everyone! So, as I research further and further into Solar
Technologies, I find myself asking questions which I cannot ...
* VELUX SOLAR WATER HEATING SYSTEM QUESTION
By: Ella Nielsen , 4 months ago
Hi all, a member asked me the following question below. Does anyone have any
suggestions for how to replace the tank or a way ...
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* NOMINATE AN ASES MEMBER FOR OUR MEMBERSHIP SPOTLIGHT!
By: Ella Nielsen Ella Nielsen , 6 months ago
Hi all!
We have added a Membership Spotlight section in our Eight Minute Update
monthly newsletter to show our gratitude and share what ASES members have
been doing to equitably transform the world to 100% renewable energy.
If you'd like to submit yourself or an ASES member that are doing
sustainability or renewable energy-related things, please email me
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our social media platforms, as well as the potential to be in our
quarterly Solar Today Magazine.
We appreciate your participation and would like to share all the great things
you are doing in our community! Thank you all, please let me know if you have
any questions.
More
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