--- title: "Spiral Slots" slug: "spiral-slots-2" updated: 2026-06-03T01:02:48Z published: 2026-06-03T01:02:48Z canonical: "support.kiosoft.com/spiral-slots-2" --- > ## Documentation Index > Fetch the complete documentation index at: https://support.kiosoft.com/llms.txt > Use this file to discover all available pages before exploring further. # Spiral Slots 1) For spiral slots, pull out the tray and put the products from front to back. | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/image-VFMDB8BP.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/image-VX1J0KIY.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | | --- | --- | The tray can be tilted downward at approximately 30° to make it convenient to load and organize the products at the backside. 2) Please choose a suitable spiral for the various sizes of the products. Refer to Spiral Specifications for guidance. 3) For the goods not mentioned here, please perform a test prior to selling to determine the best placement. 4) The products should lean backward. 5) In a single slot, the spiral should be carefully adjusted to make sure it is able to block the product and prevent accidental drops. | 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1yjnmJ+HXsRXPePfCVvpd8b+0j/ANDusupXordxXG1Y1Of064M8MbH73Q1tWznoa5uxMkVrvijD85GDz+VbWmXqXcWU4ZfvKeopDN2Ad6uxnFZ1tJ0GK0I/egCyG4opoziigCU1E9SMcVXkYk1IyORvSqshqw5q3ZaR9oQ3V43k2i9z1f2FMRQ0/Sp9SkIT5Il5eRuiitSa6t9NgNrp4xnh5P4nP+FVdW8RRR2rwWKKkUY+VM4z7muQHjPU45P3XkJ9Iwf510UqEp7ETmo7nTkHl2BLew6VzusS4z25q7Z/EjVoGUSyRFB12wLmrj/E65lUrJbWko/6aWy11/VKtun3mPtoeZwDMGc89TXogtItHK3tvZ2ztKkFvZKwDCRjjc2PWsuXxfYXLH7ToWmyZ9Itp/Sozr+gOihtKlgZOUaOYsEPsD0rWcalkmtPIhOL2NLXVgtvE1wtuqrGpBKr0DY5A/GsLcVmkbKkt83BzipBf6fNIWhuyWPJEowT+NZryeX55HXtzXp068HTUYvVHnToTUm2tyjeSl5Gyc813vgTRl0XR5fEF6v7+ZSlqjDkL6/j/KuZ8JeHX8S66kLgi0h/eXDj+7/d+prtfEWqpdXIt7bAtoBsQDpxxXk4yrd8i+Z6lGHKjG1GZpRLK53MxJJrjryXKyDFdTdSoIi0gbyx1C9ayYNa0+F/3elQye8zFs1zRpSm1yo0cklqYsTDI5rRsT+/UexrpLTx4LVQsWk6XH7+Rk1oN8SZFACx2DD/AGLXbj8TXrQlWX2V95xVOSWl/wACxpGjRXumaQYoA5muXN1MD/q0HY+gxUOsyWWoeH7i8gsoLXyL0wW7xLjzU759frVR/iPe87Ftgp/h8riqr+O3lhEU2m2EsYOQnl4A+lZNV+ZSa/EFGny8qOSuGJYj3qnKc8V0k+raJfybJ9JNuzH79vIf5GufvkhS/wDLtpGkiLDaWGD16GnUrcyaasbQhax3nxbGy20IekTD9Frg4jjBrvvjD8q6Kvoj/wDstclpj6Vb2iz3sM9xKSRsU7V/OuXCz5IbXNasblnTmyGIq47Haceh/lUtt4ttLQD7JolmmOpcls1ow/Ee5j4jsdPjHtBmvRVerayj+J58sPHm5m/wNKy8OWI1LTrYxyGM2ouLqTPD8ZwPT0rJ8S2li+nRajY2ctt5zNGYRk9DwfbIq4fiResR88QHosO2my/EW/J/dTbR6FQf5iuVQxPMpO33m3NSStr9xwLhlbLKw+oIq7aSkbMV1LfEHUDw6Wk3/XS3FULzxZHcc3OlWRPrGu01liKNapuvxN6VSC2Ne0kLQqD6V1OmG31/R59EvzlZFPlseqnt+VcZa3iXCCSKIxpjpnIrRtLt4J0kjO1lOQa4JR0OhMwLvSptG1KSzmQK0RxwOGHqKzL1Dpt1HfQjCk7ZRXqfiLTU8R6Imp2yZu7dfnUdWHcfhXmWp3lrNYT24fMmOAOcmsSjdtn8zaw6EZFakLEgVzugSlrCDcRuCAEdxXR2yhmUUAaCW+5AfWiplcBQKKYFJzmoW64HJPSp0ie4lWOJC7twAK24bGDRVElxtmvCOF7JSSuBStdLitIRd6oOOqQd2+tYuuazNeyEBgqJ0UcBRV/UrqW7dnZiT3b0+lctrD+XA6L6V0U6ViHIxdQvwwMMWc/xH1rOWMk8Ak1e0/S7rWb0W9jH5kxVmIzgYAyTmtvTfA/iC48u4XTWeGRAyEsvII4PWvWpKnT0k7HFOUpapHODT7l4vMWFimcZoNlOvVCRXU32gapo8SzX1k8MZbaGbBBPpVe/1GEWMam2iEg/jAwT9a7o06c480XdHG61RStY5iSzkjAfG5D3FQyIduRW7Eq3SPJG6xuBkqejfT3pmo20UUMcxXYZcsqY7etZTorobRr62Zzoyc1btd8sawRKXlZgqqOSSelMkUZJC4zXffDLw2mZPEN+oEMQK24YdT3f8Og964asvY+8dcVz6G7FZp4M8JLZIR9vuRvncHoe/wCA6CuOluCjkg9e1bviK+e9unlY9eg9B2FcncTfMea4Yq+r3Zt5DdX1HFoYoz8znn2rFhTK5NSmQyu245yeM1YhjYkYTOTjgZr1KFJRictSZAsJJ4BNP8pu6sPwreXiNQkIXaPvKvX3p6XEsEwmKbz1/eJkfrXYqce5xuu30OcaM+hpqr82DWw11LcXBZ41wzYO1QADTnt4ppYECbCzbWIGc89cVLproy/ataNHPSq0bhh25p0ibr2Bx/FIoP5itLU7VLW4eJdxVScblwcVTtxuvrdSMhpUH/jwrkrwtF6nXSqXsdz8ZVzLo4H92T/2WvP2bEMca9AM16H8ZTibSR7Sf+y1wVuQwAIrlwcbxNa0rDFQhelSxo390/lV2CPcVGMkmtyNITCojjPmKMsxIwfwr1IUr9TzquI5ehzqox/hP5UeW390/lXS212sExcxJIWUrz7jr9RVC51XdMFZIwqDbhFxnHf61TpJPcyjWlLZGMQQcgdKbMoki3gc9CK2m8ueJmQYyM5FNks7drCOWF/3w3eapGAOeMetRKn2LjX7or6DqBRGtnPA5H0raiux5gGciucVEjm3qPmPGavQTEOoJ5ry8RS5JXPTpVFNHo/hrUTayhWP7t+GH9a5r4laDBpUTXVrbp5d24CFV+456ir+lPujRh6c11sMUGs6VJp94ocYypPt0I9wa8+atqbo8oi0i4hs1+y3BWQKCVcZGfY9RV/RPERt7wWOsxeRMeEl6K1a72ElnfSWsww6HGfUdjTNW0WDVLFreRQJFGYpMcqf8KkZuhVxRXm0Xi7VtKjFjIFLQfIS454ooA9gQW+j2u21+edhh5iP5Vkylp2ZiTg9T3NWpSXQKeg/WoJDgVvCKRMmZ93hYyBwK5HWn4b611V63yGuP1luv1rogveREtmZETyxy5t3dJG+UFGweeMV2el+HbmLxNLph1m4WG0tlmupVdgIeMlRzjiuLicxzJIv3kYMPqDmvQp9ai1DRtSu9I0i+W61PaLyYqSigdQp9676vMmuXqcaa5Xcr+JbAQaZZ31lqlzfadckhBOxyrj2rkNQf5VFdRruq2c+j6bpemh/s9su+R3GC0jdfyrldS42Ae/867KHMqPvHLLldXQbaviE81DczyTFd7swUbVyc4HoKbCT5Zpj0PY0UUpXLWg6Q2va9a6crFRM/wA7D+FByx/KvW9ZnitbSHTbJRHbwqFCr0wOgrA8C6SNI8Nvq8ij7XqGY4CRykQ6n8T/AEq9dtvbd6DH414eJqe0qeSPRpx5YnPaqdqnPXmuTupPmNdTrB+U/Q1x12fnNQUQx81t6DrVxot4ZrZImeRGiPmLuABHUe9YkVXIP9YMjNezTipQszhm7M9Bg8SeIbCDT7VbS2HnxL9mBhBaReg71a8TXPie30aQalBYm1kG2QwICUPUA+lX4ktpdRs/ErXcH9n2tmoVC3zLIARtx9awIbuSLwLrt9eTBv7QlCRIWyS+ck47df0rjTV1JRXn6v8AyCz1i2cEH/fqSe9XJ5Su0qcEHINZzt8+atStuA+lelcxnHVMgmkeQ5dmb6nNJYjdqlmPWdP/AEIUj0tmQl9FK33YmEh/A1y4nSm2dFJXaO4+NJ/0nSB3xL/Na8/gPpXZfGKcv4jsIic7bUP/AN9E/wCFcZAeK5MF8JvXNW0kCyKW+lbunPHHL5kqCREGWjJxuGelc1EeRWzayHySQeoxXrQs1Y8iurao6G48SaOmpzXH/CPpJA8ahYt+NhHVuB7j8qrx6/oN5MUh8HmZ+pWKQsf0FXfDytF4Z125tIVmvRGI1BXcQhHPH+elV4rq58G+AYZ7ZRb6lqNwTudfmEY6cH2H615lZQUnBJ323O/Dp8qk+uuxn6je6feOg03S204RqVkjY5JP9Kx3ISAgHua6zxkfNn0y6mQR3dzZq84Axz7/AK1xk77jgdK7cPJOjFnLUi/atMhz82akik/f4z3qLuKSNv8ASj9a8/GvY9DCrQ73QGzEn1rprSQwyKyHBByK5bQTiFTXTwfdFec9UdVrF7WbBNRtUu4V/exrxjuO4/CsEISOma6m3mEUMYzwTyPSsbWbcWFyAmBHLyhJx9RWa00KOTv/AA1a3t7JPJjc5GfyxRWyYlB+aRM/WigRpsarSmpnNVpTxXTFEMz70/JXG6ycsPqa6+8bINcbrDfvAK6qS99Gc37rDw5YR6p4gsLOb/VzTKr/AE716jp1/qM9+0olXT9ItnZcMAibFOMDPU8V5HY3Mtndw3Nuds0Lh0PuK9Jn1DSJza6n4g0PUYZ5uQpYmF2HcKTVY+hKrKOunZBhMTGjGd0m336Gf47tbdNVtLu1QRrfQiVkAxg5649xXE6kTujH+zXoOraj4Y1u7N3cS6ms5XCKFG0ADgAdhXnup8TqPRR/KvRw0pexUZJ3Xc85pe1bWxAg/dj3pqxNPNHCn3pHCD8TipAMRj6VoeGIBc+LdJiI4a7jz+Bz/SnUlyxb8i4ayPVdYiSze2sIVCx2kCRKB9Kxbg4BrX1tt+sXR/28VjXB6189HU9JnO6yflP0rj7o5c11mrsSHrkrkfMa0e6F0I4qtxtt5qpHVqMcV7dL4dDhqHo8Wj6PoVjB/asEl7ezIJHjD7Ujz0H1qv4u8MW9toK6npqSQxFVaS2kbJQNwGFbT51q3s9W0u2tby4MarJDcSlfLZRjO3v+dP1rSNZuvDN5HKY7nUb8oHCsFjhRegH+e9eNSq4iNbmqS0vsd9aGFdGMaS1tqzx1wTIKtMOMVJquj3ei6glvfRqkjKHADBuPwpjivci1LVHmz0smV3pYFykp9lH5sKJBTrXpIvqY/wD0MVy43+Czowvxo6L4wjHjO3HpYxf1rkIa7H4y4HjiEDqLKPP5muNhrlwfwo1rF2I4Oa19PV5LaRwpKIQCfTPSseM1saagNrM3OQVHtzmvUpvU8zEL3TU0M6ydajTQGKzlfnJ+4F/2vatHVvDusazqMc8mv6dc6hAQY4FOApBzgDpVnw8k0vhPWotO/wCP9ioODg7MevbvWTosujeH7hr+9vIr3UlBFvaWmZCHPAyRxmvGxlep9YahHY9fA4ek8N7Sc/RFC/vdR1DWb6XWF8u6iTa0eMBMcAAenNYzmu38WR+dfNJOiC7GmK9wB2bcP8a4dq9KhPmpJ2PMqK1RjOrCmR/8fR+tP/iqOL/j6P1rgxx3YTY73QT/AKOtdTbdVrlNB/1C11dp2rz1sdUty9H0qLxPpCa94VdGmMMls/mLKFB2gdf0qZOlXbeH7Xp1/anGJYWXn3BFRISPnS5uzFcyJHO0iKxCvnG4euKK9At/DelWNulvNEk8kYw0hH3j3op3A6mSqspwDVmSqc54NdcDNmddn92fpXHasf39dfeHEbfSuM1M5uiK66CvNGVX4Ta8CW8cmtyXEkQla0tpLiOMjIZ1HFdYdWu5tA8P3V3i7vJ9RMiBxkYHGAPxriPC899ba9avpqF7ndtCYyHB6g+1ekatqV3o+nW06eHY4niDOkm8OluzdeB0q8RF+0XW/mc8Ze7ucx4nsYbfxldQW4Cxk7to6KSuSK47Vxi9cegH8q6OCZ7jUXuJ3LyMC7ue5Nc3qx/4mE2eOa9Np06ajJnFSlzVG0R/8sx9K1PB7iPxpo7N0F0lZIlTyh865x60+xu/sWpWt0D/AKmZJPyINc1RqUGrnVTTUj17WP8AkLXX/XQ1j3J61u6+oGqSSL92VVkU+oIrAuj8prwYbHos57UynknPWuVuyPmxXSaofkauauB8jmre6DoQRjpV+2TeyqBkkgAepqhF1Fali5jnjdfvIwYD6HNe9S+HQ86qz0yDw5plullpt0JZNQlt3YujFVjxz261zWuaPPbeFbTU4byV8nbMm8/JknFdzGo1W8sdXs3jaJ7aRHXPzI59v0rnvGbR6N4Rt9LZ1ku5wrSBTkKB/wDqrhp1ZOdr3b3/ABuLltbTTX/gHmTu8lwrSOznIGWOTVp+tVGPzA1cPIrvha9kKp0K0lLZkG8jRjgOwH45B/pRIKhi4vrbHXzk/wDQhWOKV6bRrRdpI6b4wnPj4+1pEP0NchF2rrPi8f8Aiv5P+vaL+VcnHXDhPhR1Vi5HXR6VGBol1JzkyoB+RrnY+a37GTbpBi/vS7j+VepBXZ5WJ+EdplzqlvriNoiu90VwUUZDL/tD0rpL7XL3w/dW9xe+FbGO7ujtSSBgWZvTgcGq9hcSaZ4E1XUNP+W9MojeQD5o045H5mq19qFzaeB/DV0jGW8F20kZf5iTk8e9ebiZKdRu3Wx3YdctNalqHxhY3r6g13oEInaIiQsx3MQRweK4lyCTgY56eldZ41t44vFTvGmxri2V5VHZj6/kK5RxzXThoxVNSj1MKzfO0yH+KmwKftOfenHrTbc4n/GuLHHZhdju9CBFutdXaj5RXK6C/wC5UV1Vt0rgOll5OlaWlffm/wBys1DwK0bA+Xb3Mh4AXGfwqJDRz62dtj/VqfrRUu1W59aKVxlKU1SmPBq7IpLFQCW6YqhcNtzmu2BizMvW/dNXHXxzdP8AWutvT8hrj7lh57k+tduHspNswq35bHZ+Av8ARdN1i/hwLqJERW7xoc7mFRr42k0y7ja2upNRgeALOkzHYXPUZPX8K4qW+kt0eJXcmXAaJSdp9N3rXYeH7ay0i4ij1bTXmvn25JkBCBuRgduDWU5zrSkqSuu5k1CnaVSVvIx2n1C9ndoFlQEAYUCNQD0GTzWFfJK07iQLvBwSWLE/ia9T8TXGmnUJ4rWzeK5WVFaQtkEAHgCvMb1i00jE9Sa6FhlOmpTb+ZnSr3laCVvIprp5kTfvAz2xTJLN41OGyPbitGzHmQED+HmkkFH1SnbQ09vPmsz1exuzqfgvQ75jufyPIkP+0nH9KoXXQ1D4BuPtXgvULMnLWdyJUHorDn9Qamueh+leW48knE7E+ZXOY1XhWrmryVEVlJG4jpW74gmaKF3HUVzEkOLZpSdz9zU31GNS5VeoJq/ZajAJlVyVJ4GR3qrBApT5hk1s6TokOpFo2O3j5eM816tN4lK8bM4qro/aO6dvDelW1rbXc813diPMht5CAmeexqj4902JNH0/UNOkaSyZQnzfeQ89a5u/8F3dnbLeWxae0IyLi3O4L/vL1FNfxHNJ4YXQpI3knkuQ4kYjaR2AP19a56eJtJczfN17DeGi7NbLYw25PWrqHMS/Sqt7a3FhOYbuFoZQASjdcHpU1u26Ae1ejTmm9DKqrISSordDJqFsBj/WqefqKlkplqQuoW+SBmRRz9RUYl/u2XR3RvfFw5+IE3/XvF/KuUi7V1HxZOfiDce0MQ/8drmIe1cWD+BHVWLsQ6Vt2oxAB7VjW67mUepxXUtbD7ddRQgbY1OAPbAr16O54+JfQraXrl7o+qOlnB9qiuE2y2rLkSD6etdHda4mmaZbkeELqIWrGSAS8xxMe/rUVtMfDng651a3iU6hLL5Idlz5Qzj/AD9a5mz8f6zZ6islzdtc27MPMikAKsvfHpXkYlKc5SS2/E9PD3VNR8h2lXlxrviUXF6wkknYs/YYAJwPbArOlXDGpNQ1mK08SXF7oEJa2OSu9CFUsCDgenNY7Xl3IcnH4LWsMXSjGyMZYao5tlx+KS3XLg1VE82MOmffFWbOVTIAeD0wa48TVjUeh1UIOK1O38P/AHVrrrce9cj4dO4genFdjAPlFcjNy2nSrd0TBo20felP6f8A6hVSJS8ioOrHFZPjK/mXVbayhl2W7RmIupwY5jymfqB+tZyfQpE2HH8B/Oiubh1+xkiU6jfzWt2PklhDcKw4P54z+NFO47nUT3A8y11OOIqtygm8tv4Gxyp+hrDuyXdmPUkk4roLaaPVtHlSFXAUmSIuMZx1x7VhTxEjgHmt6UkZyRg3j8NXGzznfiPHmOTtP90dzXbX9jK1vKdpI2kmuKkhEZlYkksMfT2rqhF1XZbdTKbUVfqGhWwm1ASNkqhyM9zXYfajN4mSWUH/AFygg9gMD+lZGmxxQaba4QCRyXZsdeeP5VdtSJNTjYjOXyQBXt0KKjCx4uKnz1G2aOsXAl1S+mTgNKSPwWuGmOdxrr9SYf6UykHl8YPHQCuNnOB+NKtpFI1wsdCa0yqHHcU5+lPs1DW8pPVVBH50xjWUXobP4mdd8L7j/if3mnt9y9tGX/gS8j+tb95b+XbQyFstJuyvpg4rg/C+o/2R4o0+7JxGs6h/90nB/nXoes25t9TuIeyuSv0PNePiVarc76LvA4nWohIrIRwTiuUkhnt5WjYbonOc+hFdzqNtub8aydRstmnSPjkEfzrBW50avYw4hgCup8NhYZoWPTkmuZjGBXS6Xny1UdTG2Pbivo6K0PExTvGw+Ga4gtp5beaSJfNwdjEA9aydThidDMVyTgOP7xOefrXRWESyeHrndn5ZN3HsprI1K3Isun8KP+Yoq0adWLi0ZUKzjPR7HO6juZ0k86SaNgFUyNlkx/Dn0HapbNsIymoHYcq33T19ven2fyOyMecce9eZSk6M+SW3Q9WqueF0SyVFF/yELX/rsn/oQqeQcVHZYOq2gPQzxj/x4V1Yj+GzOjujZ+Kxz8Q7v2jjH/jorm4Oorofikc/ETUPYRj/AMcFYFuMiuTCfCjprG3pVolxLEufmLnP0AzXSaV5Szak9wUCC3csz9ByK5zSJBbSi5c4SPBYn071Q1C9n1fUngtAyxuxwp44znc3+Fd1WuqULLVvY8p0JVpvWyXUuXHia7hsLywijT7HdYYJMu5vqo7Z45qjplhbXEobU9QSzjxnAQu5H4DAq2+jLb2cs3mGSRGCszdWznn9KypB8zVwTw05NyqOzZ6FOtC3LDZHY2ukeFAfk1qaRgp2o0RwzY4HSsOZAsjAKAB2xVbTz/pUX1FW7g4vJk9DmumhSjBWOatUcplC7hEsDcfMBkGmcLFGW5LYxmreMnFVbXTbq7uQ0+UjU4XtxXDjUlI7sM7xO08H72gMjdzgV3MA4H51zGgwrFboqjAA6V1tgiyTqjnCkf0rhOgu6am653t0QZrk9W0iTU7+/lE6pFeJyMHKSL9xx+VdWW+zaRPJ/E52j+X+NclqHijSdKJW4u0Mg/5Zx/M36VG7KGHwpZXgWbUYllu2UebInAYgYz+OKKyH+JmnhyEsrl17NkDNFFmGh3UZEMsUiKP3RyoHaoNQtViuyYxmJ/nQ+xqfGanK/aLAqeXgO4f7p60rgZQgDIVKjaRg571zOr+DrOdC1ozxS/3QeD+BrsJNhjXaMHvVWO1NxN7DmrhUlB3iyZRT3MyHwSZ7KOC31C3ZUAKmRdrqcdMfX0p0PgLUrS5ingnttyEbvnPPqRkVsTr5UiLlpEJ/1Z6Y9c9qetxYwtn7PdKfRXBH8q6VmOJjpc55YKjLdHOXHgLW7iKZYUtiGLAYkwOT9K5LVPBGs6Y+28gjQHoQxIP4gV6/b6haSjCC9z6bsCklFzI7GN9kfo/zGiWZ15b2KhhKcNjyHTPD1zcB4TIsRb+Mo7DH4CtmP4czlsz38YU90T/GvQRFcE8zAj0CVDNAzLg5z+VQ8dVfUpYeC1scQ/hbTNPB2tJeTr03HC5rq9X/ANIjs7sj5p7dd3+8ODQmnojZYZNW7qPfo6cf6iTH0BrF1JSd2zRRS0Ry89vvI4qte6U93o86xAFyQVB74rckgKZDDBqXy/KtwB1xmhSs7g1oeUXdrNZMUnieNu24YzW5p0ipGvPzmMqnpmuyYqdsdzEksYI+8ucfhVx9I0K/2mfTo427Nbkrn8BXp0szUPjicFbBOa0ZyVmfK8N3YYgS+YVKE4IG3ris7UZGNjLuXGIowB7Yrvf+ET0QklJbiIHqN3+INV5fBGitBIh1G5BbGMENx+VdCzSh5/cc0cuqRlc8el6/jUsNs1ww2MFKDO4+ldnfeBollYWxupEzwzbRmptK8Gw+Ztv47oRY6K4B9q5amKoT1Z3qlUS0OOfniptK024utWtDBGzBJ42ZgOANw716Evh7RbDLrZByDx5hLGriRs1xAixpFCsikRoMDr3qKuOU48sUFPDuLu2eefE2J/8AhYOoSFTscptPr8orDt1xivRvFsQPim+MsSyxOwBVh/sj9az7bwfp+p4NjeNbuTjZKMgfjU4bEwgrTLrU5S2Ocntrg6dEYQGUsWKdyR0/Ctfw9pyWsrAN5ksifvDjJY9cDNbV54F1y1VfIiiuY1GMxOM/kaqw2F/pU3mz2dwoGOQh4IINerTlh5z9qpXZ5VZV1DkcdCjOgbS7uQjPzgZ6Doa5KTlj9a6y+mX7NeKiuiSMCEK9K5aWPGTmta8ubYMKnFO5Z00A3cP+8KnuiRqkvuKraeQtyjFgAhyc1NdSrJqBkjywbgYHWsYuyNZRbmSom5q6C3tMqhx2FU9P0a8nAkNu8cXd3GB+HrXU2loNoGOleVjJqUtDvw8WolnS7fCqK240IVR1yOPrUFpAFA4rTs4PMuYgRwDuP4Vx3NzkvibeXhGm6DpjSebIpkmEfUjoB7dzXPaX8PI02yalNubqUj/qa1PE99qEHim61CyRJ1ZRGvGcKOMH0OawP+Eq8QRllW33k9NyZxUoZ1a+E9GVQPsucdy5orkDqfjCU71Eig8gCJcCimB6wI6lhPkyhiMjow9R3qOO4tpHkSK+gJj+Vhv6Z6ZyKlt2gnywuoXiTKsVkU4I65qdRlO5h8i4aPqDyp9R2qxFCIIST1xkn0q8LeC4ETByyoMB1wQR+BouLQtiNFJTqxx19qNgMpIWmYylcFuB7CpPsIxz1rQEcygAxrjHPBFNAlAGY15689KVwILW3EbcrirTMNuMdaQSSAANByx/vdBQGHeF85wBn9aAEBAHSq0x5NWiyc/u5OuBx1phEXOVbg4yQeTQBR2FjViO3LWtzGf448ge45qY+WuccBevHSnxttlRv4c4OaYGFg3E29+SeTTpowVxjqasLB5VzKmPusQKVoWaTHQD1p9BGeYM9qabNl+eMsh9RWwloqjJ5NOaMDjtSAyY7y+h/wCWocf7Sg1aW8lnXbIkXPdYwDUklqG5HBqPyWj7Z+lS0hlSTSoJGy0k+fQSECpo7eOFAsYbjuWJqXPrTScc0gK80I9KlSLN1GAP41/nSkF+1XUgYSIxHRwapCOa8QQeZr10SuQX/oKzbe2eOQtF+IPeuk1KPzNVuG/26oJCVP40MZNZ6t5HyXCzIOm6JuPyNbEGsxsAItSXn+GZCKyhaNMnC/nUP2LYeRj61LRRr6hdStAzbrYqfvNEqsW/CuOvbewvZArzOjZ5/wBEzn9K6KDdFVsS7hgimpSWzJcUzE0zw/p+nSpdPDHdEjKCRBtB9Sv+NWZWSOUypDE0vY7AAv0FX25GOKrPDmnzSe7CyRRVpbmfE8hbIwPQVctocNwO1NEO1w3oc1qx24X5hznkU0xElvHx07VZ8wWmnXVz/EqbV+p/yKW3zGdwHQHiqmvP5djBarwWO9qTGjmBb7vvcmrMNpGpyVGalji7mrCIPSmAxVjxyDmip/L9qKAOPh0ebUYS8OqzBY0C+Q9vGVIHIGB71QQ38940g1aN5Fffsms+FccZGD14xWnpN0bO8Ab7p4NM1+z+wakl1EP3U/PHY07sRRSPWIgT9vsJTtZE3xOoUNnIAHHfv0qDTz4j0mB4bbUdPkiZg5WVieR06itQ4eIOOhqnMQARVXEWovEurQ6y17LHbOTEEEcOo4USd32ngn2qq3iXxNbX8U9nLfSxBt0sc13G4bnoMdq5vWYwhDjGelZEge4RY4wWcn5QOpp20A+gbbxFJPCj+S43DOPlOKj1fxDdW2mvcWts7yREOyeVksmfmA98V5Z4W03UYy0FzbyxqrBstxXbCKSPgM4+jGs+Uq5EfilCm1p7aQAv937M4IT39+lSr8U9LBi85odzbshQ+F/u5JHHv6VIDOAB5j/ic0NGZP8AWKj/AO8gP9KqyETL8SNGZ1RpIS7JuCpPn5s9MkY6c5qSX4l6FbTJBICcqGZ1dWCZPc+1ZraZZyZ32Vo31gX/AAqE6FphznTLM5GD+6AosgOri8W6HdxXEsF3DMIV3uwZc7fXrSWusWFy5UPIX8syhni4K4zkEcdK49vDGitnOlQDPB2s6/yNRHwtpYhMUcN1FGeqR3ThfyosgO30vU9M1jeLC6jmMeGcEEHnuavm0JBwVOTz836V57ouh2OgXb3Fl9sUuu1l84YI6+lbg1Ur0e6Xn+8DUNa6DTN6QxxyvG0sayBd20yAFV9cUKEbDI4KlcriQHPv71yF+Bd6il7HcusoiaI+bCGBU/QjkVQlt74SxPDf2ZMaNGC8UgYhuTyD+VFgud+IXIXGT3JwDn6UGBwD8uDnj5egrzdxrkc6vFPp52xmLd5sgbBOc5x19DSG88UJICjWxUReUdt4dx5znJ/i7Zx0p8ornpJhIYnOACABt5Jq2sT7hkYGe5rz3QdY8SR6urX0QNosBjC/albLZzuJJ5Pauo/t+bHz2UrY/ulW/kaTTRRPPZSvdzSFCFZyQabBYBUZzhtp9ajHidUGGtbpf+2Rrjrn4m3Fhq97DPpbyWqMVgZItrD3OetJJsL2O98lgwUpgkZ4PAFRts2szqcD1Fce3xV0mNLVpIZGLqTMqxEFD2HWpJfifo66SbpNss+8qtv8ysR79cfWnyMLnUGKAuFVgCwyBnrTfKj27llTGcZz3rl9L+JunX91DFPY/Z2dWZWaYYBHReR1PStSPxXo0hhhltnie4dgY2eMlSq5BOCevb1NHKwujW+znJG5cr156UotCcZI59Kz4df0W4khfZcxSXDmALLDsb7ueRnpgdaWHVdDuoYBBcTgC4EMYMTqfMPIHPbjr0oswui/9kVT61ZRf3Y9uKyDqmhPDdzJqyCLeI5SC2I3J4HTgkitKyvLBU2PqULjA+YvyfrRsBct13SBfU1l6s3n35bqq/IPwrXhnskJaO7ickYBEi8frVGe2jVAIZVldmHG4f40CKCQk9uKmWECnG11FICoMbSq3ykoRuX0PvTil2s+DGnllfQ5Vv6ii4CbKKYkt6FAkslLdyr8Gii4zhZf+Po/WtPxH/yAIPqtFFN7kmZb/wDHhVS46miiqA57WfuGq/h3/kOWn/XQUUVS2EevJ9786a33qKKkoXuKcaKKEJjabRRQA1qaelFFAETdKjbpRRSAb2qJ6KKQEJ61GaKKYDTSp2+tFFIZdg61oJ0FFFCAqaj/AKg15r4k/wBYfrRRVRJMCX7sf+4P5mmL1ooqwLR/18f1X+ddFf8A/H3af8A/9CoooEzpPGfTS/8Aruv86tNRRUSHEgbvWXpX/JRrT/d/oaKKSKZvab08Wfh/M13Ggf8AIAtP+uQooqWNGhF/ql+lFFFIZ//Z) 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005/kWuGtGLXiAdM9a7fTMBErxYbne9jftzWzoQzek+iGsWCtzQ+JJ3PRUpz2YkeN6pqN9p2v6jdwwSCGS5c/vMEH5jVi28ZTRMv26yKIf4+QK1Jbdb6zuEcZ8wsfxqr4auPPsja3ChzCxQhhnioGbthrVnfBRFKoZugJHP0Nag6Vy2o+DbW7Uy6extLjqNv3CfcVjHUvFOnn7KY5XMXy7gm7P40Adgy1VnXd8oqw289aYUx9aAOU1OwltbsXlquSv31HcV2fw3u4rrWzJE3JgYMvcHiqRspJSWVflHXNX/B1jBB4winhjMTGJ1YDo3FJ7AXNS4uJx6O38643xC37lx612erjbfXI/6aGuF8TOdjAda6YbGfU5NRVhB0qulWUFevR2OKpuWY+la1jbPcSw28Yy8rBVz6ms+xga6vIIF6yOF/M1q3GojRdfLW8fnS2024Rg4AAPc9hXbKrGlBybOKUXOaij0Kwaw8MajY6XaQLLcysvnTN1AJ65/pVfxj4v8OjVZtP1Py54VjG2WA+Ywb046H8a8x1fWNT8S6nJJIpaR/8AljbghVA6ZP8AjTtI8IanqM5VoWt4V6sAP0r5ydeLakvitq2+vdfoetGlJXTenbyM/UdUgkkZLaOZow+VaQbSR2yKhOqITzGR+NXNT8L3dq8reTcmNThS0TZI9c1ntpJVVIkYEqDhh612qpjJ6pr8DHloR0/zJRdRSdypPrT056dzxWZPDNbffAZfUU+C4eLa6dM9D0rKpXq2caiNYUor3os6S0gEcseeua7DT2Coo61w9jePeOCjAMCMjuK7LSlI27jk1wxOhnRwZwK2tOJj06/k/uxH+RrHjHArXgU/8I9qG3qyFR+VE9hI4a3QRQgn0rC0D/kNX4H3d+a6Sdfs0LF+ka5NcVYa5baU1xO4aW4lckRrwAPc1Az0SDlBVgA46GvL5/GOqXreXbOYgekdumW/Omiy8QTDzPsGoPu53NOwJoGdvpmowatarNAwP95e6mtO3szL8z8IK5K48NXVlMb7Q5fLcHJhJ4arkHjxrcCDWrGW3ccFlX5TQB08oG3agwo/Wp9AAXXrfHU7h+hrAXxdo065W9QezcVe0DxFpcviGxghukeaWXaoXuSKkDU122CG4uO5uCmPbGa808SSDLc+tejeJXdb64jydm/cB7kCvMfETYZhXVT2Ie5hR9RVtBVWPqKneTy0wv3m6e3vXrRmoQ5pbI4ZpylZGhYXRt75Hik8to+S4GSv0Hr/ACqnqF+ZYnFuDFbsxJcnLSN3Oe/1/Kn6VZx3t2scxcWwP75kPzN/sg/zNNuFj1DVSkKbLaM4UeiiuZQnin7Wpt0RfPCi+SO/VljwvFOlysxnkigLcop+/j1rrZfFWqW7bYZkVB91fKXgflWFbDYcKOAcAU+cncc16sMJRVPWKb9DzamJqyqaOyNaTx3rEcLZNu/H8UX+BrmbiUT7HAx8ig/UCpLgZhb6VVi+a3B9DWcaUKb9xWuaqpKcbydyGRAylWGQaz4IxHO8LjKnnB7itJh6VSuBtmjk9Dg1z4mN43OqhKzsOmRtMvI5oGLRn5kJ9O6mvQtEuo7qOKWM/K65HtXFavaAWbSxsMLh9vp61qeCbo7Hh6iNiR9DXiJnoHplonnypGOrHFaVzJFYeF7yS5kEUSsdzk4AGRWPp8jIySKcMpBH1qH4hebP8OlgjUvNdXcahR1JLE/0qZgjzjxB4quNcufsemRuluW2qFHzyn/ParmkeAXZlfV2aPIz5Kn5vxPauo8J+EBosAldFa9cfNIednsK6UWKSAh/9b60txmJZ6TaafEEs7eOIDuo5P41aDcc9asSQNE21qZg+gpgNntFlbK/KB6d6qXGlC4UrKwZf9pQaG19ER2eA4QANtOcyH+AepqOTXYk8wyxMFhUeZg5w56IPU1AGZN4K02Z8tH+QxWhoPhLTtO1qzuYYcSRyqyknpTjr9vEZDLC6CGIPMc52E9F92PpVmy1+Fr+CNoHjYKsspYjEWTwD7n0oAteKxt1Wb3AP6V5b4iY+fj869X8XrjUnb/YFeR6+2b0j3rqo6pGcupnRjmpzbidQCzKfUVHGOav2kDysSqFggy2B0FezCnGcbSV0edUm46os2+dPsXMMe/y0J6Z69z+dVtLg8u3Mh5Zzkmr8bFc4PXilkXae3IzxXXGmtOyOJ1HZruMiz5gO7HPTFSSg7uaq/alhm5GSKnaYSgMOhre8eWxEou9yKQZQj2p2g2B1CVrYEAkNyfpx+tNc/Kan8Huy+IbddpY+djFc0nZ3NUn7N2MllKZU9Qaq3KboW9uav3QPnvnruP86rMu5GHtWFZaWOui9UyS9lxpTk94wPzq14HU/a5z24FYuoXIeCC2Q5wAXx+grqPCNsbfGerDJ+tfP/aPU6HodmAsYNa2qxKdFsAwyVfevscH/Gs21AMP/Ac1d8S38OnWNgLjcEIwSBwucDJ9qmYIigkY4G3P41MzSDrG31FYn9u2sTvu8xDE4R8j7uehPsfWtKPxDZ7W3iRTG4STI+5noT7H1qbjJmuUlBjljfcO+KpOsgY7UYjscVNPrdmN3mrIhR9jkj7mehPsfWs+bxba2srQ3FtcrIhwQEJH507gRf2AS5MMwTy12W425EXq3u3vR/wjJVk8qZdkCkwqy5HmHrI3qa3kTC5rJ1XxbpOjowkuBNKv/LKI7j+J6CoAot4YECQtLcoYLfMz+YP9bL/fc+g9K4t9Rmv9Ug0zSma5LXKzTzgY85gwOfZR2qS/1rWPG9z9mtgLexB55wgHqx7n2rqvD+kWuhWxjsEMs7/624cYJ+noKYHS+MUzebh3jFeO60hOqOuD1r2/xBGJDCzAHMYriZLK0tdZaWRVBkXAY9jWlOryCcbnDWuk39yR5NnO/wBENdPpHhfxDEH8qwZPNQoxcr0PtmuvtZUThRnNasWoLEPkTZxhiigE/jXR/adSKtGKOeWDhP4mcJH4G1hjyIEI7NKKW+8JXsShfPsFKjH+u5b9K7ptXxyYTIP9ts1WudSglUhrNf8AvkGh5xiOyF/Z9Huzy+bw5eo3+stSR6TCrNh4Z1CaUR+ZaqCM5acAV1MumRSOzrhd3YrU1tZWkLB54xM3uMCn/a1byLeDptWMKXwFrRJMMMUqdis6c/rWfPoGs6DqAmgtJSVPEiAH8eDXpFnqgiCpbWigDgYHSm6mLvUWUGUQDGMRk5x70lm1dvVIj6hStuzyy+0u/KJI1lKMjnahP51mGJkba6sp9GGK9ltbOPT7Zo1KAsMEtyaoamIWhbzo43UDqwFX/aUp6SiOOFUdmeSWmk5unnbHJygrrtCtyJOnQVRkt/8ASGeJNsRY7VHpW/oMGGJ965G9bnRbQ6W0X5Me2KPGFp9t1WzhhkjMkUB82BzxJExwfxyKs2kOZI/dh/OuX+JdlqyeJYdV0os3kQKhVPvDknp3HNRJ3Y0OTw9doq4eORoT5alj/rYT/C3uOxqeLQ7uH7jxsY/ljLnPmRHrG/07GufsviY8ShNRsj5g4LR8Z/A1Yn+KFoEPk2Uzt/tEAUrAdMugXJQmOSI+WMRM5zlD1jf1HoawbrWrXT7h7WHXI40iOAnleZt9t3fHSuduvE3iHxMTbWiNDA/BWLIB+pq/b/DW5kt0aW4YORkgdKegGLqF/wCIja/adWM625bAM7FVP/ARjNa2k+CjqVnHqWo3IFuU3hdmwBfXFej3WlWWoBPttrFPs+6JF3YqeazguLY280SvCw2lCOCPSpuM5rw/aaTeQH+z2eSOPAyU2r+FaP8AaGnR6iNOEhNyTjYq5x+NalrY29lD5VrCkUec7UGBUMWl2cF01zFbxrO2cyY5OetFxF3WomljtxGekRP4AZrhtYhMq9M13moFktIGTqyFD+IrmprMSyYI4xUoZzOkatLbXZguG/c/wsex9K6i31ezbhpkbHUDmsO80nym3hflHJrHt9BUTtJHHtkfqc9absB6LFqmmN0QE/8AXMf1NSyTwSRkw2rkeohU1xMPhVpyGkdhj0Yirp0K2hjKu8zeuHIrJpFXY/VCyy5NxNCD22EfyqxpE4RvnlluB6GDP86y2WGABEhLKP7zEmo7W1tkZtsMiFup8xj/AFp20C52curacilRYyI2OuCuKzLbUhDcMZbnfGT9wrz+dYUugw3EgkSaZXHQFziq1xocmMOXI65DGnFJCdzp77WbFIHd3VQoyTnpXLx6l/a+JY5g8KvjCnjHvTV0vzFMTKWUjBB9K0NJ8Ow6dA6QIUV+SM55rVEkL2RAIxWtpMG1OnerEdr5tujEc4wfrVixgKMRjvTbA1bKE+dAccF8Vna9bibVLiUysirgEjtgVuWBPmRxnoGLfpWTcqBeXBXPzyEnJzUjOai0bSdbDSRTJchTtYgdD70WGieGjqLWcIhku4/vRsDkY+tbGn6LZ6dcSz2sPlPN9/BOD+FSS6Jp9xqSahJbD7WmMSqSDx9KAIppdK0qeK2mmjt5Jf8AVrswG/HpWmIWUYDcVBqGl2WrRLHf26TKh3Lu7H2Iq1FGIYljTIVRgAnPFAFhR2oIxS42mnYBpDGEcUmKeRSovOfSgQ+9XOnw+xxWZ5Gcn1rVuOdOX2eqoTj2oQGXc24MZBGdxqrHp+1sx4+hrXkj3SY9KVLc9hmk9QKkdvJjkdKbLbZB4Oa1o7Vu5xStbuO2ajlKucnPp7lshT+VLBYuG5Q107RL3XB+lM8kA8AU7CM6Ow3DIXHtTm0xiOfyrRAIp/XrQkBmJp8cY4Wn/Z8dqvYHpSiPdwBmrQijbRYeSM/7wq+tmI4gSOTzT4bVkuI5XACg4I+taMke5CMVSAq2aYnz6KTWOykysT3Y1tQ/IspPVVrMdeh/OkAwLTwvFOUelWI7V36jApDKwQnpT/KI6nB+laCW6Rj3p+DTAzh55Z96KFH3cHk00G6EDMYk8zPyru/rXIf8JfrUlxpjteC0jvZGSSKSJcxY6HJ5wfenDxnr1wLtWjNkII3dJnTKuV6DkY5qbAdZI10saFYkZz94bsAVoQ25MalnQZGTzXn48c65HZWUsUTXxni3u8SY8s5xtIANZutfEHxBpmrTWkV7BLGmCreSvcA8/nRqI9Vkji8jyjIDznOR1pnkQx/8tQcdiP8ACvNdF8b+ILuN77ULuGDTojtLiEZkY9FWrc/i3xF/wnEejQXaLbMglZmiBYLjJp2YXOw23XlGVbZTI0hwjP0XsTU7vdJJEsdujKR853Y2muMbxr4gSe6aawvYrGMN5dwiK7HHQlOuDXI2Pxc8T3N9FC88G12wcQgGizC57Ir3Ju2UwoIB0fdyfwpsct40Upa3RXA+QbuteZ6Z8Stfk0KTU7l/tJW48gQQRhWHGd3f6VdXxv4gudS0uOO8jgiv4nlMckQLx7c/Lnjrj0osFz0HfdeQpMMfmbuRnjFJIJyYylvEQR8wLcg15wfiRrd5pd/cWwks3soxJ/pCBhJzjA4FTN8QtZs57K1uPNuJbqON/PhQLGm/sRg9PrRYLnoflyfaNpgTyuzBuaakM4Dh4ot2MoQTjPoa88HjzX7MapNdXS3UVjci2EcEQVnJz83f0pk3xB15pdJmgnEcOoO6mGSMF02nGc+/0osFz0fy7jyMrBEJAx4J4Ip7tdIIjHBGcgb1z0P1rj08Uawetyf++BVuDxDqkn3rk/8AfIqbjsdK4umnZCiGFgcMDyPTirUEytAvmsFkx8y+9c9Hq9+3W5b8hVhdSvT/AMvL/pS57D5TUkmt/nTeQW4J5ppsImjIWTORxmqSX12etw9c1438YaroBsksbkB5gzPvUNwMYpqd3YGrHWQxTRykeUmwj5X7j6inobzynDxxiQH5SOhrz/RvGXiO6WO61C8jhs3cJHiEbpmPZfb3pusfEPWNL8Qy24lElvFgMm0Ak49aom56GWutqMsaZ/jU/wBDTnW6LZQxqvoykkVxdp48vZtMl1G6ElvaodqMWBMreijFc2/xH8Qs7FL8KpJwpjU4HpQFyHWbpNIt7SC/eS+u4ZvtfnuoJZBgGM5JNTf2lDEJtblnuprGVHYWLgFVDcActjjPpRRVWEUtMul1Wwj0+0urmxksSyvJEv8ArgxyCQGHI/GsPxLq1tea5I0MLR+WoifgDcyjBbj1oop2AvnxtZS6daWl3ocEyWoAT94yjPrgd63/ABJ4htdF8Y6Xc/YA0rQq0kwc7jGwI246cdaKKAL1r4budL8U3XiOTUHlsWRpTBzvII+6e2BXltvOl14nW5jjEcctyXVB/CCelFFAHSeC459R0+90rTJ2stQ8/wA/7UP+eYGCnHPXmtK9MWm+INJ/tJftdxZE29zNgEzPICUbn+7x1oooEWNV0XU9O0e7t9b1Eai16vl2pbJELj5i3PsMcVLp9lqOpWFhqmlX32PSYYUE1nyDJs+/04+aiigCrpFpJqF1q9pojrYXs863cU+MBISPucd+fpUd3Ey+LdEsLx/Ov7QP9puf+epPK4+g4oooew0db5SDtUsTKh6UUVkWXIrlB/CasLeJ/dNFFS0O5NHepn7przj4l6kja/ZKULLFDnaeh+Y/4UUU4pXE9ibRvFFr4g8RadBNo8CSKwWJxI2IsDPA6dqzdUkt/EHjMW0Vv9mMlwYZHDFi+Djd7HA7UUVqQSeM74SaounW6eVaWCiKNB0zjk1zvPrRRSGj/9k=) 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) | | --- | --- | --- | 6) For merged slots, the spirals should be at 6 o’clock. | 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) 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) | | --- | --- | Guide: How to rotate the spiral to change the position. | 1) Hold the end of the spiral and pull it out vertically. You should feel the elasticity at the back. | 2) Rotate the spiral to the desired position. Release the spiral. | The images below show the spiral in default position and pull-out position | | --- | --- | --- | | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-rk4z7lz7.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-r1dgenjz.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-ovwgwgb0.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D)![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-v9nd68hk.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-ruzswcoj.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D)7) Wrong practices that should be avoided when loading the spiral slot: | The top of the product should not touch the upper tray. | The product’s width should not exceed the width of the spiral/slot. | The good should not be too small to be held by the spiral. | | --- | --- | --- | | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-yyxtrb1o.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-u8amanam.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-zbyuriol.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | | The product is too thick for the spiral spacing. | The product should not extend beyond the boundaries of the tray. | After pushing back the tray, the spiral may rebound upward, causing the bottle to slip out. | | --- | --- | --- | | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-veerqmlm.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-xz6j6w6i.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | ![](https://cdn.document360.io/43d8b414-8496-484c-a971-494dc8473827/Images/Documentation/1refund-creditcard-image-52c62m8f.png?sv=2026-02-06&spr=https&st=2026-10-31T04%3A23%3A00Z&se=2026-10-31T05%3A23%3A00Z&sr=c&sp=r&sig=UCC6yzngGYKnmZrHElvx%2BobDgWOxnzn3EZb0nhYPtC4%3D) | 8) Push the tray drawer back to the bottom until you hear a thump. Before closing the door, please lightly pull out the tray to ensure it is securely fixed in place.