Intravesical Ectopic Prostatic Tissue May be Misdiagnosed as Nephrogenic Adenoma: a Case Report and Overview

Intravesical Ectopic Prostatic Tissue May be Misdiagnosed as Nephrogenic Adenoma: a Case Report and Overview | Research Square window.SnipcartSettings = { analytics: { enabled: false } }; (function() { var accessVector = localStorage.getItem('access_vector') || ''; window.dataLayer = window.dataLayer || []; if (accessVector) { window.dataLayer.push({ user: { profile: { profileInfo: { snid: accessVector } } } }); } })(); (function(w,d,s,l,i){w[l]=w[l]||[];w[l].push({'gtm.start':new Date().getTime(),event:'gtm.js'});var f=d.getElementsByTagName(s)[0],j=d.createElement(s),dl=l!='dataLayer'?'&l='+l:'';j.async=true;j.src='https://www.googletagmanager.com/gtm.js?id='+i+dl;f.parentNode.insertBefore(j,f);})(window,document,'script','dataLayer','GTM-K279D39R'); Browse Preprints In Review Journals COVID-19 Preprints AJE Video Bytes Research Tools Research Promotion AJE Professional Editing AJE Rubriq About Preprint Platform In Review Editorial Policies Our Team Advisory Board Help Center Sign In Submit a Preprint Cite Share Download PDF Case Report Intravesical Ectopic Prostatic Tissue May be Misdiagnosed as Nephrogenic Adenoma: a Case Report and Overview Yonglu Wu, Aiming Wu, Zhiqin Li This is a preprint; it has not been peer reviewed by a journal. https://doi.org/ 10.21203/rs.3.rs-1471900/v1 This work is licensed under a CC BY 4.0 License Status: Posted Version 1 posted You are reading this latest preprint version Abstract Background Ectopic prostatic tissue is a relatively infrequent condition, usually found accidentally during imaging examinations or surgery. From 1967 to 2021, the reports of ectopic prostate tissue in English literature are increasing. It is rarely reported that ectopic prostate may be misdiagnosed as a nephrogenic adenoma (NA). Case presentation This article reports a 45-year-old male patient with no symptoms. The computed tomography (CT) scan revealed a homogeneous isoechoic mass in the posterior inferior wall of the bladder. Firstly, the transurethral cystoscopic biopsy revealed a smooth sessile mass that covered normal bladder mucosa located in the middle of the interureteric ridge, and pathological results considered an intravesical NA. Then, the mass was completely resected under laparoscopic pneumovesicum and the pathological diagnosis was ectopic prostate tissue. Conclusions The clinical symptoms of ectopic prostate were similar to other bladder neoplasms, and fewer characteristics of imaging examinations are available to diagnose. Surgery was the mainstay treatment of ectopic prostatic tissue and has a good prognosis. Ectopic prostatic tissue presents as a tumor in the bladder, urologists may easily misdiagnose the condition like a tumor. Therefore, it is necessary to awareness of ectopic prostatic tissue to avoid misdiagnosis. ectopic prostatic tissue bladder tumor nephrogenic adenoma laparoscopic pneumovesicum Figures Figure 1 Figure 2 Background Ectopic prostatic tissue is defined as single prostate gland scattered in the urogenital tract or outside the urinary tract; the condition does not involve in ectopia of the whole prostate gland [ 1 ] . It is a relatively uncommon entity that mostly occurs in the lower genitourinary tract in males, but is also reported outside the urogenital tract [ 2 ] . From 1967 to 2021, ectopic prostatic tissue in the bladder has been reported in 30 patients in English literature in PubMed(Table 1 ). Ectopic prostatic tissue is the most common in the bladder trigone [ 3 ] . Intravesical ectopic prostatic tissue usually involves gross hematuria, dysuria, or no symptoms, and fewer characteristics are available to diagnose it through surface morphology and imageological examinations such as color Doppler ultrasound, contrast-enhanced computed tomography (CT), and magnetic resonance imaging (MRI); therefore, it is easily misdiagnosed as bladder tumor. All cases can be confirmed using pathological findings. The typical surgical treatment is transurethral resection of the bladder mass. As ectopic prostatic tissue is uncommon and atypical, we report our different experience with the case and present a review of the literature regarding its theranostics. Case Presentation A 45-year-old man presented to our urology department with a medical history of bladder occupying lesions. The patient did not have dysuria and hematuria, and all the laboratory examinations were normal, including prostate-specific antigen (free PSA: 0.23 ng/ml, total PSA: 0.5 ng/ml). CT revealed a homogeneous isoechoic mass in the posterior inferior wall of the bladder (Fig. 1 .a.), without perivesical infiltration or local lymphangiogenesis. A tentative diagnosis of a bladder tumor was made. Transurethral cystoscopic biopsy revealed a smooth sessile mass (length x width: 8 mm × 7 mm) that covered normal bladder mucosa located in the middle of the interureteric ridge. Pathological results of biopsy firstly considered an intravesical nephrogenic adenoma (NA). Finally, the mass was completely resected under laparoscopic pneumovesicum (Fig. 1 .b.). Postoperative pathological diagnosis revealed the ectopic prostate tissue in the bladder. Histologically, the resection tissue had intact bladder mucosa, with the glands comprising subepithelial cells (Fig. 2 .a.). Immunohistochemically, PSA of the prostatic glands was strongly positive (Fig. 2 .c.). High-molecular-weight cytokeratin (34bE12) and p63 were positive for prostate glands. The patient was well and no recurrence was noted during the 6-month postoperative follow-up. All procedures performed in studies involving human participants were in accordance with the ethical standards of the institutional and/or national research committee(s) and with the Helsinki Declaration (as revised in 2013). Written informed consent was obtained from the patient. Discussion And Conclusion In 1967, Gutierrez first reported ectopic prostatic tissue in English literature. Although more cases have been reported since, its pathogenesis remains unclear. The mechanism of ectopic prostatic tissue mainly includes three theories: embryo development residual, embryo submucosal migration, and metaplasia changes caused by chronic inflammation [ 4 – 5 ] . The prostate-type glands are seen in the trigone during embryogenesis [ 6 ] , consistent with the most common location of ectopic prostatic tissue in the bladder trigone. Importantly, the ectopic prostatic tissue is not different from normal prostate tissue histologically or immunohistochemically. Our case also revealed that the prostate glands were submucosal, supporting the theory that ectopic prostate tissue is a continuation of the embryonic structures [ 3 ] . Ectopic prostatic tissue usually presents as a single, smooth-surfaced, firm nodular, papillary mass on cystoscopy. It may appear as a homogeneous mass in the bladder on sonography or CT, with few characteristics different from those of typical urothelial carcinomas. Ectopic prostate tissue is a benign lesion that mainly depends on the pathological diagnosis. Even on a preliminary biopsy of the bladder mass, the ectopic prostate tissue can be easily confused with bladder tumors. Similar to our case, pathological examination of cystoscope biopsy is considered as NA, which typically appears as papillary projections protruding into the bladder lumen on cystoscopy. Histologically, NA may be simulated to various malignant tissue elements such as prostatic adenocarcinomas [ 7 ] . Immunohistochemically, NA is variably positive for AMACR and CD10 and may be positive for PSA and PSAP in the focal lesion, while being negative for p63 [ 7 ] . Because of these similar characteristics, ectopic prostate tissue may be misdiagnosed as an NA. The secretory and basal cells of the prostate glands express PSA, PSAP, P63, 34βE12, and CD10, but P63, 34βE12, and CD10 are not expressed in carcinomatous prostates [ 8 ] . Based on this observation, the tumor origin in the prostate and NA can be distinguished. Besides, other benign lesions of the bladder that could be misdiagnosed as malignant should also be identified. Table 1. Overview of case reports of ectopic prostate tissues located in the bladder. To the best of our knowledge, ectopic prostate tissues are arising in the adult male of all ages. All cases of intravesical ectopic prostate tissues were completely excised by transurethral resection reported in English literature on PubMed (Table 1 ). However, in our case, the bladder occupying lesion was completely resected under laparoscopic pneumovesicum, which was described as intravesical surgery using pneumovesicum in urology [ 9 ] . The pneumovesicum can provide enough space for operation, and laparoscopy has the characteristics of magnification that is convenient for doctors to accurately remove the tumor tissue. It could definitively diagnose the tissue type and avoid misdiagnosis, which, to the best of our knowledge, has not been previously reported. If the intravesical lesion is small, transurethral resection maybe brings less trauma to the patient compared with resection through laparoscopic pneumovesicum. All case reports of ectopic prostate tissues located in the bladder are not recurrence in the follow-up(Table 1 ). Although postoperative prognosis is good, it may be recurrent [ 10 ] . So far, no malignant cases of recurrent ectopic prostate tissue have been reported. However, cancer arising in the ectopic prostatic tissue of the bladder has been reported [ 11 ] . Therefore, regular examination and follow-up are crucial for patients with this condition. The limitation of this case is that benign lesions should be considered when the bladder occupying lesion does not look malignant. By selecting a more suitable surgical resection method, can be reduced the surgical trauma of patients. In addition, the short follow-up time is one of the limitations. Conclusions All in all, ectopic prostatic tissue in the bladder is difficult to diagnose according to its clinical features. Histopathology is the gold standard method to diagnose. Surgery was found to be the mainstay treatment of ectopic prostatic tissue and showed a good prognosis. Once found a bladder mass, ectopic prostatic tissue should be considered in the differential diagnosis. We shared the experience of our case to contribute to increasing the knowledge of ectopic prostatic tissues in the bladder among clinicians and pathologists, which would be beneficial to reduce the misdiagnosis of intravesical lesions. Abbreviations CT: Computed tomography NA: Nephrogenic adenoma PSA: Prostate-specific antigen Declarations Availability of data and materials The authors confirm the data and materials are available. Acknowledgements Not applicable. Funding This work was supported by High-level Hospital Construction Research Project of Maoming People’s Hospital. Contributions YL W performed data and drafted the manuscript. ZQ L and AM W contributed to manuscript writing. The authors read and approved the final manuscript. Ethics declarations Ethics approval and consent to participate The study has been approved by the institutional review board of Ethics Committee of Maoming People's Hospital. Informed consent was assigned in Chinese format. Consent for publication The patient signed written consent for this case report and agrees to the publication of details and photos related to the case. Competing interests The authors have no conflicts of interest to disclose. Additional information Publisher’s Note Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations. References Mikuz G. Ectopias of the kidney, urinary tract organs, and male genitalia. Ektopien der Niere, Harnwege und männlichen Geschlechtsorgane. Pathologe. 2019;40(Suppl 1):1-8. Somwaru A.S., Alex D., Zaheer A. Prostate cancer arising in ectopic prostatic tissue within the left seminal vesicle: a rare case diagnosed with multi-parametric magnetic resonance imaging and magnetic resonance imaging-transrectal ultrasound fusion biopsy. BMC Med Imag. 2016 Feb 24;16:16. Halat S, Eble JN, Grignon DJ, Lacy S, Montironi R, MacLennan GT, Lopez-Beltran A, Tan PH, Baldridge LA, Cheng L. Ectopic prostatic tissue: histogenesis and histopathological characteristics. Histopathology. 2011 Apr;58(5):750-8. Venyo A . Ectopic Prostate in the Uterine Cervix / Female Genital Tract Including Vagina and Vulva: A Review of the Literature. British Journal of Medicine and Medical Research, 2015, 9(12):1-14. Kim JH, Jeen YM, Song YS. Ectopic prostate tissue at the bladder dome presenting as a bladder tumor. World J Mens Health. 2013 Aug;31(2):176-8. Delladetsima J, Theodorou C, Dapolla Y, Dimopoulos C. Prostatic-type epithelium in urinary bladder. Clinical, histologic, and immunohistochemical study. Urology. 1990 Nov;36(5):445-8. Turcan D, Acikalin MF, Yilmaz E, Canaz F, Arik D. Nephrogenic adenoma of the urinary tract: A 6-year single center experience. Pathol Res Pract. 2017 Jul;213(7):831-835. Yu T, Zhu SX, Zheng S, Chen SP. [Detection of AMACR (P504S), P63 and 34betaE12 cocktail in the early diagnosis of prostate cancer]. Zhonghua Nan Ke Xue. 2007 Mar;13(3):222-5. Chinese. Tae BS, Choi H, Park JY, Bae JH. Laparoscopic Approach for Intravesical Surgery Using Pneumovesicum in Urology: Literature Review. Int Neurourol J. 2018;22(Suppl 1):S10-S22. Mori K, Spiro LH, Hecht H, Orkin LA. Recurrent intraurethral proliferation of ectopic prostatic tissue associated with hematuria. J Urol. 1975 Aug;114(2):316-8. Backhouse A, Vasilaras A, Yung T, Kench JG. Adenocarcinoma arising within ectopic prostatic tissue in the urinary bladder. Pathology. 2014 Dec;46(7):655-7. Additional Declarations No competing interests reported. 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Also discoverable on Platform About Our Team In Review Editorial Policies Advisory Board Help Center Resources Author Services Accessibility API Access RSS feed Manage Cookie Preferences © Research Square 2026 | ISSN 2693-5015 (online) Privacy Policy Terms of Service Do Not Sell My Personal Information {"props":{"pageProps":{"initialData":{"identity":"rs-1471900","acceptedTermsAndConditions":true,"allowDirectSubmit":true,"archivedVersions":[],"articleType":"Case Report","associatedPublications":[],"authors":[{"id":92211881,"identity":"9c413121-fa01-42c8-8bfd-46478185de2a","order_by":0,"name":"Yonglu Wu","email":"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAAyAQMAAABI0h/eAAAABlBMVEX///8AAABVwtN+AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAA0ElEQVRIiWNgGAWjYBACPgbGBwwJDAz1bOzNBw58+EGEFjYGZgOQlgQ+nmOJB2f2EKsFCBLkJHyMD3OwEaNFIpnxwcO2w3lsEjwfDjPwMMjzix0gqIXZILHtcDGbdO+GwwUWDIYzZycQ0pJ/TCJx22HGNpmzGw7P4GFIMLhNUEsy+w+wFomcB4d52IjTwsYA1JII1MJApBaex8wSif/Sjdl4jhkAA1mCsF/42ZMZP/44Yy0n3978+MOHHzby/NIEtKADCdKUj4JRMApGwSjADgCbq0JxnpYVCQAAAABJRU5ErkJggg==","orcid":"","institution":"Department of Urology, Maoming People's Hospital, Maoming, China.","correspondingAuthor":true,"submittingAuthor":false,"prefix":"","firstName":"Yonglu","middleName":"","lastName":"Wu","suffix":""},{"id":92211882,"identity":"c99f8303-0350-4386-a1c9-55c360ccd83d","order_by":1,"name":"Aiming Wu","email":"","orcid":"","institution":"Department of Urology, Maoming People's Hospital, Maoming, China.","correspondingAuthor":false,"submittingAuthor":false,"prefix":"","firstName":"Aiming","middleName":"","lastName":"Wu","suffix":""},{"id":92211883,"identity":"903241a7-0f8a-4956-abc0-2324f2426feb","order_by":2,"name":"Zhiqin Li","email":"","orcid":"","institution":"Department of Urology, Maoming People's Hospital, Maoming, China.","correspondingAuthor":false,"submittingAuthor":false,"prefix":"","firstName":"Zhiqin","middleName":"","lastName":"Li","suffix":""}],"badges":[],"createdAt":"2022-03-21 01:29:10","currentVersionCode":1,"declarations":"","doi":"10.21203/rs.3.rs-1471900/v1","doiUrl":"https://doi.org/10.21203/rs.3.rs-1471900/v1","draftVersion":[],"editorialEvents":[],"editorialNote":"","failedWorkflow":false,"files":[{"id":19483733,"identity":"2d75a346-2575-4aab-859b-9d598d5de17a","added_by":"auto","created_at":"2022-03-22 14:58:21","extension":"jpg","order_by":1,"title":"Figure 1","display":"","copyAsset":false,"role":"figure","size":1426654,"visible":true,"origin":"","legend":"\u003cp\u003e(a) Contrast-enhanced computed tomography showing a homogeneous isoechoic bladder mass in the posterior inferior wall. (b) Laparoscopic pneumovesicum showing the mass is located in the middle of the ureteral ridge.\u003c/p\u003e","description":"","filename":"Fig.1..jpg","url":"https://assets-eu.researchsquare.com/files/rs-1471900/v1/69cbff2f5730b97a057e1052.jpg"},{"id":19483211,"identity":"6eca8dab-c027-4976-929b-166b8b8d8140","added_by":"auto","created_at":"2022-03-22 14:55:20","extension":"jpg","order_by":2,"title":"Figure 2","display":"","copyAsset":false,"role":"figure","size":1625615,"visible":true,"origin":"","legend":"\u003cp\u003e(a) The bladder mucosa is intact, and the prostate glands are located in the submucosa. (H\u0026amp;E, ×100). (b) Prostate glands consist of epithelial cells and corpora amylacea with irregularly dilated lumen. (H\u0026amp;E staining, ×100). (c) Immunohistochemically, prostate-specific antigen (PSA) is positive. (IHC staining, ×100).\u003c/p\u003e","description":"","filename":"Fig.2..jpg","url":"https://assets-eu.researchsquare.com/files/rs-1471900/v1/9ecd675c7e62792aad09741d.jpg"},{"id":19483841,"identity":"a1ed1eb4-b8fc-4a94-9435-40e7f22a2659","added_by":"auto","created_at":"2022-03-22 14:58:54","extension":"pdf","order_by":0,"title":"","display":"","copyAsset":false,"role":"manuscript-pdf","size":488328,"visible":true,"origin":"","legend":"","description":"","filename":"manuscript.pdf","url":"https://assets-eu.researchsquare.com/files/rs-1471900/v1/a07b214f-e666-46a1-b46a-b54318d79c77.pdf"}],"financialInterests":"No competing interests reported.","formattedTitle":"\u003cp\u003eIntravesical Ectopic Prostatic Tissue May be Misdiagnosed as Nephrogenic Adenoma: a Case Report and Overview\u003c/p\u003e","fulltext":[{"header":"Background","content":"\u003cp\u003eEctopic prostatic tissue is defined as single prostate gland scattered in the urogenital tract or outside the urinary tract; the condition does not involve in ectopia of the whole prostate gland\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e1\u003c/span\u003e]\u003c/sup\u003e. It is a relatively uncommon entity that mostly occurs in the lower genitourinary tract in males, but is also reported outside the urogenital tract\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e2\u003c/span\u003e]\u003c/sup\u003e. From 1967 to 2021, ectopic prostatic tissue in the bladder has been reported in 30 patients in English literature in PubMed(Table \u003cspan class=\"InternalRef\"\u003e1\u003c/span\u003e). Ectopic prostatic tissue is the most common in the bladder trigone\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e3\u003c/span\u003e]\u003c/sup\u003e.\u003c/p\u003e\n\u003cp\u003eIntravesical ectopic prostatic tissue usually involves gross hematuria, dysuria, or no symptoms, and fewer characteristics are available to diagnose it through surface morphology and imageological examinations such as color Doppler ultrasound, contrast-enhanced computed tomography (CT), and magnetic resonance imaging (MRI); therefore, it is easily misdiagnosed as bladder tumor. All cases can be confirmed using pathological findings.\u003c/p\u003e\n\u003cp\u003eThe typical surgical treatment is transurethral resection of the bladder mass. As ectopic prostatic tissue is uncommon and atypical, we report our different experience with the case and present a review of the literature regarding its theranostics.\u003c/p\u003e"},{"header":"Case Presentation","content":"\u003cp\u003eA 45-year-old man presented to our urology department with a medical history of bladder occupying lesions. The patient did not have dysuria and hematuria, and all the laboratory examinations were normal, including prostate-specific antigen (free PSA: 0.23 ng/ml, total PSA: 0.5 ng/ml). CT revealed a homogeneous isoechoic mass in the posterior inferior wall of the bladder (Fig. \u003cspan class=\"InternalRef\"\u003e1\u003c/span\u003e.a.), without perivesical infiltration or local lymphangiogenesis. A tentative diagnosis of a bladder tumor was made. Transurethral cystoscopic biopsy revealed a smooth sessile mass (length x width: 8 mm \u0026times; 7 mm) that covered normal bladder mucosa located in the middle of the interureteric ridge. Pathological results of biopsy firstly considered an intravesical nephrogenic adenoma (NA). Finally, the mass was completely resected under laparoscopic pneumovesicum (Fig. \u003cspan class=\"InternalRef\"\u003e1\u003c/span\u003e.b.). Postoperative pathological diagnosis revealed the ectopic prostate tissue in the bladder. Histologically, the resection tissue had intact bladder mucosa, with the glands comprising subepithelial cells (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003e.a.). Immunohistochemically, PSA of the prostatic glands was strongly positive (Fig. \u003cspan class=\"InternalRef\"\u003e2\u003c/span\u003e.c.). High-molecular-weight cytokeratin (34bE12) and p63 were positive for prostate glands.\u003c/p\u003e\n\u003cp\u003eThe patient was well and no recurrence was noted during the 6-month postoperative follow-up.\u003c/p\u003e\n\u003cp\u003eAll procedures performed in studies involving human participants were in accordance with the ethical standards of the institutional and/or national research committee(s) and with the Helsinki Declaration (as revised in 2013). Written informed consent was obtained from the patient.\u003c/p\u003e"},{"header":"Discussion And Conclusion","content":"\u003cp\u003eIn 1967, Gutierrez first reported ectopic prostatic tissue in English literature. Although more cases have been reported since, its pathogenesis remains unclear. The mechanism of ectopic prostatic tissue mainly includes three theories: embryo development residual, embryo submucosal migration, and metaplasia changes caused by chronic inflammation\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e4\u003c/span\u003e\u0026ndash;\u003cspan class=\"CitationRef\"\u003e5\u003c/span\u003e]\u003c/sup\u003e. The prostate-type glands are seen in the trigone during embryogenesis\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e6\u003c/span\u003e]\u003c/sup\u003e, consistent with the most common location of ectopic prostatic tissue in the bladder trigone. Importantly, the ectopic prostatic tissue is not different from normal prostate tissue histologically or immunohistochemically. Our case also revealed that the prostate glands were submucosal, supporting the theory that ectopic prostate tissue is a continuation of the embryonic structures\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e3\u003c/span\u003e]\u003c/sup\u003e.\u003c/p\u003e\n\u003cp\u003eEctopic prostatic tissue usually presents as a single, smooth-surfaced, firm nodular, papillary mass on cystoscopy. It may appear as a homogeneous mass in the bladder on sonography or CT, with few characteristics different from those of typical urothelial carcinomas. Ectopic prostate tissue is a benign lesion that mainly depends on the pathological diagnosis. Even on a preliminary biopsy of the bladder mass, the ectopic prostate tissue can be easily confused with bladder tumors. Similar to our case, pathological examination of cystoscope biopsy is considered as NA, which typically appears as papillary projections protruding into the bladder lumen on cystoscopy. Histologically, NA may be simulated to various malignant tissue elements such as prostatic adenocarcinomas\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e7\u003c/span\u003e]\u003c/sup\u003e. Immunohistochemically, NA is variably positive for AMACR and CD10 and may be positive for PSA and PSAP in the focal lesion, while being negative for p63\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e7\u003c/span\u003e]\u003c/sup\u003e. Because of these similar characteristics, ectopic prostate tissue may be misdiagnosed as an NA. The secretory and basal cells of the prostate glands express PSA, PSAP, P63, 34\u0026beta;E12, and CD10, but P63, 34\u0026beta;E12, and CD10 are not expressed in carcinomatous prostates\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e8\u003c/span\u003e]\u003c/sup\u003e. Based on this observation, the tumor origin in the prostate and NA can be distinguished. Besides, other benign lesions of the bladder that could be misdiagnosed as malignant should also be identified.\u003c/p\u003e\n\u003cp\u003eTable 1. Overview of case reports of ectopic prostate tissues located in the bladder.\u003c/p\u003e\n\u003cp\u003e\u003cimg 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\"\u003e\u003c/p\u003e\n\u003cp\u003e\u003cbr\u003e\u003c/p\u003e\n\u003cp\u003eTo the best of our knowledge, ectopic prostate tissues are arising in the adult male of all ages. All cases of intravesical ectopic prostate tissues were completely excised by transurethral resection reported in English literature on PubMed (Table \u003cspan class=\"InternalRef\"\u003e1\u003c/span\u003e). However, in our case, the bladder occupying lesion was completely resected under laparoscopic pneumovesicum, which was described as intravesical surgery using pneumovesicum in urology\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e9\u003c/span\u003e]\u003c/sup\u003e. The pneumovesicum can provide enough space for operation, and laparoscopy has the characteristics of magnification that is convenient for doctors to accurately remove the tumor tissue. It could definitively diagnose the tissue type and avoid misdiagnosis, which, to the best of our knowledge, has not been previously reported. If the intravesical lesion is small, transurethral resection maybe brings less trauma to the patient compared with resection through laparoscopic pneumovesicum. All case reports of ectopic prostate tissues located in the bladder are not recurrence in the follow-up(Table \u003cspan class=\"InternalRef\"\u003e1\u003c/span\u003e). Although postoperative prognosis is good, it may be recurrent\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e10\u003c/span\u003e]\u003c/sup\u003e. So far, no malignant cases of recurrent ectopic prostate tissue have been reported. However, cancer arising in the ectopic prostatic tissue of the bladder has been reported\u003csup\u003e[\u003cspan class=\"CitationRef\"\u003e11\u003c/span\u003e]\u003c/sup\u003e. Therefore, regular examination and follow-up are crucial for patients with this condition.\u003c/p\u003e\n\u003cp\u003eThe limitation of this case is that benign lesions should be considered when the bladder occupying lesion does not look malignant. By selecting a more suitable surgical resection method, can be reduced the surgical trauma of patients. In addition, the short follow-up time is one of the limitations.\u003c/p\u003e"},{"header":"Conclusions","content":"\u003cp\u003eAll in all, ectopic prostatic tissue in the bladder is difficult to diagnose according to its clinical features. Histopathology is the gold standard method to diagnose. Surgery was found to be the mainstay treatment of ectopic prostatic tissue and showed a good prognosis. Once found a bladder mass, ectopic prostatic tissue should be considered in the differential diagnosis. We shared the experience of our case to contribute to increasing the knowledge of ectopic prostatic tissues in the bladder among clinicians and pathologists, which would be beneficial to reduce the misdiagnosis of intravesical lesions.\u003c/p\u003e "},{"header":"Abbreviations","content":"\u003cp\u003e\u003cstrong\u003eCT:\u003c/strong\u003e Computed tomography\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eNA:\u003c/strong\u003e Nephrogenic adenoma\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003ePSA:\u003c/strong\u003e Prostate-specific antigen\u003c/p\u003e"},{"header":"Declarations","content":"\u003cp\u003e\u003cstrong\u003eAvailability of data and materials\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe authors confirm the data and materials are available.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAcknowledgements\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eNot applicable.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eFunding\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThis work was supported by High-level Hospital Construction Research Project of Maoming People\u0026rsquo;s Hospital.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eContributions\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eYL W performed data and drafted the manuscript. ZQ L and AM W contributed to manuscript writing. The authors read and approved the final manuscript.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEthics declarations\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eEthics approval and consent to participate\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe study has been approved by the institutional review board of Ethics Committee of Maoming People\u0026apos;s Hospital. Informed consent was assigned in Chinese format.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eConsent for publication\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe patient signed written consent for this case report and agrees to the publication of details and photos related to the case.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eCompeting interests\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003eThe authors have no conflicts of interest to disclose.\u003c/p\u003e\n\u003cp\u003e\u003cstrong\u003eAdditional information\u003c/strong\u003e\u003c/p\u003e\n\u003cp\u003ePublisher\u0026rsquo;s Note Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.\u003c/p\u003e"},{"header":"References","content":"\u003col\u003e\n \u003cli\u003eMikuz G. Ectopias of the kidney, urinary tract organs, and male genitalia. Ektopien der Niere, Harnwege und m\u0026auml;nnlichen Geschlechtsorgane. Pathologe. 2019;40(Suppl 1):1-8.\u003c/li\u003e\n \u003cli\u003eSomwaru A.S., Alex D., Zaheer A. Prostate cancer arising in ectopic prostatic tissue within the left seminal vesicle: a rare case diagnosed with multi-parametric magnetic resonance imaging and magnetic resonance imaging-transrectal ultrasound fusion biopsy. \u003cem\u003eBMC Med Imag.\u0026nbsp;\u003c/em\u003e2016 Feb 24;16:16.\u003c/li\u003e\n \u003cli\u003eHalat S, Eble JN, Grignon DJ, Lacy S, Montironi R, MacLennan GT, Lopez-Beltran A, Tan PH, Baldridge LA, Cheng L. Ectopic prostatic tissue: histogenesis and histopathological characteristics. Histopathology. 2011 Apr;58(5):750-8.\u003c/li\u003e\n \u003cli\u003eVenyo A . Ectopic Prostate in the Uterine Cervix / Female Genital Tract Including Vagina and Vulva: A Review of the Literature. British Journal of Medicine and Medical Research, 2015, 9(12):1-14.\u003c/li\u003e\n \u003cli\u003eKim JH, Jeen YM, Song YS. Ectopic prostate tissue at the bladder dome presenting as a bladder tumor. World J Mens Health. 2013 Aug;31(2):176-8.\u003c/li\u003e\n \u003cli\u003eDelladetsima J, Theodorou C, Dapolla Y, Dimopoulos C. Prostatic-type epithelium in urinary bladder. Clinical, histologic, and immunohistochemical study. Urology. 1990 Nov;36(5):445-8.\u003c/li\u003e\n \u003cli\u003eTurcan D, Acikalin MF, Yilmaz E, Canaz F, Arik D. Nephrogenic adenoma of the urinary tract: A 6-year single center experience. Pathol Res Pract. 2017 Jul;213(7):831-835.\u003c/li\u003e\n \u003cli\u003eYu T, Zhu SX, Zheng S, Chen SP. [Detection of AMACR (P504S), P63 and 34betaE12 cocktail in the early diagnosis of prostate cancer]. Zhonghua Nan Ke Xue. 2007 Mar;13(3):222-5. Chinese.\u003c/li\u003e\n \u003cli\u003eTae BS, Choi H, Park JY, Bae JH. Laparoscopic Approach for Intravesical Surgery Using Pneumovesicum in Urology: Literature Review. Int Neurourol J. 2018;22(Suppl 1):S10-S22.\u003c/li\u003e\n \u003cli\u003eMori K, Spiro LH, Hecht H, Orkin LA. Recurrent intraurethral proliferation of ectopic prostatic tissue associated with hematuria. J Urol. 1975 Aug;114(2):316-8.\u003c/li\u003e\n \u003cli\u003eBackhouse A, Vasilaras A, Yung T, Kench JG. Adenocarcinoma arising within ectopic prostatic tissue in the urinary bladder. Pathology. 2014 Dec;46(7):655-7.\u003c/li\u003e\n\u003c/ol\u003e"}],"fulltextSource":"","fullText":"","funders":[],"hasAdminPriorityOnWorkflow":false,"hasManuscriptDocX":true,"hasOptedInToPreprint":true,"hasPassedJournalQc":"","hasAnyPriority":false,"hideJournal":true,"highlight":"","institution":"","isAcceptedByJournal":false,"isAuthorSuppliedPdf":false,"isDeskRejected":"","isHiddenFromSearch":false,"isInQc":false,"isInWorkflow":false,"isPdf":false,"isPdfUpToDate":true,"isWithdrawnOrRetracted":false,"journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true},"keywords":"ectopic prostatic tissue, bladder, tumor, nephrogenic adenoma, laparoscopic pneumovesicum","lastPublishedDoi":"10.21203/rs.3.rs-1471900/v1","lastPublishedDoiUrl":"https://doi.org/10.21203/rs.3.rs-1471900/v1","license":{"name":"CC BY 4.0","url":"https://creativecommons.org/licenses/by/4.0/"},"manuscriptAbstract":"\u003cp\u003e\u003cstrong\u003eBackground \u003c/strong\u003e\u003c/p\u003e\u003cp\u003eEctopic prostatic tissue is a relatively infrequent condition, usually found accidentally during imaging examinations or surgery. From 1967 to 2021, the reports of ectopic prostate tissue in English literature are increasing. It is rarely reported that ectopic prostate may be misdiagnosed as a nephrogenic adenoma (NA). \u003c/p\u003e\u003cp\u003e\u003cstrong\u003eCase presentation\u003c/strong\u003e\u003c/p\u003e\u003cp\u003eThis article reports a 45-year-old male patient with no symptoms. The computed tomography (CT) scan revealed a homogeneous isoechoic mass in the posterior inferior wall of the bladder. Firstly, the transurethral cystoscopic biopsy revealed a smooth sessile mass that covered normal bladder mucosa located in the middle of the interureteric ridge, and pathological results considered an intravesical NA. Then, the mass was completely resected under laparoscopic pneumovesicum and the pathological diagnosis was ectopic prostate tissue. \u003c/p\u003e\u003cp\u003e\u003cstrong\u003eConclusions \u003c/strong\u003e\u003c/p\u003e\u003cp\u003eThe clinical symptoms of ectopic prostate were similar to other bladder neoplasms, and fewer characteristics of imaging examinations are available to diagnose. Surgery was the mainstay treatment of ectopic prostatic tissue and has a good prognosis. Ectopic prostatic tissue presents as a tumor in the bladder, urologists may easily misdiagnose the condition like a tumor. Therefore, it is necessary to awareness of ectopic prostatic tissue to avoid misdiagnosis.\u003c/p\u003e","manuscriptTitle":"Intravesical Ectopic Prostatic Tissue May be Misdiagnosed as Nephrogenic Adenoma: a Case Report and Overview","msid":"","msnumber":"","nonDraftVersions":[{"code":1,"date":"2022-03-22 14:55:18","doi":"10.21203/rs.3.rs-1471900/v1","editorialEvents":[{"type":"communityComments","content":0}],"status":"published","journal":{"display":true,"email":"[email protected]","identity":"researchsquare","isNatureJournal":false,"hasQc":true,"allowDirectSubmit":true,"externalIdentity":"","sideBox":"","snPcode":"","submissionUrl":"/submission","title":"Research Square","twitterHandle":"researchsquare","acdcEnabled":true,"dfaEnabled":false,"editorialSystem":"","reportingPortfolio":"","inReviewEnabled":false,"inReviewRevisionsEnabled":true}}],"origin":"","ownerIdentity":"9010d91e-e6d5-4be4-af3a-614c124f585c","owner":[],"postedDate":"March 22nd, 2022","published":true,"recentEditorialEvents":[],"rejectedJournal":[],"revision":"","amendment":"","status":"posted","subjectAreas":[],"tags":[],"updatedAt":"2022-03-22T14:55:20+00:00","versionOfRecord":[],"versionCreatedAt":"2022-03-22 14:55:18","video":"","vorDoi":"","vorDoiUrl":"","workflowStages":[]},"version":"v1","identity":"rs-1471900","journalConfig":"researchsquare"},"__N_SSP":true},"page":"/article/[identity]/[[...version]]","query":{"redirect":"/article/rs-1471900","identity":"rs-1471900","version":["v1"]},"buildId":"7rjqhiLT3MXkJMwkYKINL","isFallback":false,"isExperimentalCompile":false,"dynamicIds":[84888],"gssp":true,"scriptLoader":[]}